tag:blogger.com,1999:blog-42178260689425355872024-03-13T21:36:47.897+01:00Outerrahttp://outerra.com
Planetary engine that is using elevation and other available datasets (like climate maps) in combination with fractal refinement algorithms to render planets down to centimeter resolution.Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.comBlogger77125tag:blogger.com,1999:blog-4217826068942535587.post-20786419907937448702018-01-28T22:30:00.001+01:002018-01-28T22:30:54.100+01:00Preliminary comparison of NasaDEM dataset<div dir="ltr" style="text-align: left;" trbidi="on">
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Some early results from testing preliminary NasaDEM dataset (<a href="https://gis.stackexchange.com/questions/267134/what-is-nasadem-and-when-it-will-be-released">https://gis.stackexchange.com/questions/267134/what-is-nasadem-and-when-it-will-be-released</a>)</div>
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Comparison in one of the extremely buggy areas in SRTM 1" (30m), tile s50w075:</h3>
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Original SRTM 1" (30m) data here:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://i.imgur.com/FJ5FN7f.png" imageanchor="1"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/FJ5FN7f.png" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/01PQdjB.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/01PQdjB.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SRTM 1"</td></tr>
</tbody></table>
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SRTM1 here contains lots of errors, from artificial narrow peaks to holes and areas clamped to the sea level, as well as some negative heights.<br />
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SRTM3 (90m) dataset handles this area slightly better, with fewer holes, but it contains different linear artifacts and the elevations are sometimes dead wrong anyway, or the voids are filled from extremely coarse data:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://i.imgur.com/h2cbQnj.png"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/h2cbQnj.png" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/Tf8ltmX.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/Tf8ltmX.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SRTM 3" (scaled)</td></tr>
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This area is full of SRTM voids, places where the radar could not get reliable info due to clouds or other factors, and these holes were filled from various other datasets.<br />
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NasaDEM is supposed to be a new reprocessing of raw SRTM data, also using newer sources for void fills. Unfortunately, the preliminary dataset leaves a lot to be desired:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://i.imgur.com/msBfGPK.png" imageanchor="1"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/msBfGPK.png" /></a></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/6tESVVg.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/6tESVVg.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NasaDEM (preliminary)</td></tr>
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While it's considerably better than SRTM1 in this area, there are still severe artifacts that show up as very ugly sharp transitions in 3D, and it's basically unusable without extensive corrections.<br />
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For these corrections it's possible to use another global dataset that is without (significant) artifacts, <a href="http://www.viewfinderpanoramas.org/" target="_blank">Viewfinder Panoramas</a> with a global 3" coverage. This one fills SRTM voids using various local maps.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://i.imgur.com/sIOabec.png" imageanchor="1"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/sIOabec.png" /></a></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/P5mVTcb.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="380" data-original-width="540" src="https://i.imgur.com/P5mVTcb.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Viewfinder 3" (scaled)</td></tr>
</tbody></table>
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Comparison in previously OK area - river Amazon delta n00w051</h3>
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<div class="separator" style="clear: both; text-align: center;">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/5s8HAyR.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="568" data-original-width="540" src="https://i.imgur.com/5s8HAyR.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SRTM 1"</td></tr>
</tbody></table>
We checked this area only because of a slight mismatch between elevations and the water mask, indicating that perhaps the water mask was acquired at a later date and the terrain changed. To our surprise, NasaDEM filling algorithm introduced a new issue - elevation now goes into negative numbers:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://i.imgur.com/L8V8rOL.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="568" data-original-width="540" src="https://i.imgur.com/L8V8rOL.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NasaDEM (preliminary)</td></tr>
</tbody></table>
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So far it seems that the new dataset won't solve our existing problems and will introduce some new ones, although this is all preliminary and unofficial.<br />
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Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-85787898345126198522017-06-13T15:54:00.001+02:002017-06-13T15:54:51.337+02:00fp64 approximations for sin/cos for OpenGL<div dir="ltr" style="text-align: left;" trbidi="on">
Minimax approximations for missing fp64 functions in GLSL, using <a href="http://lolengine.net/wiki/doc/maths/remez" target="_blank">remez exchange toolbox.</a> For additional details see <a href="http://outerra.blogspot.com/2014/05/double-precision-approximations-for-map.html" target="_blank">Double precision approximations for map projections in OpenGL</a>.<br />
<br /><span style="font-family: "Courier New",Courier,monospace;">//sin approximation, error < 5e-9<br />double sina_9(double x)<br />{<br /> //minimax coefs for sin for 0..pi/2 range<br /> const double a3 = -1.666665709650470145824129400050267289858e-1LF;<br /> const double a5 = 8.333017291562218127986291618761571373087e-3LF;<br /> const double a7 = -1.980661520135080504411629636078917643846e-4LF;<br /> const double a9 = 2.600054767890361277123254766503271638682e-6LF;<br /><br /> const double m_2_pi = 0.636619772367581343076LF;<br /> const double m_pi_2 = 1.57079632679489661923LF;<br /><br /> double y = abs(x * m_2_pi);<br /> double q = floor(y);<br /> int quadrant = int(q);<br /><br /> double t = (quadrant & 1) != 0 ? 1 - y + q : y - q;<br /> t *= m_pi_2;<br /><br /> double t2 = t * t;<br /> double r = fma(fma(fma(fma(a9, t2, a7), t2, a5), t2, a3), t2*t, t);<br /><br /> r = x < 0 ? -r : r;<br /><br /> return (quadrant & 2) != 0 ? -r : r;<br />}<br /><br />//sin approximation, error < 2e-11<br />double sina_11(double x)<br />{<br /> //minimax coefs for sin for 0..pi/2 range<br /> const double a3 = -1.666666660646699151540776973346659104119e-1LF;<br /> const double a5 = 8.333330495671426021718370503012583606364e-3LF;<br /> const double a7 = -1.984080403919620610590106573736892971297e-4LF;<br /> const double a9 = 2.752261885409148183683678902130857814965e-6LF;<br /> const double ab = -2.384669400943475552559273983214582409441e-8LF;<br /><br /> const double m_2_pi = 0.636619772367581343076LF;<br /> const double m_pi_2 = 1.57079632679489661923LF;<br /><br /> double y = abs(x * m_2_pi);<br /> double q = floor(y);<br /> int quadrant = int(q);<br /><br /> double t = (quadrant & 1) != 0 ? 1 - y + q : y - q;<br /> t *= m_pi_2;<br /><br /> double t2 = t * t;<br /> double r = fma(fma(fma(fma(fma(ab, t2, a9), t2, a7), t2, a5), t2, a3),</span><br />
<span style="font-family: "Courier New",Courier,monospace;"> t2*t, t);<br /><br /> r = x < 0 ? -r : r;<br /><br /> return (quadrant & 2) != 0 ? -r : r;<br />}</span><br />
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<br />Cos can be just offset by π/2 <br />
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<span style="font-family: "Courier New",Courier,monospace;">//cos approximation, error < 5e-9<br />double cosa_9(double x)<br />{<br /> //sin(x + PI/2) = cos(x)<br /> return sina_9(x + DBL_LIT(1.57079632679489661923LF));<br />}<br /><br />//cos approximation, error < 2e-11<br />double cosa_11(double x)<br />{<br /> //sin(x + PI/2) = cos(x)<br /> return sina_11(x + DBL_LIT(1.57079632679489661923LF));<br />}</span></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-87328269453831442142016-02-06T18:10:00.001+01:002018-02-13T18:56:55.712+01:00OpenGL rendering performance test #2 - blocks<div dir="ltr" style="text-align: left;" trbidi="on">
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;"></b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Previous test - </span><a href="http://outerra.blogspot.com/2016/01/procedural-rendering-performance-test-1.html" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Procedural grass</span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> - focused on procedurally generated geometry that didn’t use any vertex data and generated meshes procedurally using only gl_VertexID value and a few lookups into shape textures, therefore with only a neglectable amount of non-procedural data fetched per instance.</span></b></div>
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;">
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<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="250" src="https://lh5.googleusercontent.com/op4IypON70Vi1hnQgo4Dzpcc2cfd-bdoJZ5_j-e9MYfylZeMJABB7NwliogeRZGpYxVXgLLdBUYDiv4AtYsM0_1oLM1VNXhctL0RhvFiEfdUlo4gt7mmF2Ue59h3R-vIj07e0z8i" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="619" /></span></b></div>
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;">
</b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This test uses geometry generated from some per-instance data (i.e each produced vertex uses some unique data from buffers), but still partially procedurally generated. Source stream originally consisted of data extracted from </span><a href="https://www.openstreetmap.org/" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">OpenStreetMap</span></a><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> maps - building footprints broken into quads, meaning there’s a constant size block of data pertaining to one rendered building block (exactly 128 bytes of data per block). Later the data were replaced with a generated content to achieve higher density for the purpose of the testing, but there’s still the same amount of data per block..</span></b></div>
<b id="docs-internal-guid-1f15c4df-c1d8-7ff6-79f4-fe2a92bc66d9" style="font-weight: normal;">
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Another significant difference is that backface culling is enabled here. With grass the blades are essentially 2D and visible from both sides, and that means that the number of triangles sent to the GPU equals the number of potentially visible triangles, minus the blades that are off the frustum.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In case of the building block test there’s approximately half of the triangles culled away, being back-facing triangles of the boxes. The test measures number of triangles </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">sent</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> in draw calls, but for direct comparison with the grass test we’ll also use the visible triangle metrics.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Here are the results with backface culling enabled:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="bblocks.png" height="394" src="https://lh4.googleusercontent.com/hNTXNWktZx8P9G7Qfg8hXOJASfDbbGqCf3dJqNXNA-rrE64MY5r1UXjMuX88jNYdGCBxsbViQqoAerVsJVHWoyN7Tw9ZxGK76selhhjpPzvrDaLGKyN9lcF66bBYm8g7OHPLP0xq" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="614" /></span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 13.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">(Note this graph is missing AMD Fury cards, we’d be grateful if anyone having one of these could run the test (link at the end of the blog) and submit the results to us.)</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What immediately catches attention is the large boost happening on newer AMD architectures upon reaching 5k triangles per instanced draw call. A boost in that region was visible also in the grass test, though it was more gradual.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">No idea what’s happening there, or rather why the performance is so low on smaller sizes. Hopefully AMD folks will be able to provide some hints.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">As it was visible on the grass test as well, AMD 380/390 chips perform rather poorly on the smallest meshes (less than 40 triangles), which also corresponds to the relatively poor performance of geometry shaders.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">To be able to compare peak performance with the grass test we need to turn off backface culling, getting the following results:</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="bblockscoff.png" height="399" src="https://lh3.googleusercontent.com/trTK3z--jgH1TwyOsTzfpQ_DwZsz036-aTyQn0eYuHHn6qEkoc6iEdQHRa2vkNzhxvPkU_HQBsteqigjCGx_wnm7TMaBR0uKp4dbXWz7zyLZfK4FwzmBH2OowWFjAwwJ9Q3fQGb7" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="617" /></span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">With culling off, the GPU has to render all triangles, twice as much as in previous test. It shows on Nvidia cards, taking roughly a 30% hit.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">On AMD the dip is much smaller though, indicating that maybe there’s another bottleneck.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Grass test results for comparison (note slightly different instance mesh sizes). Grass test uses much less per-instance data, but has a more complex vertex shader. Apparently, it suits Nvidia cards better:</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="grass.png" height="352" src="https://lh4.googleusercontent.com/NhxPCH3Jbpsdfr70r3kNGsWlaIlrVMqdXyNJQcX-GP_a7oKGPghkrATRgeuDj2AWNVcP0ptvkFa0nJ3InHHZS7YdHzNEqHMrKWuP14nZsOPo5NxKsnfRunWA0X3DPTH9A2WCRcR3" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="578" /></span></div>
<br /><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Conclusion: both vendors show the best performance when the geometry in instanced calls is grouped into 5 - 20k triangles. On AMD GCN 1.1+ chips the 5k threshold seems to be critical, with performance almost doubling.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Test sources and binaries</span></h2>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">All tests can be found at https://github.com/hrabcak/draw_call_perf </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If anyone wants to contribute their benchmark results, the binaries can be downloaded from here: </span><a href="http://planet.anteworld.com/appdata/Anteworld/outerra_perf_tests.zip" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Download Outerra perf test</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">There are 3 tests: grass, buildings and cubes. The tests can be launched by running their respective bat files. Each test run lasts only 4-5 seconds, but there are many tested combinations so the total time can be up to 15 minutes.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Once each test completes, you will be asked to submit the test results to us. The test results are stored in a CSV file, and include the GPU type, driver version and performance measurements.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We will be updating the graphs to fill the missing pieces.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Additional test results</span></h2>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">More cards added based on test result submissions:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq2UbooWivJ0Wf1wRZkhQcpaPFW3whA3zwGJWzwtRngCOE_XPrG96KHJmjyJo8PkuNepClCwZG-8iMrnbZAI-gY8RT-LHSOcMtuIWugOGuDPRYGaLNB_vKBljCpzk_RYdeg12vRbGelko/s1600/buildings-coff2.png" imageanchor="1"><img border="0" height="474" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq2UbooWivJ0Wf1wRZkhQcpaPFW3whA3zwGJWzwtRngCOE_XPrG96KHJmjyJo8PkuNepClCwZG-8iMrnbZAI-gY8RT-LHSOcMtuIWugOGuDPRYGaLNB_vKBljCpzk_RYdeg12vRbGelko/s640/buildings-coff2.png" width="640" /></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><a href="https://twitter.com/cameni" target="_blank">@cameni</a></span></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-27000117976793334962016-01-31T15:23:00.000+01:002018-02-13T18:47:19.654+01:00OpenGL rendering performance test #1 - Procedural grass<div dir="ltr" style="text-align: left;" trbidi="on">
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;"></b><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This is the first of several OpenGL rendering performance tests done to determine the best strategy for rendering of various type of procedural and non-procedural content.</span></b></div>
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</b><b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;"></b>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This particular test concerns with rendering of small procedurally generated meshes and the optimal way to render them to achieve the highest triangle throughput on different hardware.</span></b></div>
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;">
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Test setup:</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">rendering a large number of individual grass blades using various rendering methods</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">a single grass blade in the test is made of 7 vertices and 5 triangles</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="grass-strip.png" height="113" src="https://lh4.googleusercontent.com/vHDsTkVbIDu9NdCQqK9J8JlMSMHOQSK6cNaFBS4Y4Sf0qS7R9STxLtuNgdRRNNzfxyNpgXLNNAKpQXhUa3_VRYYr9tYSsSFDNTcK4raaDWOBmyWX0tTTJ2aBvJpp-dDxhEcB46w8" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="181" /></span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">grass is organized in tiles with 256x256 blades, making 327680 effective triangles, rendered using either:</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: circle; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">a single draw call rendering 327680 grass triangles at once, or</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: circle; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">an instanced draw call with different instance mesh sizes and corresponding number of instances, rendering the same scene</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">rendering methods:</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: circle; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">arrays via glDrawArrays / glDrawArraysInstanced, using a triangle strip with 2 extra vertices to transition from one blade to another (except for instanced draw call with a single blade per instance)</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: circle; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">indexed rendering via glDrawElements / glDrawElementsInstanced, separately as a triangle strip or a triangle list, with index buffer containing indices for 1,2,4 etc up to all 65536 blades at once</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: circle; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">a geometry shader (GS) producing blades from point input, optionally also generating several blades in one invocation</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br class="kix-line-break" /></span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">GS performance showed up to be dependent on the number of interpolants used by the fragment shader, so we also tested a varying number of these</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">position of grass blades is computed from the blade coordinate within the grass tile, derived purely from gl_InstanceID and gl_VertexID values; rendering does not use any vertex attributes, it uses only small textures storing the ground and grass height, looked up using the blade coordinate</span></div>
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<li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: disc; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">also tested randomizing the order in which the blades are rendered in tile, it seems to boost performance on older GPUs a bit</span></div>
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<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This test generates lots of geometry from little input data, which might be considered a distinctive property of procedural rendering.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Goals of the test are to determine the fastest rendering method for procedural geometry across different graphics cards and architectures, the optimal mesh size per (internal) draw call, the achievable triangle throughput and factors that affect it.</span></div>
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 6pt; margin-top: 18pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Results</span></h2>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Performance results for the same scene rendered divided into varying size instances. The best results overall were obtained with indexed triangle list rendering, shown in the following graph, measured as triangle throughput at different instance mesh sizes:</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBQjBib5IL4qKq9Itc495GZvpQ-LmlS3-xaY7qvyTRa8KDW9rYIYYjoQnd9T2cUvSsZ3IABcUb75GOIhcTAPedQjB0Llg4YJw-bcs-JmYJ8dPkm7nAGrJpnWkFH1Z5T5WDWFgnnj7Xz7o/s1600/grass3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="385" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBQjBib5IL4qKq9Itc495GZvpQ-LmlS3-xaY7qvyTRa8KDW9rYIYYjoQnd9T2cUvSsZ3IABcUb75GOIhcTAPedQjB0Llg4YJw-bcs-JmYJ8dPkm7nAGrJpnWkFH1Z5T5WDWFgnnj7Xz7o/s640/grass3.png" width="640" /></a></div>
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> (updated graph with some recent cards)</span><br />
<br />
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">On Nvidia GPUs and on older AMD chips (1st gen GCN and earlier) it’s good to keep mesh size above 80 triangles in order not to lose performance significantly. On newer AMD chips the threshold seems to be much higher - above 1k, and after 20k the performance goes down again.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Unfortunately I haven’t got a Fury card here to test if this holds for the latest parts, but anyone can run the tests and submit the results to us (links at the end).</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In any case, mesh size around 5k triangles is a good one that works well across different GPUs. Interestingly both vendors start to have issues at different ends - on Nvidia, performance drops with small meshes/lots of instances (increasing CPU side overhead), whereas AMD cards start having problem with larger meshes (but not with array rendering).</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Conclusion: with small meshes, always group several instances into one draw call so that resulting effective mesh size is around 1 - 20k.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Geometry shader performance roughly corresponds to the performance of instanced vertex shader rendering with small instance mesh sizes, which in all cases lie below the peak performance. This also shows as a problem on newer AMD cards with disproportionally low performance with geometry shaders.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Note that there’s one factor that can still shift the disadvantage in some cases - the ability to implement culling as a fast discard in GS, especially in this test where lots of off-screen geometry can be discarded.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="mtris-gs.png" height="509" src="https://lh4.googleusercontent.com/yOk-EvxZLUaLCSCbE8gP3xUFH-BeRN0YVcm-7a5HEZontu82WkhZfwlERbBNycO0U2GVWaSBpWfVpwcqUl7VppQRf_Dypd64mj4Gw-RMnSOo_ZeMJ2iw6UGsO1j3EviPIz8kAtn0" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">GS performance is also affected by the number of interpolants (0 or 4 floats in the graph), but mainly on Nvidia cards.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The following graph shows the performance as a percentage of given card’s theoretical peak Mtris/s performance (core clock * triangles per clock of given architecture). However, the resulting numbers for AMD cards seem to be too low.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Perhaps a better comparison is the performance per dollar graph that follows after this one.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="382" src="https://lh3.googleusercontent.com/VMyafEi3BwqcDvY-C9__YK6YaZR0OvDbVGN2WbwPZ8niTjYckLNJsMfto2l09sYL1sFjLwVweS5hKiHkEkmfIbbp17pZhWEjIaLHdhxcy8wVYjMwueabBqrbS4gdVKmtHLa2FQ5a" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="601" /></span></div>
<br /><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Performance per dollar, using the prices as of Dec 2015 from http://www.videocardbenchmark.net/gpu_value.html</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img height="383" src="https://lh3.googleusercontent.com/y62ujbg7qBAPO3GPReyIwLzmvEaA6iVDHbPUBWtn9Cl7n5zG7YPiadYEfe4GrjDETYC1Ef7mbn_H8KQeYkJSRFSUiG0lhynQQR6BVT5e4AN2BYYQInk7SxZWUtr1JRbtJ9vAA0_O" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="607" /></span></div>
<br /><br /><h2 dir="ltr" style="line-height: 1.38; margin-bottom: 6pt; margin-top: 18pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Results for individual GPUs</span></h2>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Arrays are generally slower here because of 2 extra vertices needed to cross between grass blades in triangle strips, and only match the indexed rendering when using per-blade instances, where the extra vertices aren’t needed.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">“Randomized” versions just reverse the bits in computed blade index to ensure that blade positions are spread. This seems to help a bit on older architectures.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="AMD7970-grass.png" height="379" src="https://lh3.googleusercontent.com/hTAAs4YiQy4imdQLDPvPLzdREYXQnzfqfkVvgXRM1JDIbt2Z4tpCo8aVVD_pjuEMwAELIW3Igrr8KxmWdx3gW2lHTWYaFArJ2OBAdtSd0Lt2vQMrjT6vIcQBwYulgBWQKI2fAwrg" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Unexpected performance drop on smaller meshes on newer AMD cards (380, 390X)</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="AMDR9_380-grass.png" height="379" src="https://lh5.googleusercontent.com/B7EqSxVqP0DXduGfA8QtwQa6HdTQyBLUTh3Rl9InJNfbxJ2sZu1JdbZbbsCorFsfPsWcLzhxzKq_6T-PE66dHeR-c8GGLp7SIQlTZ0Cu6Xe7VoN1yK-foDgm691tPjQ7P8I0QH3U" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Slower rendering on Nvidia with small meshes is due to sudden CPU-side overhead. </span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="NV750Ti-grass.png" height="379" src="https://lh3.googleusercontent.com/8W167P-Qfp3sJ4avc4LMr-K9iJPpkhRLz5JSJc-jxaXuVL_eZJYHKtPhJnw0gi8YWCkQTjTiI9eFFsam_XqhNOGl-j1qBdZ7-_HsWC97ztcS0i31le9AEi1uvCsbmW3Fxq2mom1S" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="NV960-grass.png" height="379" src="https://lh6.googleusercontent.com/iVaY0S03c47ajmOwnzmKMY58o7YfZz79Byej9eKmwD8l2u2kb1Y5jOEwy1ArkYOMulNzHwSl_V54cBCL6RgGPIzz1dd66Cx4ArvSLxGeOOQrR_aCzRI6j9zgilv5mlXE-OhkBJiy" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">With more powerful Nvidia GPUs it’s also best to aim for meshes larger than 1k, as elsewhere minor performance bump becomes slightly more prominent:</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="NV980Ti-grass.png" height="379" src="https://lh4.googleusercontent.com/TEGIxRis_njrCRx5ePelnnOzmp9Zm1DJI19W5yETB6ECaXjA9FGRhy-H2zQVn6qfvKZ_sCwqJ8jVm0XfHd5gm9SD-SQW1lzXeAu9C3pIQmQJRcuVSouCg4hutfnvIwSMi1kIfhSt" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="624" /></span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Older Nvidia GPUs show comparatively worse geometry shader performance than newer ones:</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><img alt="NV780-grass.png" height="379" src="https://lh5.googleusercontent.com/rsc0i7tllQamyqoDgndCdAsujKgzwEkwz8Vo5PcpkfXCEZRDdCpE0LxSkJnPU2FevbZutM8fZXKF1h_-vRSNUUPKB8sKcQwVXWdYvqTB-YBMdKQ5R5LPZbhn5YoIC-2iJEeD6t0Y" style="border: medium none; transform: rotate(0rad);" width="624" /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwC3pdqd8IRAdXGPEdoT2G23u-HgFuUhjZMVhpkfRq1SRE4pstpy1Ul8Lmswx4HG0TOaCZBZMHvj07BrYhsOHgfiTV-AOfGxsTesL3BaVGiMd2AUepA7AErqFxbpH0DgBB27zklcl_h1o/s1600/NV1080GTX-grass.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwC3pdqd8IRAdXGPEdoT2G23u-HgFuUhjZMVhpkfRq1SRE4pstpy1Ul8Lmswx4HG0TOaCZBZMHvj07BrYhsOHgfiTV-AOfGxsTesL3BaVGiMd2AUepA7AErqFxbpH0DgBB27zklcl_h1o/s640/NV1080GTX-grass.png" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibGPLeFCz4-JfczWwuy-yqV5qlj3dcwnf7AD9KjbtOp3VjhYEkUPiE2oyvTEG5bu4IhJesd4ZpaEGrZpULCOeINCTeHFHgdH5bKebJLkoP3-Uc1ZXy7fPQCV9qXwLm1DeWfrdWYDF2h70/s1600/AMDVega64-grass.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibGPLeFCz4-JfczWwuy-yqV5qlj3dcwnf7AD9KjbtOp3VjhYEkUPiE2oyvTEG5bu4IhJesd4ZpaEGrZpULCOeINCTeHFHgdH5bKebJLkoP3-Uc1ZXy7fPQCV9qXwLm1DeWfrdWYDF2h70/s640/AMDVega64-grass.png" width="640" /></a></div>
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;"><br /></b><br />
<h2 dir="ltr" style="line-height: 1.38; margin-bottom: 6pt; margin-top: 18pt;">
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 21.333333333333332px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Test sources and binaries</span></b></h2>
<b id="docs-internal-guid-7937266b-9bbd-0bf5-8249-ff4f273760b9" style="font-weight: normal;">
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">All tests can be found at https://github.com/hrabcak/draw_call_perf </span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">If anyone wants to contribute their benchmark results, the binaries can be downloaded from here: </span><a href="http://planet.anteworld.com/appdata/Anteworld/outerra_perf_tests.zip" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Download Outerra perf test</span></a></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">There are 3 tests: grass, buildings and cubes. The tests can be launched by running their respective bat files. Each test run lasts around 4-5 seconds, but there are many tested combinations so the total time is up to 15 minutes.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Once each test completes, you will be asked to submit the test results to us. The test results are stored in a CSV file, and include the GPU type, driver version and performance measurements.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We will be updating the graphs to fill the missing pieces.</span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The other two tests will be described in subsequent blog posts.</span></div>
</b><br />
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<a href="https://twitter.com/cameni" target="_blank">@cameni</a></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-65580890441428012782015-05-27T21:58:00.001+02:002020-07-26T18:44:07.251+02:00Evaluation of 30m elevation data in Outerra<div dir="ltr" style="text-align: left;" trbidi="on">
In September 2014 it was announced that the 30m (1") SRTM dataset will be released with <a href="http://www2.jpl.nasa.gov/srtm/" target="_blank">global coverage</a> (previously available only for US region). This was eagerly expected by a lot of people, especially simulator fans, as the 90m data are lacking finer erosion patterns.<br />
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Final release is planned for September 2015, but as of now already <a href="http://www.digital-geography.com/srtm-1-1-arc-second-now-available-large-global-coverage/" target="_blank">a large part of the world is ready</a>, with the exception of Northeast Africa and Southwest Asia. I decided to do some early testing of the data, and here's a comparison video showing the differences. Atmospheric haze was lowered for the video to better show the differences:<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/KLFYVGvPVR4" width="560"></iframe></div>
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Depending on the location, the 30m dataset can be a huge enhancement, adding lots of smaller scale details. <br />
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Note that "30m" actually refers to 38m OT dataset that was created by re-projecting to OT quad-sphere mapping and fractal-resampling from 30m (1") sources, while the original dataset is effectively a 76m one, produced by bilinear resampling (which washes out some details by itself).<br />
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Here are also some animated pics, switching between 38/30m and 76/90m data:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1-wxcYyO0O6oCBDDNomxLCprGSrkv6ol_HiK90Bs2h7S7N2osVz432BcZ61PXVL3zcuWSsf18bKfp09bacZB9I6q6Mn_dob-uLIp9htQqmSUQQ4TUPxOjEL-1Q7MfmpZe5rRldbGlP0U/s1600/compb.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1-wxcYyO0O6oCBDDNomxLCprGSrkv6ol_HiK90Bs2h7S7N2osVz432BcZ61PXVL3zcuWSsf18bKfp09bacZB9I6q6Mn_dob-uLIp9htQqmSUQQ4TUPxOjEL-1Q7MfmpZe5rRldbGlP0U/s640/compb.gif" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpJV1slMUyW3NDforXM9S3vFLStfAAVzRf25lYXQ3tD6-CMBz1AoJO5RZD7MNcGofm_RAbOCHTjlNtujsBPC58barVAmWJbilvrT51dsFVBotrR0Y_BCsjBiCYugkPbsZm7OZGvzTYo4U/s1600/compc.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpJV1slMUyW3NDforXM9S3vFLStfAAVzRf25lYXQ3tD6-CMBz1AoJO5RZD7MNcGofm_RAbOCHTjlNtujsBPC58barVAmWJbilvrT51dsFVBotrR0Y_BCsjBiCYugkPbsZm7OZGvzTYo4U/s640/compc.gif" width="640" /></a></div>
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As it can be seen, details are added both to flat parts and the slopes. Increased detail roughly triples the resulting dataset size, rising from 12.5GB to 39GB, excluding the color data which remain the same.<br />
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However, an interesting thing is that a 76/30 dataset (76m fractal resampling from 30m sources) still looks way better than the original dataset made from the 90m data, while staying roughly the same size. The following animation shows the difference between 76/30 and 38/30 data:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1VJpFLCVbqW2PkxHJl2tDElCTobhhJh1gr0KLGallRT8ekVyj25N08glSnR4NdNze2Ll72kmY5Z3ZVBCKoLsCKt9ddWnTLOBnt_daVhXDTDToC79dcWZAya0IH3MYdLxCQweaR70T0ew/s1600/compe.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1VJpFLCVbqW2PkxHJl2tDElCTobhhJh1gr0KLGallRT8ekVyj25N08glSnR4NdNze2Ll72kmY5Z3ZVBCKoLsCKt9ddWnTLOBnt_daVhXDTDToC79dcWZAya0IH3MYdLxCQweaR70T0ew/s640/compe.gif" width="640" /></a></div>
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The extra detail in 38/30 data visible on OT terrain is actually not fully caused by the differences in detail; it seems that the procedural refinement that continues producing more detail is overreacting and producing a lot of small dips, as can be seen on the snow pattern.<br />
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<h3 style="text-align: left;">
Quality of the data</h3>
The problem seems to be that the 30m SRTM data are still noticeably filtered and smoothed. When the resampled 38m grid is overlaid on some known mountain crests, it's obvious that it's way more smooth than the real ones. This has some negative consequences when the data are further refined procedurally, and the elevations coming from real data are already missing a part of the spectrum because of the filtering.<br />
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The effective resolution seems to be actually closer to 90m, but it's still way better than the 90m source data, which were produced via a 3x3 averaging filter - that means even worse loss of detail.<br />
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30m sources can definitely serve to make a better 76m OT base world dataset, but I'm not certain if the increased detail alone justifies the threefold increase in size, compared to the 76/30 compilation (not to the original 76/90 one).<br />
There are still things that can be done with the 30m data though. For example, attempt to reconstruct the lost detail by applying a crest sharpening filter on the source data. We can also use even more detailed elevation data as inputs to the dataset compiler where possible, while keeping the output resolution at 38 meters.<br />
<br />
<h4 style="text-align: left;">
Issues</h4>
Apart from the filtering problem there are some other issues that show up in the new data, some of which are present in the old dataset as well but grew worse with the increase of detail.<br />
<br />
First issue are various holes and false values that existed in the acquired radar data because of some regions being under heavy clouds during all the passes of the SRTM mission. While the 90m data were mostly fixed in many of these cases (except for some patterns in mountainous regions), new 30m sources are still containing many of them. It might be useful to create an in-game page to report these bugs by the users, crowd-sourcing it.<br />
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Another issue is that dense urban areas with tall or large buildings have them baked into elevations. It was also present in 90m data, but here it is more visible. For example, this is the Vehicle Assembly Building in Launch Complex 39:<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoscMoTQ2xKOti8PVKFgX6XPXceT7Vuf2FWi8sm1sczO8AV382I8cswACLTPPNxiZ7_LogDVrWkAQ3QU_2tiLcyivtU9f3sWKa8mTgvvjbNmeIdQlxNv4oPsoeBAug-zQsEXJW28aO2oI/s1600/screen_1432752852.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoscMoTQ2xKOti8PVKFgX6XPXceT7Vuf2FWi8sm1sczO8AV382I8cswACLTPPNxiZ7_LogDVrWkAQ3QU_2tiLcyivtU9f3sWKa8mTgvvjbNmeIdQlxNv4oPsoeBAug-zQsEXJW28aO2oI/s320/screen_1432752852.jpg" width="320" /></a></div>
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The plan is to filter these out using urban area masks, which will be useful also to level the terrain in cities. One potential problem with that is that the urban mask data are available only in considerably coarser resolution than the elevation data, which may cause some unwanted effects.<br />
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<br />
<h4 style="text-align: left;">
Bathymetric data</h4>
<br />
Together with higher resolution land data we also went to use enhanced precision ocean depth data, released recently in <a href="http://topex.ucsd.edu/WWW_html/srtm30_plus.html" target="_blank">500m resolution</a>. Previously used dataset had resolution of 1km, which was insufficient especially in coastal areas.<br />
<br />
Unfortunately, the effective resolution of these data is still 1km or worse in most places, and the way the data were upscaled introduces nasty artifacts, since OT now takes these data as mandatory and cannot refine them using fractal (much more natural-looking) algorithms. The result is actually much worse than the original 1km sources (Hawaiian island):<br />
<br />
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" 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Just as with the land data, any artificial resampling is making things worse. Fortunately, for important coastal areas there are plenty of other sources with much finer resolution, that we can combine with the global 1km bathymetric data. This is how the preliminary test of these sources looks like (ignore the land fills in bays):<br />
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" 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Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-7622580288043897382014-12-07T18:39:00.001+01:002014-12-08T07:58:01.381+01:00TitanIM, an Outerra-based military simulation platform<div dir="ltr" style="text-align: left;" trbidi="on">
Revealed at the world's largest modeling, simulation and training conference oriented at military use, <a href="http://www.iitsec.org/" target="_blank">I/ITSEC</a> (Orlando 1-5.Dec 2014), <a href="http://titan.im/" target="_blank">TitanIM</a> is a new simulation platform built on top of the Outerra engine, utilizing its ability to render the whole planet with the full range of detail levels from space down to the blades of grass.<br />
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Military simulation was always one of the best fitting areas for the use of the engine. Unlike most other procedural engines, Outerra focuses on using real world data, enhancing it by seamless procedural refinement, which allows it to render accurate geography with first-person level ground details that does not need an extraordinary amount of streamed data to achieve geo-typical terrain. Supported scale range allows it to combine all types of simulation environments into a single world and eventually into a single battlefield, which is something that's highly desired in this field.<br />
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Over the years we have been in contact with several companies in the military simulation business, which were interested in using the technology. As probably many people know, Bohemia Interactive Simulations (BIS), makers of VBS, is a major player in the "serious games" field. What is probably less known is that the company was originally founded as Bohemia Interactive Australia by <a href="https://au.linkedin.com/pub/david-lagettie/26/a84/b55" target="_blank">David Lagettie</a>, an Australian who saw the potential in Operation Flashpoint game, and went to use it for military simulation and training software, which soon saw a widespread adoption.<br />
<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiwDZlwzMeNjbF8PwqAW5bAQKQ1uJ2qUb8ewJuqJd9RUb_TVKiTJYNScuj_VBXiQzmIBBMWwtKfYB4HdM9apoTedkt2bWBS5Jjd5NiAVtikb-nkG9x5cz9B_gtS9LNSRNb47CksZqDaPk/s1600/vss.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiwDZlwzMeNjbF8PwqAW5bAQKQ1uJ2qUb8ewJuqJd9RUb_TVKiTJYNScuj_VBXiQzmIBBMWwtKfYB4HdM9apoTedkt2bWBS5Jjd5NiAVtikb-nkG9x5cz9B_gtS9LNSRNb47CksZqDaPk/s1600/vss.jpg" height="101" width="200" /></a>Later, around the time BIA was relocated to Prague, he left and founded Virtual Simulation Systems (VSS), a company developing all kinds of simulation hardware used in weapon and vehicle/aircraft simulators. Several of these were actually used at the ITSEC demo, shown on the screens below.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<h3 style="text-align: left;">
A new era: TitanIM/Outerra </h3>
<br />
TitanIM is a company founded by David Lagettie to develop a simulation platform based on the Outerra engine, in close cooperation with us. Right now Outerra engine isn't generally available, still being in the development phase, and so any early projects have to be developed with our direct participation. We have worked with TitanIM for some time already, providing specialized API and the functionality they require for specific tasks of that domain. This effort culminated at this year's I/ITSEC conference where TitanIM was officially revealed, although several projects committed to using Titan platform even before the official launch.<br />
<br />
Here's a quickly made video showing some (not all) simulators shown at the I/ITSEC:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/WRL_M-VA1Lw" width="560"></iframe>
</div>
<br />
<br />
Titan booth was shared with two well-known companies that are already using Titan for their hardware simulators: <a href="http://www.lasershot.com/" target="_blank">Laser Shot</a> and <a href="http://www.intelligent.net/" target="_blank">Intelligent Decisions</a> (ID), showing diversity of applications even in this early phase.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM435tKpjKUxCRGqgXHvYD7kle_QPIAPDh3rThrnJYjPBOaCDDduWoYmd5NNaHYwFO1uBSXrj7p2lZezzK1G31fOzvUStA9zke15iCir6rMRT0Q4y9uiQzAupFN1Pw8Q8biJvhH9NAyOo/s1600/booth.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM435tKpjKUxCRGqgXHvYD7kle_QPIAPDh3rThrnJYjPBOaCDDduWoYmd5NNaHYwFO1uBSXrj7p2lZezzK1G31fOzvUStA9zke15iCir6rMRT0Q4y9uiQzAupFN1Pw8Q8biJvhH9NAyOo/s1600/booth.jpg" height="272" width="400" /></a></div>
<br />
A couple of photos of the simulators demoed:<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8IKvqfUTiOyYS6RMJSCH0ELRMNJHBvbD2OfswG72Pax8wEK2R01Bi3-8OXb7IU1pALoodHZfeVDPsq3ElaaI7eTZAyP6IWTaoUruVqicr63Vykx0FlFesUIOi4n1R-mO_4lSiA3ErjzA/s1600/uh60-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8IKvqfUTiOyYS6RMJSCH0ELRMNJHBvbD2OfswG72Pax8wEK2R01Bi3-8OXb7IU1pALoodHZfeVDPsq3ElaaI7eTZAyP6IWTaoUruVqicr63Vykx0FlFesUIOi4n1R-mO_4lSiA3ErjzA/s1600/uh60-1.jpg" height="292" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Complete Aircrew Training System (CATS) with UH-60 Helicopter simulator</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-AM-zVLAJhzunSN1h2Nuuw5PrcbjWJdDg7LUq0Fu0lNLhX_ZekJXWMlBuJPJrISe9Pyahx6zYIpZ6LRfCJlabAHk8P_p7TDRtWsI8-GQGrZpBjj-p4aYnWBCMcfcyh7_EgIdx_3mcaxo/s1600/uh60-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-AM-zVLAJhzunSN1h2Nuuw5PrcbjWJdDg7LUq0Fu0lNLhX_ZekJXWMlBuJPJrISe9Pyahx6zYIpZ6LRfCJlabAHk8P_p7TDRtWsI8-GQGrZpBjj-p4aYnWBCMcfcyh7_EgIdx_3mcaxo/s1600/uh60-2.jpg" height="225" width="400" /></a></div>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6jaVDyl7enxCJgP467BptdrMu-_OybEQAsqxk2hH-7DelYe8QRQLKoDbsK1zC33ynNv8iHbnZuLzMl9PzgFs4nmYCcQZ8mnLYe0Vjd3pwgp8kz6NMQFhYB7-wGJsRAAaqAjWszI9tY0/s1600/platform.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx6jaVDyl7enxCJgP467BptdrMu-_OybEQAsqxk2hH-7DelYe8QRQLKoDbsK1zC33ynNv8iHbnZuLzMl9PzgFs4nmYCcQZ8mnLYe0Vjd3pwgp8kz6NMQFhYB7-wGJsRAAaqAjWszI9tY0/s1600/platform.jpg" height="278" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Boat platform, taking data from Outerra vehicle simulation and driving the platform servos.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-eUayg1-fd29cMz0X2ufb-ZQjvTILHNEoAyDvFd2POgH2JTDQaf_Y4YaDKdd20v8aMTcwsAnIcZIgWpVy049Le_RBF-oYKRIjfFkpc8w7IyYoQwDA-IXY8BE5L0QDefiAqY2bm72BChQ/s1600/f18.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-eUayg1-fd29cMz0X2ufb-ZQjvTILHNEoAyDvFd2POgH2JTDQaf_Y4YaDKdd20v8aMTcwsAnIcZIgWpVy049Le_RBF-oYKRIjfFkpc8w7IyYoQwDA-IXY8BE5L0QDefiAqY2bm72BChQ/s1600/f18.jpg" height="282" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Phil inside the F18 simulator using Oculus DK2, with accurate cockpit construction matching the rendered 3D model.</td></tr>
</tbody></table>
<br />
Overall it was a great success, with the whole Titan team working hard to get everything connected and working. These guys are seriously dedicated and insanely hard working; <a href="https://www.linkedin.com/pub/phil-gilson/29/7b1/a60" target="_blank">Phil</a> (TitanIM co-founder and COO) had to be forcibly sent to get a bit of sleep after running for 3 days without rest, with other guys usually getting only short naps a day too.<br />
<br />
We also decided to grant the exclusive license to Outerra engine
to TitanIM for military use (direct or indirect use by the military), to
secure its position, since we are already participating on it quite
closely. This probably won't be good news for some other interested
parties, but as many people are <a href="http://www.reddit.com/r/arma/comments/2o7j00/possibility_of_competition_for_arma_engine/" target="_blank">pointing out</a>, competition can only be good in this field. With Outerra engine powering TitanIM, a global integrated simulation platform is possible for the first time, connecting all simulation areas - space, air, ground and water, into a single limitless world.<br />
<br />
What does this mean for Outerra: apart from gaining an experienced partner handling simulation aspects that we could not cover by ourselves, lots of the stuff done for Titan will also get back to the Outerra engine and our games and simulators. We are also getting access to other connected companies, especially the hardware makers, making the engine more robust and universal in the process. It also allowed us to grow, to hire more people into our office in Bratislava, and the results will be showing up soon. </div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-4623552833004681572014-05-11T12:28:00.000+02:002017-06-13T16:09:47.518+02:00Double precision approximations for map projections in OpenGL<div dir="ltr" style="text-align: left;" trbidi="on">
Written mainly for my own reference, but it's also possible that someone else finds it useful as well.<br />
<br />
The problem: OpenGL specification/extension <a href="http://www.opengl.org/registry/specs/ARB/gpu_shader_fp64.txt" target="_blank">ARB_gpu_shader_fp64</a> that brings support for double precision operations on the GPU specifically states that double-precision versions of angle, trigonometry, and exponential
functions are not supported. All we get are the basic add/mul operations and sqrt.<br />
<br />
In rendering planetary-scaled geometry you'll often hit numerical precision issues, and it's a good idea to avoid using 64-bit floats altogether because they come at a price. Performance hit is usually even larger than it could be, as some vendors intentionally cripple the double precision operations, to make a greater gap between their consumer and professional GPU lines.<br />
<br />
In some cases it's not worth going into the trouble of trying to solve both the performance and precision problems at once, for example in tools that process real world data or project maps. These usually need trigonometric functions when converting between different map projection types, and a higher precision than 32 bit floats can give.<br />
Unless one can/want to use OpenCL interoperation, here are some tricks how to reduce some of the used equations to just the basic supported double-precision operations.<br />
<br />
<h2 style="text-align: left;">
fp64 atan2 approximation</h2>
<br />
In our case we needed to implement the <a href="http://en.wikipedia.org/wiki/Equirectangular_projection" target="_blank">geographic</a> and <a href="http://en.wikipedia.org/wiki/Mercator_projection" target="_blank">Mercator</a> projections. For both we need atan (or better atan2) function, which we'll get through a polynomial approximation.<br />
<br />
<a href="http://lolengine.net/blog/2011/12/21/better-function-approximations" target="_blank">Article on Lol Engine blog</a> colorfully talks about why it's not a good idea to use Taylor series for approximating functions over an interval, and compares it with Ramez/minimax method. What's nice is that the good folks also released a tool for computing the minimax approximations, called <a href="http://lolengine.net/wiki/doc/maths/remez" target="_blank">remez exchange toolbox</a>. Using this tool we can get a good atan approximation with custom adjustable polynomial degree / maximum error. <br />
<br />
Here's the source code for the atan2 approximation with error less than 5 ⋅ 10<sup>-9</sup>, computed using the <a href="http://lolengine.net/wiki/oss/lolremez" target="_blank">lolremez</a> tool. Angular error of 5 ⋅ 10<sup>-9</sup> translates to ~ 3cm error on Earth surface, which is very good for our purposes.<br />
<br />
<pre class="brush:glsl" height="100">// atan2 approximation for doubles for GLSL
// using http://lolengine.net/wiki/doc/maths/remez
double atan2(double y, double x)
{
const double atan_tbl[] = {
-3.333333333333333333333333333303396520128e-1LF,
1.999999117496509842004185053319506031014e-1LF,
-1.428514132711481940637283859690014415584e-1LF,
1.110012236849539584126568416131750076191e-1LF,
-8.993611617787817334566922323958104463948e-2LF,
7.212338962134411520637759523226823838487e-2LF,
-5.205055255952184339031830383744136009889e-2LF,
2.938542391751121307313459297120064977888e-2LF,
-1.079891788348568421355096111489189625479e-2LF,
1.858552116405489677124095112269935093498e-3LF
};
/* argument reduction:
arctan (-x) = -arctan(x);
arctan (1/x) = 1/2 * pi - arctan (x), when x > 0
*/
double ax = abs(x);
double ay = abs(y);
double t0 = max(ax, ay);
double t1 = min(ax, ay);
double a = 1 / t0;
a *= t1;
double s = a * a;
double p = atan_tbl[9];
p = fma( fma( fma( fma( fma( fma( fma( fma( fma( fma(p, s,
atan_tbl[8]), s,
atan_tbl[7]), s,
atan_tbl[6]), s,
atan_tbl[5]), s,
atan_tbl[4]), s,
atan_tbl[3]), s,
atan_tbl[2]), s,
atan_tbl[1]), s,
atan_tbl[0]), s*a, a);
double r = ay > ax ? (1.57079632679489661923LF - p) : p;
r = x < 0 ? 3.14159265358979323846LF - r : r;
r = y < 0 ? -r : r;
return r;
}
</pre>
<br />
<br />
<h2 style="text-align: left;">
Mercator projection</h2>
While the geographic projection can do with the above atan2 function to compute the longitude and latitude, <a href="http://en.wikipedia.org/wiki/Mercator_projection" target="_blank">Mercator</a> uses a different mapping for the y-axis, to preserve the shapes:<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj80K7pyjD0r20LipGZbYlmK5xuySEtmSynpeUixQK3CEtiQpyVCOsJg_i_Wg5BQTjR3X-Ljrn187WRE-OkDVNgc856m9CKhrDp-fe04hosevzp44XsClYRKfEGiCwKi1pNZo18ztCAuIg/s1600/1.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj80K7pyjD0r20LipGZbYlmK5xuySEtmSynpeUixQK3CEtiQpyVCOsJg_i_Wg5BQTjR3X-Ljrn187WRE-OkDVNgc856m9CKhrDp-fe04hosevzp44XsClYRKfEGiCwKi1pNZo18ztCAuIg/s1600/1.gif" /></a></div>
<br />
Where φ is the latitude angle. Bad luck, neither <i>ln</i> nor <i>tan</i> functions are available with double arguments. Logarithm approximation doesn't give a good precision with reasonable polynomial degree, but it turns out we actually do not need to approximate neither <i>ln</i> nor <i>tan</i> function.<br />
<br />
It follows that: <br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgHz3rLElLT0cR9pFDjCNmOj08IalAFTCQXWBW7ChmWrNM7ck20_k8bjIMgHYtUPLEseQzhRKzacRcmqzi-s37_ZbXApYxn12GpO0ShGrgh0kVvgzgTGsWQk52FBp_7tuvrzcsPJzTXis/s1600/2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgHz3rLElLT0cR9pFDjCNmOj08IalAFTCQXWBW7ChmWrNM7ck20_k8bjIMgHYtUPLEseQzhRKzacRcmqzi-s37_ZbXApYxn12GpO0ShGrgh0kVvgzgTGsWQk52FBp_7tuvrzcsPJzTXis/s1600/2.gif" /></a></div>
<br />
Given that, going from 3D coordinates, we can get the value of tan φ simply from the 3D coordinates (assuming <a href="http://en.wikipedia.org/wiki/ECEF" target="_blank">ECEF</a> coordinate system):<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPautG89GIRluuNU0TRIFbj4GUQvMmh8Puz-0aET9xl5QP2dLyBvGyJ5US4e_FtjpK_AlgmfsCdY21iXZjss3DY3J1hMmS4P2Pgi2dXMwcYsaBe-XJRT-VWeQujtp_0FG-bFuIepugwu4/s1600/3.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPautG89GIRluuNU0TRIFbj4GUQvMmh8Puz-0aET9xl5QP2dLyBvGyJ5US4e_FtjpK_AlgmfsCdY21iXZjss3DY3J1hMmS4P2Pgi2dXMwcYsaBe-XJRT-VWeQujtp_0FG-bFuIepugwu4/s1600/3.gif" /></a></div>
<br />
<br />
Meaning that the inner logarithm expression now consists solely of operations that are supported by the ARB_gpu_shader_fp64 extension.<br />
<br />
Finally, we can get rid of the logarithm itself by utilizing the identity:<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYn3z2KwlwJmrK9phGugfnEwCKvNkAygbQNFXdYNWH3kpx4vt8_102OaDwbmXyAunpozBqsRnCw7NdItU2RtAihmXuE6Z4-KJwXIhmXvDP4DagczPgN2RxPX6cU4f4YkvqYU3HHHovC8o/s1600/4.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYn3z2KwlwJmrK9phGugfnEwCKvNkAygbQNFXdYNWH3kpx4vt8_102OaDwbmXyAunpozBqsRnCw7NdItU2RtAihmXuE6Z4-KJwXIhmXvDP4DagczPgN2RxPX6cU4f4YkvqYU3HHHovC8o/s1600/4.gif" /></a></div>
<br />
and using the single-precision logarithm function to compute a delta value from some reference angle computed on the CPU. Typically that means computing sqrt(k^2+1) + |k| for the screen coordinate center, and using the computed logarithm difference directly as the projected screen y coordinate.<br />
<br />
Since the resulting value of a/b is very close to 1 in cases when we need extra double precision (zoomed in), we can even use the crudest <i>ln</i> approximation around 1: ln(x) ≅2*x/(2+x) with double arithmetic.<br />
<br />
<a href="https://twitter.com/cameni" style="font-family: "Trebuchet MS",sans-serif;" target="_blank"><span style="color: #3d85c6; font-family: "trebuchet ms" , sans-serif;">@cameni</span></a>
</div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-84128796435857810852014-02-09T17:11:00.000+01:002014-02-09T17:11:26.412+01:002013 Retrospective, 2014 Look Ahead<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="text-align: left;">
<br /></div>
<span style="font-family: inherit;">A brief list of main features that were released in Outerra Anteworld sandbox in the past year:</span><br />
<ul style="text-align: left;">
<li><span style="font-family: inherit;">enhanced terrain texturing, terrain normal maps</span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=Xw0LuP5l0Js" target="_blank">dynamic and adjustable time flow</a></span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=gUl15PXPc8M" target="_blank">random rocks</a></span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=lRpkj4HXF40" target="_blank">realtime terrain deformation - craters</a></span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=jVoNMhH_j3Y" target="_blank">MiG 29</a></span></li>
<li><span style="font-family: inherit;">support for <a class="bbc_link" href="http://www.youtube.com/watch?v=2LPPdV2Md1c" target="_blank">Oculus Rift</a>, stereoscopic rendering modes</span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=dJFJiGZo6uw" target="_blank">FreeTrack</a> support, can be optionally combined with Rift, 3rd party TrackIR plugin support</span></li>
<li><span style="font-family: inherit;"><a href="http://www.youtube.com/watch?v=OxVUC65uBmw" target="_blank">watercraft</a> support, amphibious vehicles support</span></li>
<li><span style="font-family: inherit;">FBX importer, export of models in self-installing OTX format</span></li>
<li><span style="font-family: inherit;">first level biome support: <a href="http://www.youtube.com/watch?v=OJUPdABgsrA" target="_blank">biome colors and vegetation density</a> </span></li>
<li><span style="font-family: inherit;">built-in Y4M/WebM video capture</span></li>
<li><span style="font-family: inherit;">initial support for Intel 4000+ Graphics (Ivy Bridge and newer, in close cooperation with Intel OpenGL team) </span></li>
</ul>
<span style="font-family: inherit;">There's been lots more stuff being worked on that hasn't yet surfaced in the public version, and of course an enormous amount of bug fixes and things needed for the not yet released features.</span><br />
<br />
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit;">
<b><span style="font-size: large;">What's been happening behind the scenes </span></b></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Outerra engine is in its current state already used in several special simulation projects, and thus a lot of coding went into the support, custom features and the API for use by these projects. We can't disclose many details until these projects are officially revealed, but here's something that we can show: a video showing OT in one such project, where it is used </span><span style="font-family: inherit;"><span style="font-family: inherit;">(apart from other things) </span>to render a full 360° dome using 2x8 FullHD projectors:</span><br />
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: center;">
<span style="font-family: inherit;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/G7-_wZQ_s-4/0.jpg" height="266" width="320"><param name="movie" value="https://www.youtube.com/v/G7-_wZQ_s-4?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://www.youtube.com/v/G7-_wZQ_s-4?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">The whole setup used several computers linked together in a LAN, three of which were used to render the dome - two of them driving 2x3 projectors (5760x2160 screen on R7970) , and one the remaining 2x2. Several additional networked computers were used for other displays used within the simulator, including a smaller dome in front of aircraft cockpit.</span><br />
<div style="text-align: center;">
<span style="font-family: inherit;"><br /></span></div>
<table style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr><td><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkCHTaj5jtBGWr0nHpu7i8DjCSkbw3cspFGUPlymK6JR9HRT2u7xgzqxjWo-dZ4TjFyHnECJEigGXYl1prWNsTjJZkFnEsdBvuLxw8AyvTc5v6CjwHEYasP0z4bCmyWMlfPxYRFKQzxj8/s1600/ir1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkCHTaj5jtBGWr0nHpu7i8DjCSkbw3cspFGUPlymK6JR9HRT2u7xgzqxjWo-dZ4TjFyHnECJEigGXYl1prWNsTjJZkFnEsdBvuLxw8AyvTc5v6CjwHEYasP0z4bCmyWMlfPxYRFKQzxj8/s1600/ir1.jpg" height="112" width="200" /></a></span></td>
<td><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx3FNP-az_dJ3YuR7mBiT4o4uAHYaIp_h45JJRyzYid1hOn8HXaYiAsd9tBkmB4v6tDHeZoZasAVOEvN9wqJ4btoYXrWit-7hwpudbWpSxHR6UfhJZrqgr7hGN4OmfzCSMq8jXwNc6Q8s/s1600/nvg1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx3FNP-az_dJ3YuR7mBiT4o4uAHYaIp_h45JJRyzYid1hOn8HXaYiAsd9tBkmB4v6tDHeZoZasAVOEvN9wqJ4btoYXrWit-7hwpudbWpSxHR6UfhJZrqgr7hGN4OmfzCSMq8jXwNc6Q8s/s1600/nvg1.jpg" height="112" width="200" /></a></span></td></tr>
<tr></tr>
</tbody></table>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">There's of course a lot more stuff being developed for this side, and most of it will also ultimately get into the public Outerra version.</span><br />
<br />
<span style="font-family: inherit;"><span style="color: #3d85c6;"><br /></span></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit;"><span style="color: #3d85c6;"><span style="font-size: large;">
<span style="color: #444444; font-size: x-large;"><b>Upcoming updates</b></span></span></span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Several features are in various stages of completion and going to be released progressively in public builds of the Outerra Tech Demo.</span><br />
<span style="font-size: large;"><span style="font-family: inherit;"><br /></span></span></div>
<div style="text-align: left;">
<span style="font-size: large;"><span style="font-family: inherit;">
<b>Material rendering enhancements, environment reflections</b></span></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Material rendering in Outerra has been further enhanced, adding environment reflections and completing the physically based lighting implementation. At the moment it works only on objects; terrain needs some extra work to be able to use it.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Material news/fixes:</span><br />
<ul>
<li><span style="font-family: inherit;">Blinn-Phong BRDF model with Schlick fresnel approximation</span></li>
<li><span style="font-family: inherit;">prefiltered cubemap for environment reflection</span></li>
<li><span style="font-family: inherit;">irradiance map computed from environment used for ambient light (needs a few improvements)</span></li>
<li><span style="font-family: inherit;">fixed environment reflection and ambient intensity for objects (terrain needs more work)</span></li>
<li><span style="font-family: inherit;">fixed transparency shader (TODO alpha masked geometry)</span></li>
<li><span style="font-family: inherit;">fixed metallic materials</span></li>
<li><span style="font-family: inherit;">a few performance optimizations </span></li>
</ul>
<table><tbody>
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO9xtTSbFMGKkYvPGkKbhBnngMvpdMNcA65CbxQC6Qxb8r4yGY2mwjwRP-aqrohtnLxdaejC91IsLkJSsFPmCJmsQeI1hY3twKFnWUteq20AGcXyK4xaA66BWV7zif3vl8MKwzTYCYF4o/s1600/lighting1.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO9xtTSbFMGKkYvPGkKbhBnngMvpdMNcA65CbxQC6Qxb8r4yGY2mwjwRP-aqrohtnLxdaejC91IsLkJSsFPmCJmsQeI1hY3twKFnWUteq20AGcXyK4xaA66BWV7zif3vl8MKwzTYCYF4o/s1600/lighting1.jpg" height="180" width="320" /></a></span></div>
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGT7gY1XF5pWsTpGF900cyFxTaufHykTmbSCEXbR1-b2N3omwik_dNJzMD6_KIiUZLc6Ex8EHjelAJAulyCawPLIUT2jVee2GiA_DPsHjrgex6M3kxJE5r_Geq26CJ6wFxB6VnWFiba7w/s1600/lighting2.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGT7gY1XF5pWsTpGF900cyFxTaufHykTmbSCEXbR1-b2N3omwik_dNJzMD6_KIiUZLc6Ex8EHjelAJAulyCawPLIUT2jVee2GiA_DPsHjrgex6M3kxJE5r_Geq26CJ6wFxB6VnWFiba7w/s1600/lighting2.jpg" height="180" width="320" /></a></span></div>
</td>
<td><div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAkbhXs5mkyG15zoxCTqeJutQ3mnUu_HIqVlaOINg_Np91GbT4vvVH0QiTFuwZGGjgCvfmirQCTCfUJqU7EQkAqb95bCE-uTj_HFlJ2KzxPs2_wWphM54le7pLMmaOh0lPwOt54kdB3U4/s1600/lighting3.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAkbhXs5mkyG15zoxCTqeJutQ3mnUu_HIqVlaOINg_Np91GbT4vvVH0QiTFuwZGGjgCvfmirQCTCfUJqU7EQkAqb95bCE-uTj_HFlJ2KzxPs2_wWphM54le7pLMmaOh0lPwOt54kdB3U4/s1600/lighting3.jpg" height="180" width="320" /></a></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Another important feature in the works is an in-game material editor, that will allow tuning the materials without having to edit the material file outside and restart.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-size: large;"><span style="font-family: inherit;"><br /></span></span>
<br />
<div style="text-align: left;">
<span style="font-size: large;"><span style="font-family: inherit;">
<b>Water rendering enhancements, foam</b></span></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Ocean rendering is still a weak part in OT, with several updates and TODO's on the way. This time the sun and sky reflections were enhanced, as well as adding a basic foam after the boats.</span><br />
<span style="font-family: inherit;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><iframe allowfullscreen="" frameborder="0" height="360" src="//www.youtube.com/embed/TiGW8MUtqmk?rel=0" width="640"></iframe></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Obviously missing are the wake effects, reflections of boats and terrain in the water. The water is also quite patterned, as it's currently made just of several waves summed together.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">The boats feel lighter than they are because the models currently use just 2 sampling points that compute the hydro forces, so any wave bump that happens to act directly on the sampling point behaves as if it was much larger and acting on half of the boat.</span><br />
<br />
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit;">
<b><span style="font-size: large;">Characters, animations</span></b></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">True FPS/TPS modes are finally coming in the next update, replacing the existing "stick to terrain" free-camera mode. We are using animations from a commercial package so not everything fits
as it should yet, it's more a proof of the concept for us to test the whole animation
system and the FPS/TPS mode. </span><br />
<span style="font-family: inherit;">Features/issues:</span></div>
<div>
<ul>
<li><span style="font-family: inherit;">dual-quaternion skinning, it preserves mesh volume in deformation (TODO linear skinning)</span></li>
<li><span style="font-family: inherit;">animation system is using a simple blending; sometimes a leg or arms are not properly synchronized and this part needs some additional work</span></li>
<li><span style="font-family: inherit;">current mercenary model has 81 bones, including the face bones.</span></li>
</ul>
</div>
<span style="font-family: inherit;">A short video showing it in action:</span>
<br />
<span style="font-family: inherit;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><iframe allowfullscreen="" frameborder="0" height="360" src="//www.youtube.com/embed/rD-G6udovA8?rel=0" width="640"></iframe></span></div>
<span style="font-family: inherit; font-size: small;"><br /></span>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<span style="font-family: inherit; font-size: small;">With the new characters and object rendering changes we also did a bit of profiling and improving the performance of rendering for larger numbers of objects.</span><br />
<br />
<span style="font-family: inherit; font-size: small;">This includes:</span></div>
<ul><span style="font-size: small;">
</span>
<li><span style="font-family: inherit; font-size: small;">improved draw call performance</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: inherit; font-size: small;">a few CPU side optimizations to free the CPU but it still needs a bunch more, because it's not as efficient as we'd like (especially on older CPUs)</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: inherit; font-size: small;">utilized instanced draw calls; if the same object is used multiple times it's hyper fast, although the triangle count is still the limiting factor, the rendering won't be stalled by the draw call overhead (which still exists even in OpenGL and especially on AMD hardware)</span></li>
<span style="font-size: small;">
</span>
<li><span style="font-family: inherit;"><span style="font-size: small;">improved shadowmap performance (especially for NV hardware), shadow culling algorithm needs additional work, current implementation is rather naive and sometimes buggy, but it's the first required step to get the terrain self-shadowing to work </span></span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq3zxRXogQMq8UUNhtMQ_z-SxCwoiV6lJQUwuMdz_SwpM-3Vvq_VymHDaDVCfRs5lsrrTW5cXxnDFMEaG_H5T4cWxXitjuOV5AwGy_nZmkcQa3x5mxUCEulPr8CHPGkrcA1Uv5ziJpxTo/s1600/pipeline.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq3zxRXogQMq8UUNhtMQ_z-SxCwoiV6lJQUwuMdz_SwpM-3Vvq_VymHDaDVCfRs5lsrrTW5cXxnDFMEaG_H5T4cWxXitjuOV5AwGy_nZmkcQa3x5mxUCEulPr8CHPGkrcA1Uv5ziJpxTo/s1600/pipeline.jpg" height="180" width="320" /></a></div>
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit;">
<b><span style="font-size: large;">Clouds</span></b></span></div>
<br />
<span style="font-family: inherit;">You may have seen <a href="http://forum.outerra.com/index.php?topic=2148.0" target="_blank">early development images from the clouds implementation</a> on the forums already:</span><br />
<span style="font-family: inherit;"><br /></span>
<br />
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhReM9fGtUAwCSCBBY1_dBAiCo8TATQxHcAU5KNGwwQxaVv2lGiRTxxNOUPvRQsu1LZhGl8M_wfWxa4ku6bvHDuUYm338-1L2dw8cr3OU6jqvBgjNfjJihBJDIseJpwoIYMKO6QI1V10Jg/s1600/clouds1.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhReM9fGtUAwCSCBBY1_dBAiCo8TATQxHcAU5KNGwwQxaVv2lGiRTxxNOUPvRQsu1LZhGl8M_wfWxa4ku6bvHDuUYm338-1L2dw8cr3OU6jqvBgjNfjJihBJDIseJpwoIYMKO6QI1V10Jg/s1600/clouds1.jpg" height="180" width="320" /></a></span></div>
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYcl9_XAzb5nFmIVzrS1v8AC0aHflENIVTrGe2J9LMjuhPe7UAbxcrtTDGBr_qmtmJvwwlHkm8coi50YVuyCO1NsdU8SFvzGUuPIWvyToCJKCq5yodCkprlhPtDfkrnzLEoVsAyjOJ2Gc/s1600/clouds2.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYcl9_XAzb5nFmIVzrS1v8AC0aHflENIVTrGe2J9LMjuhPe7UAbxcrtTDGBr_qmtmJvwwlHkm8coi50YVuyCO1NsdU8SFvzGUuPIWvyToCJKCq5yodCkprlhPtDfkrnzLEoVsAyjOJ2Gc/s1600/clouds2.jpg" height="180" width="320" /></a></span></div>
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTsD8-tPQn96zmo_kZA3NMfUsNKG_3EgFhzGyrvLfNDHFpx74CJuXMpdrICIALBUhX4y32WmOUe9gwI2hdFQbMhPkxSBdQlxiGHBf4DW4Z1wmNCN6-XG-2o6tW5r3nrSiEfzSvYwXBZIE/s1600/clouds4.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTsD8-tPQn96zmo_kZA3NMfUsNKG_3EgFhzGyrvLfNDHFpx74CJuXMpdrICIALBUhX4y32WmOUe9gwI2hdFQbMhPkxSBdQlxiGHBf4DW4Z1wmNCN6-XG-2o6tW5r3nrSiEfzSvYwXBZIE/s1600/clouds4.jpg" height="180" width="320" /></a></span></div>
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</tbody></table>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Some info about the implementation:</span><br />
<ul class="bbc_list">
<li type="disc"><span style="font-family: inherit;"> clouds are volumetric, generated from noise with a variable threshold that allows to alter % of cloud cover</span></li>
<li type="disc"><span style="font-family: inherit;">
the screens above are showing just the volumes, without a finer cloud
mask applied that will provide additional detail especially up close</span></li>
<li type="disc"><span style="font-family: inherit;"> it's designed so that there can be a rougher global cloud map used in the future, defining the local cloud density</span></li>
<li type="disc"><span style="font-family: inherit;"> currently uses just a single layer of clouds, but can use multiple ones</span></li>
<li type="disc"><span style="font-family: inherit;"> the cloud rendering back-end is suitable also for things like contrails and rocket trails </span></li>
</ul>
<span style="font-family: inherit;">Clouds will become available in the demo once we resolve some major issues in the current implementation. For example, they do not yet work globally, if you zoom out farther they vanish and also lose quality and pixelate too visibly. Lighting inside the cloud isn't right yet, and there are also some rendering artifacts. </span><br />
<br />
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit; font-size: large;"><b>OSM roads, buildings</b></span></div>
<div style="text-align: left;">
<br />
<span style="font-family: inherit;">Many
people aren't content with the pristine unspoiled world, and are asking
about getting all the civilization stuff in. Since OT can overlay
vector data over the procedurally generated terrain, and the existing
road engine generates the roads from vector data, import of an existing
vector database of roads and other data will be possible as well.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><a href="http://www.openstreetmap.org/" target="_blank">OpenStreetMap</a>
is one of the possible sources for the road data and much more -
rivers, fields, artificial forests and parks, building footprints etc.
The roads and rivers will be the first to import, after the engine
exposes interfaces for import plugins, allowing programmatical creation
of OT roads and other entities. Import process will produce binary files
usable directly by the terrain generator. The format is probably not
going to be published - it's likely to change as the engine evolves, and
for example right now the data even cannot be generated without knowing some
of the data from the internal engine structures representing the terrain.</span><br />
<br />
<span style="font-family: inherit;">Some of the internal features being developed to handle the needs in this area:</span><br />
<ul style="text-align: left;">
<li><span style="font-family: inherit;">extended road system capabilities - separate properties for the left/right side, configurable road profiles, markings</span></li>
<li><span style="font-family: inherit;">seamless road joins, splits (the existing data format puts some limitations on it)</span></li>
<li><span style="font-family: inherit;">"river bed" road profiles and river water surface shaders</span></li>
<li><span style="font-family: inherit;">polygonal
vector mode for larger overlays - large rivers with well defined bank
shapes, lakes, but also for fields, pastures, artificial trees or tree
removal, terrain leveling etc</span></li>
</ul>
</div>
<span style="font-family: inherit;"><br /></span>
<br />
<div style="text-align: left;">
<span style="font-family: inherit;">
<b><span style="font-size: large;">Multiple lighting sources, terrain self-shadowing</span></b></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">In Catalyst 13.12 AMD has implemented the <a href="http://www.opengl.org/registry/specs/NV/depth_buffer_float.txt" target="_blank">OpenGL extension</a> we needed to be able to <a href="http://2012/11/maximizing-depth-buffer-range-and.html" target="_blank">handle planetary distances more efficiently</a>, and ultimately allowing us to implement better solution especially for the multiple lights rendering. The upcoming update will automatically switch to the new mode if it finds the extension, and people with AMD cards are advised to update to the latest driver version.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">It's likely that every AMD/ATI card owner will have to update to version 13.12 or better, since our recent rendering pipeline updates seem to have uncovered some kind of a bug in earlier driver versions, that causes missing terrain shadows or abysmal performance when the shadows are enabled.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">There are similar issues with older Nvidia drivers: Quadro users need to update to newer drivers to resolve a weird lighting issue, and some older mobile graphics drivers have the problem as well. We try to add the known problematic driver versions into a bad driver list that is checked upon start, but in any case, whenever you encounter missing shadows or unusual issues with the lighting, please update your graphics drivers first.</span><br />
<br />
<br />
<div style="text-align: left;">
<span style="font-family: inherit;">
<b><span style="font-size: large;">Mars</span></b></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Apart from Earth and the Middle-Earth planet (done by <a href="http://www.me-dem.me.uk/" target="_blank">ME-DEM project</a>
folks), there soon can be a new planet available - Mars. Below is the
first screenshot from a testing run. The Mars there is with its canyons
flooded and an earthly atmosphere:</span><br />
<span style="font-family: inherit;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiw8SSsYEAjZCVYz4i1ZwogqkjBMCOIWvYwgmsI0U7jZIhg9Q7IdohwvIhFW7qmJ9ZFunU5eM0l4ShQHgarzXQeKUy6ny39AZLfIjeSBCyCJ4VIbA3g3-eS1z8-Kd8_cqq5QeN0wDnfuA/s1600/mars1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiw8SSsYEAjZCVYz4i1ZwogqkjBMCOIWvYwgmsI0U7jZIhg9Q7IdohwvIhFW7qmJ9ZFunU5eM0l4ShQHgarzXQeKUy6ny39AZLfIjeSBCyCJ4VIbA3g3-eS1z8-Kd8_cqq5QeN0wDnfuA/s1600/mars1.jpg" height="180" width="320" /></a></span></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">There are several issues that need to be addressed.
Mars data have considerably lower resolution, approximately 500m. While
OT will procedurally refine the data down to the ground level anyway,
its algorithms were so far tuned for details below 100m, so it needs a
new profile for Mars.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">There are other issues, as you can see on the
screen, there's a ghosting on the craters - it's because the elevation
and color data do not match up. I'm not sure where the longitudinal
offset comes from yet. The color map is of quite poor quality in
general; craters have baked-in lighting that should be removed as the
lighting is handled in real time. Also, the colors were apparently run
through some odd filters that made the ice caps pink; white balancing
helps that but the texture ends up being acid yellowish.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">For Mars to work nicely we have to fix all of the
above, and also separate the individual planet configuration data, as at
the moment they are global.</span><br />
<br />
<br />
<b><span style="font-family: inherit; font-size: large;">Other news</span></b><br />
<span style="font-family: inherit;">We did a lot of demoing and presentations in the past year and got into several projects that now allow us to grow and speed up the development. In addition to working with dedicated development teams on special simulation projects based on Outerra, we will be also expanding our core team here in Bratislava, Slovakia</span>. New people are expected to work mainly on the import tools, server side back-end and on the UI, replacing our programmer's design.<br />
<br />
The breadth of the scope of possible Outerra applications is huge, and we are also investigating other possibilities to launch development of other OT-based projects. A hot candidate is a unified simulator platform with the primary initial focus on a flight simulator, as it makes the largest group of inquiries we are getting. This would mean a dedicated development team working closely with the core, and in cooperation with content makers working on scenery, aircraft, simulation cores for flight and other types of vehicles.<br />
<br />
In any case, a project of this scale would require a sufficient funding, and so we are currently discussing the development of a prototype usable for launching a Kickstarter funding campaign with several interested developers.<br />
<span style="font-family: inherit;"><br /></span></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-55438508096300461762013-08-04T18:34:00.000+02:002014-01-17T13:05:04.779+01:00Absolute positioning with Oculus Rift development kit<div dir="ltr" style="text-align: left;" trbidi="on">
After incorporating support for Oculus Rift into our Outerra tech demo (see the <a class="vm-video-title-content yt-uix-sessionlink" data-sessionlink="ei=uF_-UZ7DCtiZhgGx2YDoCQ" href="http://www.youtube.com/watch?v=2LPPdV2Md1c">Outerra + Oculus Rift Test 2 - MiG 29 flight</a> video), I've been pondering about a possibility to add absolute positional tracking to the Oculus Rift devkit. During the forum discussions about the support for FreeTrack/FaceTrackNoIR/opentrack in Outerra, Stanisław Halik, one of the <a href="https://github.com/opentrack/opentrack" target="_blank">opentrack</a> developers, pointed me to <a href="http://www.uco.es/investiga/grupos/ava/node/26" target="_blank">ArUco</a>.<br />
<br />
<a href="http://www.uco.es/investiga/grupos/ava/node/26" target="_blank">ArUco</a> is a library built on top of <a href="http://opencv.org/" target="_blank">OpenCV</a>, providing the ability to analyze video image and detect coded markers an their positional information. ArUco supports up to 1024 different markers, that are encoded in a 5x5 grid. ArUco tracker is supported in recent builds of <a href="http://ts3.cosaofficial.pl/opentrack/" target="_blank">opentrack</a>, so I could use it with our recently added support for FreeTrack protocol.<br />
<br />
For my tests I picked the marker code <a href="http://www.outerra.com/images/787.svg" target="_blank">787</a>, printed it and stuck it on the Rift.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBqtH1sXfRNfic1ybkGt8v40wOjKFT8tWp9QTQJBsOCwCI6OpzB_ECMYIjFUeh9q9sxHWPZTCUhziAwfEa8g9XSLjoEds_QQFy9_kp3PCg2jJdbS038x01e0FKycgxxabDFPB38Lh6N48/s1600/arucoculus.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBqtH1sXfRNfic1ybkGt8v40wOjKFT8tWp9QTQJBsOCwCI6OpzB_ECMYIjFUeh9q9sxHWPZTCUhziAwfEa8g9XSLjoEds_QQFy9_kp3PCg2jJdbS038x01e0FKycgxxabDFPB38Lh6N48/s320/arucoculus.png" height="316" width="320" /></a></div>
<br />
<br />
Using a recent build of opentrack (<a href="http://ts3.cosaofficial.pl/opentrack/" target="_blank">≥ opentrack-20130803</a>), and a video camera (tested with Logitech C270 and an older Sonix SN9C201 camera) with FreeTrack protocol output I managed to get the positional tracking working in addition to the Rift tracker, with only a few minor changes required to our FT client implementation.<br />
<br />
Here's a short video showing the augmented Rift tracking in action:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='560' height='315' src='https://www.youtube.com/embed/KO50jPVuw-g?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
A couple of notes:<br />
<ul style="text-align: left;">
<li>the added positional tracking definitely helps with the dizziness, the brain doesn't get confused by the missing degree of motion</li>
<li>currently the positional tracking does not use any filtering, resulting in occasional oscillation</li>
<li>ArUco in opentrack is currently quite sensitive to lighting conditions, bright parts of captured image outside of the marker can break the detection</li>
<li>when opentrack loses the track of the marker, camera stays on the last position, and after the position info is regained, the camera may suddenly jump into a new position</li>
</ul>
In Outerra the positional tracking is automatically used whenever a FreeTrack source is detected, and that means that any tracker plugin that provides the positional info will work with the Rift. I have personally tried it also with a 3-LED cap, but in combination with bulky Rift it's a bit impractical.<br />
<br />
With ArUco marker the usage is very simple, but it has to be made more robust. Some ideas for enhancement:<br />
<ul style="text-align: left;">
<li>using multiple markers - ArUco can detect an array of markers, so there can be multiple ones covering also the sides, that would not lose track when you turn your head to the sides</li>
<li>direct integration of ArUco - simplifying the setup even more</li>
<li>ultimately it would be best to use the info from Rift's accelerometer to
capture the positional movement dynamics, and use the absolute
positional info from the auxiliary tracker just to correct the drift</li>
</ul>
<br />
Since only the positional information is needed from the tracker, the simplest and probably the most robust implementation of a positional tracker would be adding just 2 wide-angle LEDs on the Rift, and using the point tracker plugin with it. Point light from the LEDs will be strong enough to overcome the problems of detection in various lighting conditions. However, it would require a small modification of the Rift.<br />
<br />
Steps to set it up with Outerra:<br />
<ul style="text-align: left;">
<li>print one of the ArUco markers (or print the <a href="http://www.outerra.com/images/787.svg" target="_blank">787</a> marker used here)</li>
<li>download a recent <a href="http://ts3.cosaofficial.pl/opentrack/" target="_blank">opentrack</a> build</li>
<li>in opentrack, select the aruco tracker and configure your camera in the settings</li>
<li>select FreeTrack 2.0 for the game protocol, and optionally one of the filters </li>
<li>start opentrack, verify that it can see and interpret marker position and orientation correctly</li>
<li>once this works, leave opentrack running and launch outerra.exe</li>
<li>Outerra will automatically use Rift tracker together with any FreeTrack tracker it finds running</li>
</ul>
<br /></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-23103177934767766332013-07-19T22:05:00.000+02:002013-07-23T11:45:34.242+02:00Hacking AMD OpenGL drivers<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
</h2>
Even
though the <a href="http://outerra.blogspot.com/2009/08/logarithmic-z-buffer.html" target="_blank">logarithmic depth buffer</a> technique works pretty nicely, it
has several problems that make its use problematic in some cases. If
you use just the vertex shader modification, you can get depth buffer
artifacts on longer triangles that are close to the camera, since the
depth values aren't correctly interpolated in perspective. It can be
helped by a finer tesselation, or by writing the correct values in the
fragment shader (possibly just for the geometry that's not tesselated
sufficiently). However, writing the fragment depth in shader disables
certain hardware depth buffer optimizations like the early depth test, and adds to the bandwidth. That can pose a
problem in scenarios with a higher overdraw.<br />
<br />
On Direct3D
there's a technique that can provide sufficient depth buffer precision -
reverse mapping of far/near planes in a normal floating-point depth buffer. In OpenGL it can't be used directly because of a design flaw that causes a huge loss of precision in depth value computation (not just for the floating point depth buffers, see <a href="https://twitter.com/TimothyLottes/status/352169294488010752" target="_blank">here</a>). See more detail in <a href="http://outerra.blogspot.sk/2012/11/maximizing-depth-buffer-range-and.html" target="_blank">maximizing depth buffer range and precision</a> blog post.<br />
<br />
There's
a way to work around it on Nvidia hardware thanks to the support of an
unclamped glDepthRange extension (glDepthRangedNV). However, on AMD it's
not supported and there were indications that it may not even be
possible. But here's what I found: with a glDepthRange(-1, 1) call that would solve the problem, the arguments are clamped to (0, 1) as per specification. But if we go into the disassembly of the call and make it skip the instruction that would cause it to clamp the lower bound:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOzj5DhCgLOHhENlzqykiHQ6GM7tnrIFcfphd5XHKUyh0huVFNQaAlA9ms4fpaWq8V7BhPL-1W4SVN9Bh_GuQzKPNeqsojhXB4ep7kQ95xR9tOyVSkU2oxLBO8QCPiTjSIL0IsINDhpyU/s1600/disamd.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOzj5DhCgLOHhENlzqykiHQ6GM7tnrIFcfphd5XHKUyh0huVFNQaAlA9ms4fpaWq8V7BhPL-1W4SVN9Bh_GuQzKPNeqsojhXB4ep7kQ95xR9tOyVSkU2oxLBO8QCPiTjSIL0IsINDhpyU/s400/disamd.png" width="400" /></a></div>
<br />
<br />
... and the reverse FP buffer technique suddenly starts working! With precision good enough to handle the range needed to cover the whole universe. Projection matrix to use with it looks like this:<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<math xmlns="http://www.w3.org/1998/Math/MathML">
<mrow>
<mi>M<msub>proj</msub></mi>
<mo>=</mo>
<mfenced close="]" open="[">
<mtable>
<mtr>
<mtd><mi>X</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
</mtr>
<mtr>
<mtd><mi>0</mi></mtd>
<mtd><mi>Y</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
</mtr>
<mtr>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>near</mi></mtd>
</mtr>
<mtr>
<mtd><mi>0</mi></mtd>
<mtd><mi>0</mi></mtd>
<mtd><mi>1</mi></mtd>
<mtd><mi>0</mi></mtd>
</mtr>
</mtable>
</mfenced>
</mrow>
</math>
</div>
<br />
There's no <i>far</i> term; the zero depth value is projected to infinity. The precision is very high - for near=0.01m the precision measured on the GPU is around 0.03mm at 100m, 0.003m at 10km, and 0.3m at 1000km and so on.<br />
<br />
Of course, hacking the driver this way for normal use would be highly impractical, it was done just to show that actually nothing prevents AMD from supporting the unclamped depth range and getting a depth buffer technique that works with great precision without sacrificing the depth optimizations. <br />
<br />
Hoping they will be <a href="http://devgurus.amd.com/thread/167019" target="_blank">listening</a>.</div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-55916333526105579772013-07-18T20:30:00.000+02:002013-07-18T20:58:42.900+02:00Logarithmic depth buffer optimizations & fixes<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
</h2>
<br />
An updated <a href="http://outerra.blogspot.com/2009/08/logarithmic-z-buffer.html" target="_blank">logarithmic depth</a> equation (vertex shader):<br />
<br />
<span style="color: #6aa84f;"><span style="font-family: "Courier New",Courier,monospace;"> //assuming gl_Position was already computed </span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"> gl_Position.z = log2(max(1e-6, 1.0 + gl_Position.w)) * Fcoef - 1.0;</span><br />
<br />
<br />
Where Fcoef is a constant or uniform value computed as <span style="font-family: "Courier New",Courier,monospace;">Fcoef = 2.0 / log2(farplane + 1.0)</span>.<br />
<br />
<br />
Changes (compared to the <a href="http://outerra.blogspot.com/2009/08/logarithmic-z-buffer.html" target="_blank">initial version</a>):<br />
<ul style="text-align: left;">
<li><b>using log2 instead of log</b>: in shaders, log function is implemented using the log2 instruction, so it's better to use log2 directly, avoiding an extra multiply<br /></li>
<li><b>clipping issues</b>: for values smaller than or equal to 0 the log function is undefined. In cases when one vertex of the triangle lies further behind the camera (≤ -1), this causes a rejection of the whole triangle even before the triangle is clipped.<br />Clamping the value via<span style="font-family: inherit;"> </span><span style="font-family: "Courier New",Courier,monospace;"><span style="font-family: inherit;">max(1e-6, 1.0 + gl_Position.w) solves the problem of disappearing long triangles crossing the camera plane.<br /></span></span></li>
<li><span style="font-family: "Courier New",Courier,monospace;"><span style="font-family: inherit;"><b>no need to compute depth in camera space</b>: after multiplying with the modelview projection matrix, gl_Position.w component contains the positive depth into the scene, so the above equation is the only thing that has to be added after your normal modelview projection matrix multiply<br /></span></span></li>
<li>Previously used "C" constant changing the precision distribution was removed, since the
precision is normally much higher than necessary, and C=1 works well</li>
</ul>
<br />
To address the issue of the depth not being interpolated in perspectively-correct way, output the following interpolant from the vertex shader:<br />
<br />
<span style="font-family: "Courier New",Courier,monospace;"> <span style="color: #93c47d;">//out float flogz;</span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"> flogz = 1.0 + gl_Position.w;</span><br />
<br />
and then in the fragment shader add:<br />
<br />
<span style="font-family: "Courier New",Courier,monospace;"> gl_FragDepth = log2(flogz) * Fcoef_half;</span><br />
<br />
where <span style="font-family: "Courier New",Courier,monospace;">Fcoef_half = 0.5 * Fcoef</span><br />
<br />
Note that writing fragment depth disables several depth buffer optimizations that may pose problems in scenes with high overdraw. The non-perspective interpolation isn't usually a problem when the geometry is tesselated finely enough, and in Outerra we are using the fragment depth writing only for objects, since the terrain is tesselated quite well.<br />
<br /></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-91426682013209979702013-03-27T20:56:00.002+01:002014-05-11T12:38:12.227+02:00Craters<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
Terrain generator in Outerra contains a vector stage that can be used to overlay procedural geometry over the generated terrain. It's used, for example, to create the <a href="http://outerra.blogspot.sk/search/label/roads" target="_blank">spline-based roads</a> that seamlessly blend with the underlying terrain, and allows generating fine road geometry where even the <a href="http://i.minus.com/ibcIQNWoY0tNlF.jpg" target="_blank">road paint can have thickness</a> (a few millimeters).<br />
<br />
Dynamic craters are the latest addition into the vector overlay processor.<br />
<br /></div>
<a href="http://i.minus.com/iTIHPIDftMaUI.jpg" target="_blank"><img border="0" src="http://i.minus.com/jTIHPIDftMaUI_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iOd3sZbnunzK2.jpg" target="_blank"><img border="0" src="http://i.minus.com/jOd3sZbnunzK2_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iYtFGupkUogyZ.jpg" target="_blank"><img border="0" src="http://i.minus.com/jYtFGupkUogyZ_xs.jpg" width="206" /></a><br />
<br />
Craters are dynamically created, specifying their diameter and depth. The algorithm recognizes the type of surface and generates a different shape for asphalt/concrete and dirt. Asphalt is just bent outwards a bit, whereas the dirt is strewn around a lot more.<br />
<br />
They get created generally under half a second, which is quick enough with a reserve, given that the creation will be hidden by the explosion's particle effects. The crater shape is also immediately reflected in the collision data.<br />
<br />
<a href="http://i.minus.com/ibhTsjIzZCf341.jpg" target="_blank"><img border="0" src="http://i.minus.com/jbhTsjIzZCf341_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iqNyVZXgAOwnf.jpg" target="_blank"><img border="0" src="http://i.minus.com/jqNyVZXgAOwnf_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iOhL9htL5i6J9.jpg" target="_blank"><img border="0" src="http://i.minus.com/jOhL9htL5i6J9_xs.jpg" width="206" /></a>
<br />
<br />
The shape of the crater also depends on the specified explosion depth, deeper epicenters tend to create steeper edges.<br />
<br />
<a href="http://i.minus.com/iic7zTKRXv5xK.jpg" target="_blank"><img border="0" src="http://i.minus.com/jic7zTKRXv5xK_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iIFV2WdIQKSoW.jpg" target="_blank"><img border="0" src="http://i.minus.com/jIFV2WdIQKSoW_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iHlKsoLcWlb6o.jpg" target="_blank"><img border="0" src="http://i.minus.com/jHlKsoLcWlb6o_xs.jpg" width="206" /></a>
<br />
<br />
The number of craters is practically unlimited; a single crater definition takes only 64 bits. For now the created craters are kept in a buffer indefinitely, but they are not persisted (yet) between the sessions. Just as the roads, craters only affect the dynamic performance, i.e. when the observer is moving and new terrain tiles have to be generated.<br />
<br />
The largest crater that can be currently created is around 1km in diameter.
Here are also some older screens showing the evolution of the crater rendering algorithm.<br />
<br />
<a href="http://i.minus.com/ifZStk7DjsXsu.jpg" target="_blank"><img border="0" src="http://i.minus.com/jfZStk7DjsXsu_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/iC1i2K8fXuhIg.jpg" target="_blank"><img border="0" src="http://i.minus.com/jC1i2K8fXuhIg_xs.jpg" width="206" /></a>
<a href="http://i.minus.com/ibcKeiKjzHaAiY.jpg" target="_blank"><img border="0" src="http://i.minus.com/jbcKeiKjzHaAiY_xs.jpg" width="206" /></a>
<br />
<br />
Edit: a video showcasing the craters:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='560' height='315' src='https://www.youtube.com/embed/lRpkj4HXF40?feature=player_embedded' frameborder='0'></iframe></div>
<br /></div>
<a href="https://twitter.com/cameni" style="font-family: "Trebuchet MS",sans-serif;" target="_blank"><img border="0" src="http://wwww.outerra.com/icon/tw.png" style="vertical-align: middle;" /><span style="color: #3d85c6; font-family: "Trebuchet MS",sans-serif;">@cameni</span></a></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com1tag:blogger.com,1999:blog-4217826068942535587.post-15808371334236194582012-11-28T20:32:00.000+01:002018-09-26T16:17:21.016+02:00Maximizing Depth Buffer Range and Precision<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEVHwNs-uQ0forA8Kaz_oDl44kdKDQekJPEgKFAAOdsilUOXXh1WADoCQdZ5apFSwHRNzwhOLvEEm63IyhikNs9wVQxF5IxhaCuhDgMuddXyj9f2LId0XKG9u96cQmRzoMZscntTE02I/s1600/screen_1354095201.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a>
<br />
<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">(new: <a href="https://qpp.bitbucket.io/translation/maximizing_depth_buffer_range_and/" target="_blank">Japanese translation</a> available, </span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">thanks to Yuki Ozawa</span>)</span><br />
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Common depth buffer setups used in 3D graphics hardware to this day are woefully inadequate for the task. One can easily get artifacts known as z-fighting even with relatively limited scene depth range. Utilization of the available depth buffer values is quite horrible: half of the resolution is essentially wasted just in the distance from the near plane to twice that (short) distance. This leads to the need to move the near plane as far as possible, which is not very desirable in itself, and it’s still not enough as soon as you need to cover just a slightly extended detail range. It’s of course completely unusable for large scale rendering, with developers having to use various tricks that bring their own bag of complications.</span><br />
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">This article talks about the ways to set up the depth buffer so that it's able to handle blades of grass in front of your eyes while also rendering objects hundreds of kilometers in distance. It's mostly biased towards OpenGL, but most of it applies to DirectX as well.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWgSYOY6T_1i91AaqYEWyWLpyWwWD5wYYavW3QiT5_cQSxVwuSGOz58J1ASQ4d-TLnY7AVlJVuMdPN92NtPzfQA11kkKQFZukF1kfCewjXDD2wrxByby5Cdb4Blxw21EIbOWU8GC_jMSw/s1600/screen_1354110814.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWgSYOY6T_1i91AaqYEWyWLpyWwWD5wYYavW3QiT5_cQSxVwuSGOz58J1ASQ4d-TLnY7AVlJVuMdPN92NtPzfQA11kkKQFZukF1kfCewjXDD2wrxByby5Cdb4Blxw21EIbOWU8GC_jMSw/s640/screen_1354110814.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A typical scene in planetary engine Outerra: from blades of grass to several tens of kilometers distant mountains</td></tr>
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<span style="color: #666666;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">How the standard depth buffer works</span></span></h3>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />Let’s go first into some details about the depth processing that aren’t immediately obvious, which nevertheless play a significant role in understanding the properties of depth buffering.<br /><br />A common perspective depth buffer setup relies on the use of a standard projection matrix that involves setting the near and far clipping plane distances. While you can set the projection matrix in any way you want, a perspective-correct depth buffering will work only as long as the matrix satisfies certain conditions.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />With the standard perspective OpenGL projection matrix, the value of w and z output from the vertex shader is usually computed as:<br /><br /><b id="internal-source-marker_0.6784358557779342" style="color: black; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>w</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = -z</span><br /><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>z</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = z*(n+f)/(n-f) + 2fn/(n-f)</span></b><br /><br />That means w ends up holding the positive depth from the camera plane, while z can be generally expressed as a linear equation:<br /><br /><b id="internal-source-marker_0.6784358557779342" style="color: black; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>z</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = -az + b</span></b><br />or<br /><b id="internal-source-marker_0.6784358557779342" style="color: black; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>z</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = aw</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> + b</span></b><br /><br />Values from the vertex shader are then converted into the normalized device coordinates by dividing by w, and z thus becomes:<br /><br /><b id="internal-source-marker_0.6784358557779342" style="color: black; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span>z</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">ndc</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = a + b/w</span><span style="background-color: transparent; color: black; font-size: 9px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: sub; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> = a - b/z</span></b><br /><br />After that it gets clipped to -1 .. 1 range.<br />DirectX uses 0..1 range for z, but the principle is the same.<br /><br />Specification says that with perspective interpolation all vertex shader outputs are interpolated in perspective (by interpolating p/w and 1/w linearly and then dividing the two to get perspective-correct values), except for the value of z which will be interpolated linearly. Why is that?<br /><br />It’s because the rendering API expects that you are using a projection matrix that has a 1/z term in it (the above mentioned a - b/z), and thus to interpolate it in a perspective-correct way the hardware has to (and will only) use a linear interpolation.<br /><br />Now the problem is that this value is also used for the depth comparison. At the first look it may seem to be a fairly nice function to be used for depth: providing a finer resolution for the near objects, getting reduced with the distance where it’s needed less as the objects get smaller in perspective.<br /><br />However, in reality the profile is horribly unsuitable because it wastes way too much of the available range for the close values. Half of the available range is packed into tiny distance from the near plane to twice the near plane distance.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">If there was a possibility to turn on the perspective interpolation on the depth component (as it’s already done for other interpolants unless the <span style="font-family: "courier new" , "courier" , monospace;">noperspective</span> qualifier is used), then we would have several good ways to radically enhance the depth buffer precision without interpolation artifacts. Alas, the hardware doesn’t seem to count with that possibility anymore, as the W-buffers has been gradually phased out.<br />Let’s take a look on what can be done about it using the available resources. First, what would be the ideal profile.</span><br />
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<span style="color: #666666;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Optimal depth resolution profile</span></span></h3>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />To avoid z-fighting artifacts, depth buffer should provide resolution that is proportional to the size of geometry needed to render a constant screen size image at different distances from the camera, across the whole depth range. Projected screen size is proportional to the reciprocal of geometry depth, 1/z. In other words, we are looking for a function whose derivative is proportional to 1/z. That function happens to be the logarithm.<br /><br />To see how an ideal utilization of depth buffer values compares to the common setup, see the following graph with computed precision of the common pipeline with 32bit floats, compared to logarithmic depth buffers at 24 and 32 bits.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfZiFVP7PG-Kthz_4sN4eysmy7IzFHauDbETBpiLr7FOIEFoIMlDLH6neGoV52OOns7mcV9rkDxIBLNBPwZ0QALo4yWmS6hnh426GO0Uev6ufy-_aYbUTH_MJwyhCkRCyc81b5lZqecA4/s1600/fp-res-9d.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfZiFVP7PG-Kthz_4sN4eysmy7IzFHauDbETBpiLr7FOIEFoIMlDLH6neGoV52OOns7mcV9rkDxIBLNBPwZ0QALo4yWmS6hnh426GO0Uev6ufy-_aYbUTH_MJwyhCkRCyc81b5lZqecA4/s640/fp-res-9d.png" width="640" /></a><a href="http://www.blogger.com/blogger.g?blogID=4217826068942535587" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">While the logarithmic distribution handles the 9 decades of depth detail range easily, a common depth buffer setup strides into the unusable region after its brief 4 decades. Four decades is roughly the range we can get with the normal depth buffer setup, after that the precision gets into the unusable region and the depth buffer can't resolve the depth values properly anymore. With the logarithmic buffer we have a plenty of reserve, in fact we could handle the scene with a 16 bit logarithmic depth buffer.<br /><br />Note that the axes in the graph are using logarithmic scales, so anything rising faster than 10dB is actually degenerating very quickly.<br /><br />Speaking of an ideal utilization, it’s desirable to add that there’s also a lower bound on the required depth buffer resolution that reflects the physiognomy of our eyes - we can’t focus on objects very close to our eyes, so there’s no need to have a micrometer resolutions for miniscule objects in front of us. This can be used to enhance the resolution elsewhere, as we’ll see later.</span><br />
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<a href="http://www.blogger.com/blogger.g?blogID=4217826068942535587" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span></b><br />
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<span style="color: #666666;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Floating-point depth buffers</span></span></h3>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />If the values used for depth comparison were the depth values themselves, floating point values would be good for the depth buffering technique: closer to the viewer you get values near zero, for which floating point encoding provides higher precision by keeping the number of bits in mantissa constant and adjusting the exponent. The farther you go less depth resolution you need, since the screen size of distant objects goes down by ≈1/z.<br /><br />Unfortunately, the value used for depth comparison is the 1/z function itself which has the unfortunate property of eating all the resolution on breakfast and then starving till evening.<br /><br />The use of floating-point values in depth buffer doesn’t bring much if used directly: there’s an increased dynamic range close to zero, but since the depth buffer already uses most of the value range in this region, it’s not useful at all.<br /><br />There’s a trick that can do something about it: swapping the near and far values will make use of the increased range of floating point for the distant part, instead of the near one. This is actually very effective: the increasing resolution of floating point number close to zero neatly compensates the dwindling resolution of 1/z function.<br /><br />Here’s the graph showing the resolution of <b>reversed floating point buffer</b> in DirectX:</span><br />
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<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></b><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /> Reversed 32bit floating point depth buffer brings slightly better resolution than a 24bit logarithmic buffer (a 32bit logarithmic depth buffer is roughly 20X finer), consistent across the whole 9 decades. That’s pretty great. One downside is that in comparison to a 24 bit integer buffer it consumes 8 more bits that could be otherwise used for stencil. Before, on older hardware, the use of stencil consumed twice as much memory for the framebuffer, since the next available format was padded to 32bits, with higher bandwidth required as well. </span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">However, nowadays it's not a problem - stencil is kept separate and depth buffer is optimized/packed, and the only thing that remained is a bit misleading OpenGL enum.</span></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />You will also notice I mentioned DirectX explicitly. If you try the trick on OpenGL you will see zero improvement.</span><br />
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<span style="color: #666666;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">DirectX vs. OpenGL</span></span></h3>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />As much as I am a fan of OpenGL and prefer it over DirectX, there are things in OpenGL that make me want to climb walls holding with fingernails. <br /><br />Some time back someone decided that OpenGL normalized device coordinates should be in range -1 .. 1 on all 3 axes, including the z coordinate. Normally, one would place the camera into the center, projecting towards +z or -z. Z axis projects to the screen center, so it’s only logical that x and y would be symmetric, but Z?</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />For the screen depth axis it’s more natural to assume normalized coordinates in 0..1 range, from the camera (or the near plane) to the far plane. Especially when the depth values written into the depth buffer are also in range 0..1.<br />However, someone dreamed of a symmetric world and decided it should be more important to prefer the symmetry over the reason, and to have z in the -1 .. 1 range as well. Of course, then it needs to be reprojected into the depth buffer values by performing additional computation: 0.5*zc + 0.5<br /><br />How this connects with the depth buffer precision issue? First, reversing the depth range does essentially nothing, because it just swaps the mapping of the near and far plane between -1 and 1, with the extra precision around the zero mapped to 2*near distance in both cases.<br /><br />This can be helped by using a projection that maps the far plane to 0. Normally the 3rd row of the OpenGL projection matrix is</span><br />
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />mapping the near plane to -1 and the far plane to 1. Changing it to</span><br />
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /> </span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">will map the far plane to 0 instead. This is essentially the reversed-depth DirectX projection matrix with an inverted sign, so that the depth function doesn't change (but it can be easily switched to 1..0 range).</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Clipping still applies at 1.0, so one would have to use a custom clipping plane to clip at 0. But it can be also ignored if the situation allows it. For example, in Outerra there’s actually no need to clip geometry behind the far plane, as it’s usually set as far as possible anyway.<br /><br />But using this alternative projection alone does not resolve the problem, the resolution is still miserable. The second part of the problem is the additive term in the remapping (0.5zc + 0.5). That 0.5 bias locks the floating point exponent and pretty much destroys any and all additional precision that the encoding of floating point values brings close to zero, since now there are just 24 bits of mantissa to handle the unfortunate 1/z shape. Hello, symmetry!<br /><br />Fortunately, at least on Nvidia there’s a way to eliminate the bias by (indirectly) setting the mapping function via the glDepthRangedNV call with -1, 1 arguments, which effectively sets the DirectX-style mapping. Here’s the final resolution graph of a floating point depth buffer without the bias, with the far plane mapped to 0 in OpenGL. The resolution was actually measured on the 460 GTX GPU:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvp0CC9RGTeoDCSsJ3yobRUiQ6zQai2VVMDmsn34xnj6zc7xbjtv8Ik-nE_fPjcMs1QyXUxCqtylqWWN0HPbL4yy7rOPqbKQxGwOEBL1PUWmigHQhZQZdSh8jvR4iQBhonVNbXowcglQs/s1600/fpg-res-9d1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="438" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvp0CC9RGTeoDCSsJ3yobRUiQ6zQai2VVMDmsn34xnj6zc7xbjtv8Ik-nE_fPjcMs1QyXUxCqtylqWWN0HPbL4yy7rOPqbKQxGwOEBL1PUWmigHQhZQZdSh8jvR4iQBhonVNbXowcglQs/s640/fpg-res-9d1.png" width="640" /></a></div>
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<strike><span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Unfortunately neither AMD nor Intel hardware does support the <a href="http://www.opengl.org/registry/specs/NV/depth_buffer_float.txt" target="_blank">NV_depth_buffer_float</a></span><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> extension. I was told it’s a hardware limitation, it’s not able to support arbitrary output depth values. But arbitrary isn’t needed. Since it supports DirectX depth mapping without the bias, I believe it should be entirely possible to turn off the OpenGL style remapping.</span></b></span></strike><br />
<span style="font-size: small;"><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Update:</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> glDepthRangedNV is exposed in AMD Catalyst 13.11 betav9.2 drivers</span></b></span><br />
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<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Also note that even though OpenGL 4.2+ specification removed the note saying that the core function glDepthRange arguments will be clamped to 0..1 range for floating-point depth buffers, implementations are apparently still allowed to clamp the values on use, effectively making the spec change somewhat useless. As of now the values are being clamped even on Nvidia, so we need to use glDepthRangedNV extension.</span></b></span><br />
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"></b><br />
<h2 dir="ltr">
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 19px; font-style: normal; font-variant: normal; font-weight: bold; vertical-align: baseline; white-space: pre-wrap;">Logarithmic Depth Buffers</span></b></h2>
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">There are two issues with the above described bias-less floating point OpenGL depth buffer - the lack of universal support, and the increased memory and bandwidth requirements in case a stencil buffer is needed.</span><span style="font-size: small;"><br /><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">We can actually use the above mentioned <i>ideal</i> logarithmic distribution on all current hardware. First described on </span></span></b><span style="color: black; font-family: "times new roman"; font-size: xx-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">the Outerra</span></span><span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> blog - see the <a href="http://outerra.blogspot.sk/2009/08/logarithmic-z-buffer.html" target="_blank">logarithmic depth buffer</a> article. Thatcher Ulrich later came up with a slightly </span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">different</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> version <a href="http://tulrich.com/geekstuff/log_depth_buffer.txt" target="_blank">here</a>.</span><br /><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Logarithmic depth buffer technique works by outputting the desired logarithmic value from the vertex shader, premultiplied by the value of w, to get rid of later implicit perspective division.</span><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">It’s quite easy to implement, you just need to add the following code in the vertex shader after your normal projection matrix multiply:</span><br /><br /><span style="font-family: "courier new" , "courier" , monospace;"> gl_Position.z = 2.0*log(gl_Position.w*C + 1)/log(far*C + 1) - 1;</span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">gl_Position.z *= </span></b></span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">gl_Position.</span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">w</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>;</b></span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">or</span><br /><span style="font-family: "courier new" , "courier" , monospace;"> gl_Position.z = 2.0*log(gl_Position.w/near)/log(far/near) - 1;</span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></b></span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> gl_Position.z *= </span></b></span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">gl_Position.</span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">w</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>;</b></span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></b><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">The latter is Ulrich’s variant (here referred to as “N-F”) that has a nice property of having a constant relative precision over the whole near-far range, but as we’ll see later, nice (or symmetric) isn’t always the best option.</span></span><br />
<span style="font-size: small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Obviously, the constant part (<span style="font-family: "courier new" , "courier" , monospace;">2.0/log(far*C+1)</span> or <span style="font-family: "courier new" , "courier" , monospace;">2.0</span></span><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">/log(far/near)</span>, respectively) </span></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">can be optimized out into a constant or uniform variable.<br />Notice that the “C” variant doesn’t use a near plane distance, it has it set at 0.<br /><br />This algorithm works well, providing excellent precision across the whole range with a huge reserve. But it also suffers on issues with long polygons close to the camera.</span></span><br />
<span style="font-size: small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br />The problem is that the vertex shader computed value is correct only at the vertices, but the interpolated values at pixels can stray from the expected value because of two factors: non-linearity of the logarithmic function between two depth values, and the implicit linear (and not perspective) interpolation of the depth value in the rasterizer. To fix it, one has to output the correct value by writing to <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span> in the fragment shader.<br /><br />While this works nicely, it has a couple of negative drawbacks - increased bandwidth from the use of <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span>; it also breaks depth-related optimizations etc. These issues can be addressed to some extent, results will depend on situation.</span></span><br />
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></b>
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<h3 dir="ltr">
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: #666666; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; vertical-align: baseline; white-space: pre-wrap;">Getting rid of the fragment shader computation</span></b></h3>
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">To compute the exact per-pixel value of logarithmic depth one has to interpolate the depth and then compute the logarithm in the fragment shader. While the logarithm seems to be a reasonably fast instruction on the GPU, we can get rid of it by using a trick.</span><span style="font-size: small;"><br /><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">The problem of depth interpolation appears mainly on close objects for specific reason - geometry of the objects is usually sufficiently tesselated only starting from a certain distance. Up close the triangles take a larger space on the screen, with interpolated values straying from the exact ones much more. </span><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">If we could linearize the logarithmic curve for the region close to the camera, we can simply output the interpolant directly without any code in the fragment shader. </span><br /><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Turns out that the C parameter in the equation can be used for that linearization. The following graph compares the N/F logarithmic function with the one with tunable C. N/F provides higher precision close to the near plane. However, that’s not where we actually need a better precision - our eye can’t even focus properly at those distances, there’s no need to have sub-micrometer resolutions there.</span></span></b><br />
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></b><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoLUpSRS4VCW2vaRNp7hO26dh0Vk322Pj-QiqQY8xSX7aQzK0GvyEVaN30naHp-heQrLcR8jm8o2Uq5ZHf3Mh4fjTI0osa9hov8dF-i2vfqFUiZk06_g57aa_jzY8lx6lBBWhfzcXSXgk/s1600/logcomp.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoLUpSRS4VCW2vaRNp7hO26dh0Vk322Pj-QiqQY8xSX7aQzK0GvyEVaN30naHp-heQrLcR8jm8o2Uq5ZHf3Mh4fjTI0osa9hov8dF-i2vfqFUiZk06_g57aa_jzY8lx6lBBWhfzcXSXgk/s640/logcomp.png" width="640" /></a> </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUMlvA7Zvkr_Cz3_ZHRGLQAg-qR8-W9QeEWAOrbuhImn9If8TBTwRqg9cx6fHVN_M_b9Iy_TqSA1xdJq8QcLATep-nbcYUTyrdrNYzJYZU2pNe0qrG09uAuj3sia2YE5O6vcnly0-QBJs/s1600/logprof3.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUMlvA7Zvkr_Cz3_ZHRGLQAg-qR8-W9QeEWAOrbuhImn9If8TBTwRqg9cx6fHVN_M_b9Iy_TqSA1xdJq8QcLATep-nbcYUTyrdrNYzJYZU2pNe0qrG09uAuj3sia2YE5O6vcnly0-QBJs/s200/logprof3.gif" width="200" /></a><span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">By adjusting the C coefficient we can change the width of the flat part (which corresponds to a linear part of the depth mapping function), tuning it to the width we need for our scene and tesselation parameters. For C=1 the linear part is not deep enough to hide the zooming errors, but C=0.01 it’s about 10 meters, which is enough for FPS style views.</span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></b></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><span style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">To use this you have to add a new output attribute to the vertex shader:</span></span></span><br />
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<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "courier new" , "courier" , monospace;"> out float logz;</span></span></span><br />
<span style="font-size: small;"><br />
<span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">and change the post-projection code to the following:</span></span></span></span></span><br />
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<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> const float FC<b> =</b></span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> 1.0/log(far*C + 1);</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><br /></span></b>
<span style="color: #6aa84f;"><b id="internal-source-marker_0.6784358557779342" style="font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> //logz = </span></b></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: #6aa84f;">gl_Position.w*C + 1; //version with fragment code</span></span></b> </span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">log</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">z = log(gl_Position.w*C + 1)</span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">*FC</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">;</span></b></span><br />
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">gl_Position.z = (2*logz - 1)*</span></b></span></b><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">gl_Position.</span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;">w</span></span><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>;</b></span></b></span><br />
<span style="font-size: small;"><br /></span>
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Fragment shader will then contain the matching input declaration and an assignment to gl_FragDepth:</span></span></span><br />
<span style="font-size: small;"><br />
<span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> in float logz;</span></span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> void main() {</span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: #6aa84f;"> //gl_FragDepth = log(logz)*CF;</span> </span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> gl_FragDepth = logz;</span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> ...</span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> }</span></span></span></span><br />
<span style="color: black; font-family: "times new roman"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"> </span></span></span></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">While it doesn't seem to be boosting the performance in any significant way in comparison to the commented out version, it's interesting in that if we had a possibility to turn on the perspective interpolation for z (like with all other interpolants), we would be able to use it directly without needing to write fragment depth values. Then again, seeing that log instruction is very fast, it could be used in the depth hardware to compute values for depth comparison directly. Anyway, both would likely require a change at the hardware level.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span>
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span></b><b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: #666666; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; vertical-align: baseline; white-space: pre-wrap;"></span></b><b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: #666666; font-family: "arial"; font-size: 16px; font-style: normal; font-variant: normal; font-weight: bold; vertical-align: baseline; white-space: pre-wrap;">Conservative depth</span></b><br />
<b id="internal-source-marker_0.6784358557779342" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Writing to <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span> disables early-z optimizations, which can be a problem in certain situations. </span><span style="font-size: small;"><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">Logarithmic functions are monotonous, so we could use <a href="http://www.opengl.org/registry/specs/ARB/conservative_depth.txt" target="_blank"><b>ARB_conservative_depth</b></a></span><a href="http://www.opengl.org/registry/specs/ARB/conservative_depth.txt" target="_blank"><b><br /></b></a><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><a href="http://www.opengl.org/registry/specs/ARB/conservative_depth.txt" target="_blank"><b>extension</b></a> to provide a hint to the driver that depth values from the fragment shader always lie below (or above) the interpolated value. This allows to skip shader evaluation if the fragments would be <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">discarded.</span></span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></span></b><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><br /></b>
</span><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">To use conservative depth you have to redeclare <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span> in the fragment shader:</span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-size: small;"> #extension GL_ARB_conservative_depth : enable <br /> </span></span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-size: small;"> layout(depth_less) out float gl_FragDepth;</span></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><b id="internal-source-marker_0.6784358557779342" style="color: black; font-family: 'Times New Roman'; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">At</span></b><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> first </span></span><span style="color: black; font-family: "times new roman"; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-family: "arial"; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;">one could think that the hint to provide would be <span style="font-family: "courier new" , "courier" , monospace;">depth_greater</span>, since a secant on the logarithmic curve always lies below it. But, surprisingly, the proper hint is <span style="font-family: "courier new" , "courier" , monospace;">depth_less</span>. It's because while the value of z is being interpolated linearly in the rasterizer, the interpolant which we use to set <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span> is interpolated perspectively by interpolating p/w and 1/w linearly and getting its correct value by dividing the two. That means it's a comparison between:</span></span></span><br />
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<span style="font-family: "courier new" , "courier" , monospace; font-size: small;"><span style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"> ((1-t)*log(A+1) + t*log(B+1));<br /> ((1-t)*log(A+1)/A + t*log(B+1)/B)/((1-t)/A + t/B)</span></span></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace; font-size: small;"><span style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">It turns out that the perspectively interpolated values go below the linearly intepolated ones.</span></span></span></span><br />
<span style="font-family: "courier new" , "courier" , monospace; font-size: small;"><span style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">With depth compare GL_LESS that means the values written to <span style="font-family: "courier new" , "courier" , monospace;">gl_FragDepth</span> can be only closer to the camera. Unfortunately that's of no use for early-z rejects.</span></span></span></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace; font-size: small;"><span style="color: black; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">A bit of consolation may be that in Outerra we didn't measure any speedup even with an inverted hint, even though it clearly showed on the geometry bugs. </span></span></span></span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black; font-size: xx-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="background-color: transparent; color: black; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; vertical-align: baseline; white-space: pre-wrap;"></span></span></span>
<br />
<h2 style="text-align: left;">
Comparison</h2>
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">A performance comparison in Outerra. Since the terrain and grass are tesselated adaptively, they don't need writing depth in the fragment shader. In case of the "Logarithmic FS" column of the following tables, only the objects are using fragment shader that writes depth. The decrease in FPS then largely depends on the amount of screen (+overdraw) that's covered by the objects.</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">A scene with a large area of the screen writing fragment depth. No stencil operations used. Even though the depth buffer format is DEPTH32F_S8, if stencil is not being used it has the same performance on Nvidia as the DEPTH32F format.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Table shows frames per second.</span> </span> </div>
<table><tbody>
<tr><td><table border="1" bordercolor="#FFCC00" cellpadding="1" cellspacing="1" style="background-color: #ffffee; text-align: center; width: 100%px;">
<tbody>
<tr>
<td><br /></td>
<td>Reverse FP</td>
<td>Logarithmic<br />
VS only</td>
<td>Logarithmic<br />
FS</td>
</tr>
<tr>
<td>Nvidia 460GTX<br />
310.54</td>
<td>30</td>
<td>30</td>
<td style="background: #ffd0d0;">27<br />
<span style="font-size: xx-small;">(-10%)</span> </td>
</tr>
<tr>
<td>AMD 7850<br />
12.11 b8</td>
<td>-</td>
<td>48</td>
<td style="background: #ffe0e0;">44<br />
<span style="font-size: xx-small;">(-8%)</span> </td>
</tr>
</tbody></table>
</td><td><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNCp8fyUu_ztE9t6ZEg0fnb0E19KmC7CG4MxOtOloDt_aOJ8nEGIPIeTW0dv8Nk9lQZfIiad9yj41_Hdx8JTZ3C8DKU_vPUcTk2LCjavUEg8lE-xlMR0A8nYLHiPXiy_pnLndBKCAWcO8/s1600/screen_1354105501.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNCp8fyUu_ztE9t6ZEg0fnb0E19KmC7CG4MxOtOloDt_aOJ8nEGIPIeTW0dv8Nk9lQZfIiad9yj41_Hdx8JTZ3C8DKU_vPUcTk2LCjavUEg8lE-xlMR0A8nYLHiPXiy_pnLndBKCAWcO8/s200/screen_1354105501.jpg" width="200" /></a></div>
</td></tr>
</tbody><tbody></tbody></table>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;">FPS, 565k triangles on objects (660k in shadow map), 356k faces terrain</span></span><br />
<br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">The same scene but objects taking a smaller part of the screen, with less bandwidth needed for fragment depth writes. No stencil operations used.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Table shows frames per second.</span> </span><br />
<table><tbody>
<tr><td><table border="1" bordercolor="#FFCC00" cellpadding="1" cellspacing="1" style="background-color: #ffffee; text-align: center; width: 100%px;">
<tbody>
<tr>
<td><br /></td>
<td>Reverse FP</td>
<td>Logarithmic<br />
VS only</td>
<td>Logarithmic<br />
FS</td>
</tr>
<tr>
<td>Nvidia 460GTX<br />
310.54</td>
<td>32</td>
<td>32</td>
<td>32</td>
</tr>
<tr>
<td>AMD 7850<br />
12.11 b8</td>
<td>-</td>
<td>48</td>
<td style="background: #fff0f0;">47</td>
</tr>
</tbody></table>
</td><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTvuQy3wDgZVysGWwiq0vdSpMAjBFQXqWydtf-UynM7FSKUmioqyl6pvXU2pGKaXUucj66gQEX80qqw5HjsnzFh8TPZxDMtGyg8C0JS52onQxy5kRE84KMpIRb3eIYvIm3aF6qkshHwA/s1600/screen_1354096652.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTvuQy3wDgZVysGWwiq0vdSpMAjBFQXqWydtf-UynM7FSKUmioqyl6pvXU2pGKaXUucj66gQEX80qqw5HjsnzFh8TPZxDMtGyg8C0JS52onQxy5kRE84KMpIRb3eIYvIm3aF6qkshHwA/s200/screen_1354096652.jpg" width="200" /></a></td></tr>
</tbody><tbody></tbody></table>
<span style="font-size: xx-small;">FPS<span style="font-size: xx-small;">, </span>327k faces objects, 339k faces terrain, millions of grass faces</span><br />
<br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">A simple scene with water rendering using stencil. Because of the increased bandwidth needed for the depth and stencil (32b depth + 8b stencil), its performance goes down a bit in this Outerra scene. In other programs/cases that are fill-rate bound the difference can be higher.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Table shows frames per second.</span><br />
<table><tbody>
<tr><td><table border="1" bordercolor="#FFCC00" cellpadding="1" cellspacing="1" style="background-color: #ffffee; text-align: center; width: 100%px;">
<tbody>
<tr>
<td>Nvidia 460GTX<br />
310.54</td>
<td>Reverse FP</td>
<td>Logarithmic<br />
VS only</td>
<td>Logarithmic<br />
FS</td>
</tr>
<tr>
<td>no MSAA</td>
<td>57</td>
<td>58</td>
<td>58</td>
</tr>
<tr>
<td>MSAA 4x</td>
<td>54</td>
<td>56</td>
<td>56</td>
</tr>
</tbody></table>
</td><td style="text-align: right;"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEVHwNs-uQ0forA8Kaz_oDl44kdKDQekJPEgKFAAOdsilUOXXh1WADoCQdZ5apFSwHRNzwhOLvEEm63IyhikNs9wVQxF5IxhaCuhDgMuddXyj9f2LId0XKG9u96cQmRzoMZscntTE02I/s1600/screen_1354095201.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEVHwNs-uQ0forA8Kaz_oDl44kdKDQekJPEgKFAAOdsilUOXXh1WADoCQdZ5apFSwHRNzwhOLvEEm63IyhikNs9wVQxF5IxhaCuhDgMuddXyj9f2LId0XKG9u96cQmRzoMZscntTE02I/s200/screen_1354095201.jpg" width="200" /></a></div>
</td></tr>
</tbody></table>
<div style="text-align: left;">
<br />
<h2 style="text-align: left;">
Conclusion</h2>
<br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">There are several ways to significantly enhance the range and precision of depth buffers, unfortunately all of them rely on driver and hardware support. For OpenGL the absolute minimum would be the ability to get rid of the bias that OpenGL pipeline applies when remapping from normalized depth coordinates to depth buffer values; right now it's only possible on Nvidia. It's highly likely that other vendors will be able to support it since the same mode is used by DirectX.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">The best option would be to implement HW support for optimal depth buffer utilization. This would allow to reduce the bandwidth needed for depth and stencil usage, since even 16 bit logarithmic buffers are able to handle planetary scale with perfect precision where one needs it. With a 24bit logarithmic buffer one can handle cosmic scales.The next best option would be the ability to enable perspective interpolation on the z component, allowing to use linear and logarithmic depths without a loss of performance.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: small;">In Outerra we are currently using the logarithmic depth buffer with a couple of optimizations. Neither conservative depth nor the linearization seem to bring any significant performance improvements for us, but the dynamic control of fragment depth writes for object rendering can reclaim it back in most cases, as only the objects that are not tesselated enough require it. From this point of view it would be interesting to use dynamic tesselation for polygons that cross certain depth range threshold, but this needs to be tested yet.</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"></span></div>
<table><tbody>
<tr><td></td></tr>
</tbody><tbody></tbody></table>
</div>
<a href="https://twitter.com/cameni" style="font-family: "Trebuchet MS",sans-serif;" target="_blank"><span style="color: #3d85c6; font-family: "trebuchet ms" , sans-serif;">@cameni</span></a></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com17tag:blogger.com,1999:blog-4217826068942535587.post-88710073776933833712012-11-17T15:05:00.000+01:002012-11-20T11:32:29.061+01:00View Frustum Culling of Sphere-mapped Terrain<div dir="ltr" style="text-align: left;" trbidi="on">
View frustum culling is quite important part of any 3D engine, more so of engines focusing on a large scale terrain rendering. For objects we are using a variant of “p/n vertex” approach for culling object bounding boxes, represented as a center and a half-extent vector. The algorithm was described, for example, in the <a href="http://www.realtimerendering.com/" target="_blank">Real-Time Rendering</a> book. Also, Fabian Giesen has a nice <a href="http://fgiesen.wordpress.com/2010/10/17/view-frustum-culling/" target="_blank">comparison and evolution of view frustum culling methods</a> on his blog.<br />
<br />
The idea is to check the intersection of individual frustum planes with the axis-aligned box by computing the distance of the corner point of the box that is farthest “into” the plane. There’s an elegant way how to do that. Provided you have an axis-aligned box represented with a center and a half-extents of the box for x, y and z, you can compute the signed distance from the center to the plane (using dot with the plane normal). Plane normal points inside the frustum, so for the center points inside of it you get a positive distance, and a negative one otherwise.<br />
<br />
The box corner that lies farthest into the plane (the one that we need to check against) is the one that would maximize the signed distance from the plane. We can get the distance by projecting the half-extents onto the plane normal and summing up the absolute values (or, since the extents are positive values, by taking the absolute values of plane normal components).<br />
<br />
<div class="separator" style="clear: both; text-align: left;">
<img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMOYCm_P0IcZxzWqU1y5USVpsbUFv60XT1vjthSiTrw6wva2bj_VfmMtX5r94zF3g4Msq1qEytaARlfvmdJKvCmxS6zvFipIl6r-YFtT_HHwta1r7KzoWfGLw-ATnDIznSjz5vr1klTZM/s200/box1.png" width="200" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCMZ1JKPFRP1LZRgGkeOnti9mVF8J_pL1jQKRjcIKDPUGqlkC7qrlfrYdOzfrgDhDTdBG0v_BnVg6HmKPN0-R6T0AgCEttTPLnShXHh5-wS61I0EigJapz7lbi3RiNn1h6oANYb0Lxh9A/s1600/box2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCMZ1JKPFRP1LZRgGkeOnti9mVF8J_pL1jQKRjcIKDPUGqlkC7qrlfrYdOzfrgDhDTdBG0v_BnVg6HmKPN0-R6T0AgCEttTPLnShXHh5-wS61I0EigJapz7lbi3RiNn1h6oANYb0Lxh9A/s200/box2.png" width="200" /></a></div>
<br />
This method can be generalized to oriented bounding boxes by rotating the plane into the OBB space first.<br />
<br />
<h3 style="text-align: left;">
Culling terrain tiles</h3>
<div style="text-align: left;">
<br />
The algorithm is of course applicable for culling a tiled terrain. For a plane-mapped terrain the situation would be much simpler. Certainly one would choose the terrain tiles to be axis-aligned from the start, avoiding the need for rotating the frustum planes into the oriented bounding-box space.<br />
<br />
However, for spherical worlds it’s more complicated. Not only the tiles on sphere surface will be arbitrarily oriented, but because there’s no way to wrap a rectangular grid over a sphere seamlessly, the tiles will be also deformed.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Outerra uses a variant of <a href="http://en.wikipedia.org/wiki/Quadrilateralized_spherical_cube" target="_blank">quadrilateralized spherical cube mapping</a> which looks like this:</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQQtomhuVUeTvgyrOcwd9tlylt_qBbDG59ebCybUlnbk591r0-Es-MhF4JYye2kOA36zcLKcHU-wrvUvyrHx6GY0Jj0TJGIWMZSGCI9GYupzDoUtsfQ5sI7r0Vk9fr6gQLsCuACp_dgN4/s1600/earthball.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="319" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQQtomhuVUeTvgyrOcwd9tlylt_qBbDG59ebCybUlnbk591r0-Es-MhF4JYye2kOA36zcLKcHU-wrvUvyrHx6GY0Jj0TJGIWMZSGCI9GYupzDoUtsfQ5sI7r0Vk9fr6gQLsCuACp_dgN4/s320/earthball.png" width="320" /></a></div>
<div style="text-align: left;">
<br /></div>
You’ll notice that the individual tiles generally aren’t rectangular. The major deformation component is the shear. Upper-level tiles are more deformed in other, non-symmetric ways, but as we go lower we go in the quad-tree hierarchy, the shear becomes the dominant one.<br />
<br />
We can wrap the tiles in oriented or even axis aligned bounding boxes. but in many cases it would be wasteful, leading to false positives.<br />
<br />
But here’s an interesting thing. Since the shear is an affine transform, one can actually rotate the frustum planes directly into the skewed space and perform the culling test there normally.<br />
<br />
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihSaU-JNTsgo4FTbF3jCNy5zCSqjg2OUL8u7vU_f0i12OWcgUTN7pgo3KlwwjEvyGFFRmGltnkwOx3qUeKrenm6B75oHN5sdc5zOndLbzsyBRC17CWHubZzCA0NRhJ63j16MQQmxDMFeY/s1600/box3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihSaU-JNTsgo4FTbF3jCNy5zCSqjg2OUL8u7vU_f0i12OWcgUTN7pgo3KlwwjEvyGFFRmGltnkwOx3qUeKrenm6B75oHN5sdc5zOndLbzsyBRC17CWHubZzCA0NRhJ63j16MQQmxDMFeY/s200/box3.png" width="200" /></a> </div>
<br />
This can be done by multiplying the rotation matrix by our shear matrix, and transforming the planes with the transpose of the inverse of the resulting matrix.<br />
<br />
(Update: simplified the math)<br />
<br />
The resulting rotation matrix can be simply made from normalized vectors of the skewed tile space itself, like this:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0rkdluPNXKtsrqAYoSnZSN5-bl2bvJLstHbh2JuuW45ekHL3lzYkt3IlI7vhT_whuSsLyyO-nTa_N4uimNWzpmGA6g0XbzWdyGQfzK0JqDqkOkyMg3aGabcvP5uoEfKagCOylUaccTwk/s1600/shear-res2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" src="data:image/gif;base64,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" /></a></div>
<br />
The following code tests whether a skewed box lies in the frustum:<br />
<div style="text-align: center;">
<br /></div>
<div style="background: #f2fff2; border: 1px solid #e0f0e0; white-space: pre;">
<span style="font-family: "Courier New",Courier,monospace;"> float d = dot(center, plane);
float3 npv = abs(R * plane);
float r = dot(extents, npv);
<span style="background-color: #fff2cc;"></span>
if(d+r > 0) // partially inside
if(d-r >= 0) // fully inside
</span></div>
<br />
The <i>npv = abs(R*plane)</i> can be precomputed, from a certain level of the quad-tree the <i>u</i> and <i>v</i> vectors of tiles don't change much, and thus the matrix R changes only marginally and <i>npv</i> can be cached and reused. <br />
<br />
Lastly, here’s a short video showing it in action on an extreme case of shear:<br />
<br />
<div style="text-align: center;">
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="360" src="http://www.youtube.com/embed/Tf4HaUNPvL8" width="640"></iframe></div>
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Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com6tag:blogger.com,1999:blog-4217826068942535587.post-24372582700510818342012-11-15T20:40:00.001+01:002012-11-16T11:21:04.525+01:00OpenGL Notes #2: Texture bind performance<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: Arial, Helvetica, sans-serif;">Some time ago we encountered a strange performance slowdown in our object renderer on NVIDIA hardware. </span><span style="font-family: Arial, Helvetica, sans-serif;">I didn't have mesh sorting by material id</span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-family: Arial, Helvetica, sans-serif;"> implemented yet</span>; I knew that this could be issue but I thought it could take 1ms top. But the actual slowdown was way bigger. </span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-family: Arial, Helvetica, sans-serif;">Later I found out that it was indeed caused by </span><span style="font-family: Courier New, Courier, monospace;">glBindMultiTextureEXT</span><span style="font-family: Arial, Helvetica, sans-serif;">. </span>So I ran a couple of tests, first using one big texture <i>(</i></span><span style="font-family: Arial, Helvetica, sans-serif;"><i>2048x2048</i></span><span style="font-family: Arial, Helvetica, sans-serif;"><i>)</i> for all meshes, then adding the sorting by material id. You can see the times for the </span><span style="font-family: Arial, Helvetica, sans-serif;">final object pass</span><span style="font-family: Arial, Helvetica, sans-serif;"> in the Table 1.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">TABLE 1: Objects in the test scene had about 400k tris, ~250 meshes and 42 textures</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">all textures had the same format, diffuse DXT1, normal 3DC/ATI2 etc.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">NVIDIA DRV: 306.97</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">, </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">306.94 (Nsight)</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> and 310.33, AMD DRV: 12.10</span><br />
<table border="1" cellpadding="2" cellspacing="0" style="border-collapse: collapse; border: 1px solid #C3C3C3; font-family: Arial, Helvetica, sans-serif; width: 75%;">
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<td></td>
<td>NVIDIA 460 1GB (ms)</td>
<td>AMD 6850 (ms)</td>
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<td><b>without sorting</b></td>
<td><b>15.0</b></td>
<td><b>5.0</b></td>
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<td>one texture</td>
<td>3.3</td>
<td>4.0</td>
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<tr>
<td>sort by mesh/material</td>
<td>6.8</td>
<td>4.3</td>
</tr>
</tbody></table>
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<span style="font-family: Arial, Helvetica, sans-serif;">Those numbers are pretty bad for NVIDIA. But the weird thing is that we have no such issue in the terrain renderer, which uses unique textures for every terrain tile, making about ~200 meshes/textures per frame, but the performance there is great. There is no difference in the render states, object renderer follows immediately after the terrain renderer without any changes to the render states. I have tried a lot of tests - a simple shader, non-DSA functions for texture binding, render without terrain etc., without luck - every time I started to change the textures per mesh</span><span style="font-family: Arial, Helvetica, sans-serif;"> </span><span style="font-family: Arial, Helvetica, sans-serif;">I hit the wall. <i>(</i></span><span style="font-family: Arial, Helvetica, sans-serif;"><i>I used two textures for this test and the time was almost 15 ms).</i></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">I moved to NVIDIA Nsight to find out where exactly is this slowdown, and I found out that every time </span><span style="font-family: Courier New, Courier, monospace;">glBindMultiTextureEXT</span><span style="font-family: Arial, Helvetica, sans-serif;"> is called, the following draw call <i>(in this case </i></span><span style="font-family: Courier New, Courier, monospace;"><i>glDrawRangeElements</i></span><span style="font-family: Arial, Helvetica, sans-serif;"><i>)</i> is much longer both on the CPU side and the GPU side too. With debug rendering context there were no performance warnings. Full of frustration I was browsing the <a href="http://delphigl.de/glcapsviewer/listreports.php" target="_blank">glCapsViewer database</a> and comparing with texture caps between NVIDIA and AMD. There was one interesting number that had drawn my attention: </span><span style="font-family: Courier New, Courier, monospace;">MAX_COMBINED_TEXTURE_IMAGE_UNITS</span><span style="font-family: Arial, Helvetica, sans-serif;"> on NVIDIA SM4 hardware is from 96 to 192 texture image units. On AMD only 32 <i>(the spec tells it should be at least 48 for GL3.3, at least 16 per stage and there are three stages in GL3.3)</i>. This number means how many textures you can bind at once by </span><span style="font-family: Courier New, Courier, monospace;">glActiveTexture(GL_TEXTURE0+192,...)</span><span style="font-family: Arial, Helvetica, sans-serif;">. In one shader stage you can use 16-32 textures </span><span style="font-family: Arial, Helvetica, sans-serif;">only</span><span style="font-family: Arial, Helvetica, sans-serif;"> </span><span style="font-family: Arial, Helvetica, sans-serif;">from this budget and these textures are specified by </span><span style="font-family: Courier New, Courier, monospace;">glUniform1i</span><span style="font-family: Arial, Helvetica, sans-serif;"> calls.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The idea that came to me was to bind as many textures as I can at once <i>(in my case there were 160 units available on NV460, more than enough for my test scene)</i> and render all meshes without texture binding. Additionally per mesh I call one </span><span style="font-family: Courier New, Courier, monospace;">glUniform1iv</span><span style="font-family: Arial, Helvetica, sans-serif;">, which tells the shader which texture unit is being used. This uniform call is a fast one <i>(usually i'm using </i></span><span style="font-family: Courier New, Courier, monospace; font-style: italic;">glVertexAttrib</span><span style="font-family: Arial, Helvetica, sans-serif;"><i> to pass a mesh specific parameters to the vertex shader, whould be nice to know which way is faster but I think the difference is negligible)</i> The result was more than interesting, see Table 2. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">TABLE 2: The same scene, </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">NVIDIA DRV: 306.97, 306.94 (Nsight)</span><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"> and 310.33, AMD DRV: 12.10</span><br />
<table border="1" cellpadding="2" cellspacing="0" style="border-collapse: collapse; border: 1px solid rgb(195, 195, 195); font-family: Arial, Helvetica, sans-serif; width: 488px;"><tbody>
<tr><td></td><td>NVIDIA 460 1GB (ms)</td><td>AMD 6850 (ms)</td></tr>
<tr><td>one texture</td><td>3.3</td><td>4.0</td></tr>
<tr><td>sort by mesh/material</td><td>6.8</td><td>4.3</td></tr>
<tr><td><b>texture bind group</b></td><td><b>3.36</b></td><td><b>4.1</b></td></tr>
</tbody></table>
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<span style="font-family: Arial, Helvetica, sans-serif;">I was curious how this will work on AMD, but the limit is 32 image units there. I created so called <i>"texture bind groups"</i> with the max size set to </span><span style="font-family: Courier New, Courier, monospace;">MAX_COMBINED_TEXTURE_IMAGE_UNITS</span><span style="font-family: Arial, Helvetica, sans-serif;"> minus the number of channels needed for other stuff <i>(in my case I have 26 free bindable units on AMD)</i> and split the meshes to these groups. The result was better than the version with sorting, so I left this implementation for both vendors.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">I would be still interested to learn what is causing such a big slowdown on NVIDIA architecture.</span></div>
Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-4217826068942535587.post-18673075315215068772012-11-13T13:35:00.000+01:002012-11-13T13:35:41.807+01:00Importing models and basic scripting in Outerra<div dir="ltr" style="text-align: left;" trbidi="on">
Latest versions of Anteworld have brought support for model import and basic scripting of aircraft and vehicle physics. Outerra supports only the Collada format at the moment, but support for FBX will be coming as well.<br />
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For scripting we are using Javascript, reusing the V8 Javascript engine from the embedded Chromium browser. API for the scripting is automatically generated by a tool directly from definitions in our sources, so the same API will be available for C++, Javascript and any other language we add later to the generator.<br />
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Here's a video showing the import process and scripting the physics for two vehicles - a 8x8 Tatra truck and a BMW M3 model. <br />
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Forum thread for the importer is <a href="http://www.outerra.com/forum/index.php?topic=1253.0" target="_blank">here</a>.<br />
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There's been a couple of models imported already by our fans, for example some <a href="http://www.youtube.com/watch?v=Dli62QTxOMs" target="_blank">architecture test</a>, a <a href="http://www.youtube.com/watch?v=4-MgivNfXZI">Soviet flying boat</a>, <a href="http://www.youtube.com/watch?v=ZSbe5bsyIu8">Mercedes Benz 500K</a> by Denis Krupin.<br /><br />See also Jeff's quest in reconstructing <a href="http://theantisocialgamer.blogspot.sk/2012/10/stoumont-outerra-upadte.html" target="_blank">Stoumont in Outerra</a>:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76Y0jnPs7Kz_oJ2UE1hNm2TthtxtMVN2NJwQFPHlNde1tLfnI83A3qhVs0KJNt79Foh1Vr4oyhKGsVxlZZXWWLMnbrhMn-JZREwkz3RM7Wnjo_REm8W-cAkgPwV5_AySH6vERM1-sO3o/s1600/screen_1349874083.jpg" target="_blank"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76Y0jnPs7Kz_oJ2UE1hNm2TthtxtMVN2NJwQFPHlNde1tLfnI83A3qhVs0KJNt79Foh1Vr4oyhKGsVxlZZXWWLMnbrhMn-JZREwkz3RM7Wnjo_REm8W-cAkgPwV5_AySH6vERM1-sO3o/s400/screen_1349874083.jpg" width="400" /></a></div>
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Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-38568458371221096812012-08-02T22:38:00.000+02:002012-08-02T22:52:45.336+02:00Geotagging and Outerra<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-qizEFnCd43v11v2wKcoahNSNSxNKzqiQmLgIllA900RayXHD4PixSrNyUwqySpCZbM8oEsgHPUf1F1YD5zQ5DC3b-nfDpwTB6dwsmX5n3zZrGGaVpjBDZ6i08vj78KgBwkFpbxr6MQ/s1600/screen_1343937514.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
In the recent unstable build of Anteworld we have implemented a feature that was on our mind for some time already - embedding positional information into the screenshots. Anteworld (and the Outerra engine itself) primarily focuses on planet Earth, rendering real locations using the available elevation data that are then further refined by fractal algorithms. It occurred to us that we could add meta info to screenshots captured from the program, recording the current position and orientation so that these screenshots can be used in other programs that can recognize it to retrieve the position and use it with mapping and other services.<br />
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For this purpose we have switched to the JPEG format for captured screens so that we could attach EXIF headers with GPS positional info. The structure of the EXIF format is quite awkward and in my opinion uselessly complicated; instead of a simple extendable text format it uses an indirectly addressed structure with a rigid format, inheriting from TIFF structure. However, the format is rooted deeply and used everywhere.<br />
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Geo location can be recorded in special GPS section, where it is possible to record the usual stuff - latitude, longitude, altitude and more. Unfortunately, the standard-defined orientation only counts with the heading angle and doesn't expect someone might need pitch and roll. After a bit of search I found that it was already addressed in <a href="http://www.sno.phy.queensu.ca/%7Ephil/exiftool/" target="_blank">exiftool</a> by adding custom fields for GPSPitch and GPSRoll, and so I've decided to use these unofficial extensions so there's at least one quite widely used tool that can recognize it too.<br />
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With the positional info embedded within the generated screenshots you can open the image with image viewers such as XnView or IrfanView, which can read it and open a mapping web application, passing in the location data.<br />
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For example, the following screenshot can be opened in Xnview:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKgqDDxG7dvEoN89I5xRSsqE0kyFKe2I0zyJTpWNjnO8OFCdauSXmjVqm2smVSZwQWIVd23ej03Q9IEPJQmZnw5KSKJPlV89y2ECyX0iejhE49fBvZiuOZLnDfcl3-93vqpA0B7z6OEzE/s1600/screen_1343933192.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKgqDDxG7dvEoN89I5xRSsqE0kyFKe2I0zyJTpWNjnO8OFCdauSXmjVqm2smVSZwQWIVd23ej03Q9IEPJQmZnw5KSKJPlV89y2ECyX0iejhE49fBvZiuOZLnDfcl3-93vqpA0B7z6OEzE/s400/screen_1343933192.jpg" width="400" /></a></div>
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From there you can go via Edit -> Metadata -> <a href="http://toolserver.org/%7Egeohack/geohack.php?language=en&params=27.338229_N_84.615014_E_" target="_blank">Open GPS Location in GeoHack</a>, which provides quick links to open the location in <a href="https://maps.google.com/maps?ll=27.338229,84.615014&spn=0.3,0.3&t=m&q=27.338229,84.615014" target="_blank">Google Maps</a>, <a href="http://www.openstreetmap.org/index.html?mlat=27.338229&mlon=84.615014&zoom=11&layers=B000FTF" target="_blank">OpenStreetMap</a>, as a dual view in <a href="http://www.topomapper.com/splitscreen.html?zoom=11&lat=27.338229&lon=84.615014&layers=00000000B0" target="_blank">Topomapper</a>, or in lots of other services. <br />
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Google Earth in its recent versions doesn't recognize the location from jpg files (when using Add->Photo), though it supposedly worked in earlier versions.<br />
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Jumping into photos</h3>
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The second, perhaps more interesting part of the geotagging functionality implemented in Outerra is the ability to read the positional info from the screenshots back when starting Outerra, and setting up the camera position and orientation accordingly. This can be used to explore interesting locations that others discover just by using their images, or to use images to store saved locations instead of having to use separate camera position files.<br />
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Obviously, this can be used also with images originating from other sources - digital cameras and smartphones with GPS and optional orientation sensor, images geotagged manually etc. It's a quick way to see how a given location looks in Outerra. A couple of examples tested with Outerra:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJZ_8aThzE8t2QdIzkNZ_We0Hg5gXnIMTzGafqBDqo0ELlmPDl8dzLoTFgQuzTRUcRsx3CknGum-sVetxHQy8fIBn2Zr9wfSFrU9pYM-5rgpzNo41RzbtT9YxZf_gQDmc7XYZ0KlL9Hv4/s1600/exif1.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJZ_8aThzE8t2QdIzkNZ_We0Hg5gXnIMTzGafqBDqo0ELlmPDl8dzLoTFgQuzTRUcRsx3CknGum-sVetxHQy8fIBn2Zr9wfSFrU9pYM-5rgpzNo41RzbtT9YxZf_gQDmc7XYZ0KlL9Hv4/s320/exif1.JPG" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-qizEFnCd43v11v2wKcoahNSNSxNKzqiQmLgIllA900RayXHD4PixSrNyUwqySpCZbM8oEsgHPUf1F1YD5zQ5DC3b-nfDpwTB6dwsmX5n3zZrGGaVpjBDZ6i08vj78KgBwkFpbxr6MQ/s1600/screen_1343937514.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-qizEFnCd43v11v2wKcoahNSNSxNKzqiQmLgIllA900RayXHD4PixSrNyUwqySpCZbM8oEsgHPUf1F1YD5zQ5DC3b-nfDpwTB6dwsmX5n3zZrGGaVpjBDZ6i08vj78KgBwkFpbxr6MQ/s320/screen_1343937514.jpg" width="320" /> </a></div>
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The direction in the next one (from Iphone) is somewhat off, GPS info says the heading is 255 degrees, but it seems to be more to the north, also by the Google Maps:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7jhtLiOl6OB1bo65QLhAY4rNsuaBU3e1y68F5JtDC-1vxnqEAX_wzUSMAxooNNCWOnMhMlmJPJxOiFvo6fTLaWXFtyw8hhgtgTaFNm7yAhd2fWVtOdOZ_GuxZwzECFWW_oFfQFSkrUKU/s1600/exif2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7jhtLiOl6OB1bo65QLhAY4rNsuaBU3e1y68F5JtDC-1vxnqEAX_wzUSMAxooNNCWOnMhMlmJPJxOiFvo6fTLaWXFtyw8hhgtgTaFNm7yAhd2fWVtOdOZ_GuxZwzECFWW_oFfQFSkrUKU/s320/exif2.jpg" width="320" /></a></div>
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As usual, mountainous areas would benefit from using 30m data.</div>
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Well. Obviously still a lot of work ahead of us ;-)</div>
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</div>Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-15969828543964989332012-07-25T10:14:00.002+02:002012-07-25T10:23:14.607+02:00OpenGL Insights book<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://openglinsights.com/" target="_blank">OpenGL Insights</a> book web page has gone <a href="http://openglinsights.com/" target="_blank">live</a> and is available for <a href="http://www.amazon.com/gp/product/1439893764/khongrou-20" target="_blank">preorders</a>.<br />
<a href="http://www.blogger.com/goog_934149057"><br /></a><br />
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<a href="http://openglinsights.com/" target="_blank"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrmINWnsVWbuivXnjYq1IPcVS5oBNZlp_hgctK4nk9oXOWaeAAR_nlKVvjzRVjeOPF1UOA3qjTi-D0aHoTHR0ncn0iFSQdUIIuZXLMDDAuTr1A-WMDf_6rWa_MMittZ0DdPBbeRePDEuc/s320/frontcover.png" width="249" /> </a></div>
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We have contributed two chapters to it, Laco "Angrypig" Hrabcak co-wrote the <a href="http://www.seas.upenn.edu/%7Epcozzi/OpenGLInsights/OpenGLInsights-AsynchronousBufferTransfers.pdf" target="_blank"><b><i>Asynchronous Buffer Transfers </i></b></a>chapter (together with Arnaud Masserann), and I wrote <b><i>In-Game Video Capture with Real-Time Texture Compression</i></b> chapter there.<br />
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Laco's chapter has been also made <a href="http://www.seas.upenn.edu/%7Epcozzi/OpenGLInsights/OpenGLInsights-AsynchronousBufferTransfers.pdf" target="_blank">available online</a> as one of the sample chapters.<br />
<br /></div>Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com1tag:blogger.com,1999:blog-4217826068942535587.post-68981254765588413972012-07-02T15:14:00.001+02:002012-07-02T15:57:19.493+02:00Great FloodAs one of the steps necessary to support lakes, dikes and <a href="http://en.wikipedia.org/wiki/List_of_places_on_land_with_elevations_below_sea_level" target="_blank">lands below the sea level</a> in Outerra, I've made the sea level parametrized. For now it can be set globally to values above or below the mean sea level.<br />
<br />
Here are some screens of North America for sea levels of 0, 100, 200, 500 and 1000 meters. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmplb2xy9l_MNCZNd4ZsU4Yw7M3h9r9DN_8aBhQj-dyKmo2u2mCroDd_vAs5bBYntj2duJBuiecm4tvZcILFoqQ60Jx8X5o8nNMtMNnn2j30aJSstUOWibhMxpePuc3yLalwh8CnWg4qY/s1600/flood-am-0.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmplb2xy9l_MNCZNd4ZsU4Yw7M3h9r9DN_8aBhQj-dyKmo2u2mCroDd_vAs5bBYntj2duJBuiecm4tvZcILFoqQ60Jx8X5o8nNMtMNnn2j30aJSstUOWibhMxpePuc3yLalwh8CnWg4qY/s400/flood-am-0.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZj3R-T0i7BtawGkZpWN91ggYvfK594Pa5s0zgkUCHDY3xn2yeeIO1BEIUU-SK0bpfdwWgfYFuuBP20OVwSXS-GTwpAx-Wc2CTAeonAXeYqAcwR3MS7xgRSghixcm7aGD1dLC4iEnaqQw/s1600/flood-am-100.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZj3R-T0i7BtawGkZpWN91ggYvfK594Pa5s0zgkUCHDY3xn2yeeIO1BEIUU-SK0bpfdwWgfYFuuBP20OVwSXS-GTwpAx-Wc2CTAeonAXeYqAcwR3MS7xgRSghixcm7aGD1dLC4iEnaqQw/s400/flood-am-100.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWwwxp9WShdEe0XQacEeBusl62DGqRExa5d8MqovBorJ3oEfNPraTMCn0eg2qsbzWeXfvs7Y9vem-lsnKRNOa5NvyPu6FaiXBDe15IsTUBORQFNtKGB7SImSGyCAqRfVfdw5rjJRn2dY/s1600/flood-am-200.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWwwxp9WShdEe0XQacEeBusl62DGqRExa5d8MqovBorJ3oEfNPraTMCn0eg2qsbzWeXfvs7Y9vem-lsnKRNOa5NvyPu6FaiXBDe15IsTUBORQFNtKGB7SImSGyCAqRfVfdw5rjJRn2dY/s400/flood-am-200.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9dsKLPp8KwhDIFpFZxk2J86k9-zPiNk9mHP_kqqgJAq8QSTOjRcoNS_C3MW9A1A3c-s_c_R3a9PO1MDLRMX9cWYCrs1LS7C6bez_TR82qK8hyCZcxBsvHGloP3QBPltjfwETimHCjPsQ/s1600/flood-am-500.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9dsKLPp8KwhDIFpFZxk2J86k9-zPiNk9mHP_kqqgJAq8QSTOjRcoNS_C3MW9A1A3c-s_c_R3a9PO1MDLRMX9cWYCrs1LS7C6bez_TR82qK8hyCZcxBsvHGloP3QBPltjfwETimHCjPsQ/s400/flood-am-500.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ-tqBSXPSXB8v95qs-qC7MxwCL_SWmziQkSr7XGoJqVsy7A5qhR1o4KH1mssnYyhs9qXFBWCi405B-kY59ICA_6d32k8EVkwZy-CWRANTvXaNBTUvLHOBNkTzJ4fglRm9vqCSOl5UFMM/s1600/flood-am-1000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ-tqBSXPSXB8v95qs-qC7MxwCL_SWmziQkSr7XGoJqVsy7A5qhR1o4KH1mssnYyhs9qXFBWCi405B-kY59ICA_6d32k8EVkwZy-CWRANTvXaNBTUvLHOBNkTzJ4fglRm9vqCSOl5UFMM/s400/flood-am-1000.png" width="400" /></a></div>
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The same for Europe with sea levels of 0, 100, 200, 500 and 1000 meters. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihEOsd43_NCqcqpqyx86c-26nT3NQS4BqFhsP7FT4raliYYiF8YAoCffXXPiE6kdEg4UVGHK5F0C5en4uEVvjhbDCXyaBJZXuIS9P05RjfStS2YwysVDU8Y2CNuwTlub4zuMjyc_UYusA/s1600/flood-eu-0.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihEOsd43_NCqcqpqyx86c-26nT3NQS4BqFhsP7FT4raliYYiF8YAoCffXXPiE6kdEg4UVGHK5F0C5en4uEVvjhbDCXyaBJZXuIS9P05RjfStS2YwysVDU8Y2CNuwTlub4zuMjyc_UYusA/s400/flood-eu-0.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOABm8KfVXb_e0r8FAaAyYQ1_d-U0pN2ARKkmTnRBmCA0rcVHEhiwG6psIGCCnEvXa63in1mdkq0XaxlPJ_D6N9IaQyE5TDKzKf8K7EDA9NRfVmeheXjeDCbFp1Y6RpykLZwoLBBirYME/s1600/flood-eu-100.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOABm8KfVXb_e0r8FAaAyYQ1_d-U0pN2ARKkmTnRBmCA0rcVHEhiwG6psIGCCnEvXa63in1mdkq0XaxlPJ_D6N9IaQyE5TDKzKf8K7EDA9NRfVmeheXjeDCbFp1Y6RpykLZwoLBBirYME/s400/flood-eu-100.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBzjJ4NfGfJFWzunruyP_MTNgiZz6PT99WJnTlRh2u7SLmhkx6qWkjl3JssWxQDMP9-pfs3xCurSyRj5Kr6QsW92CL1giTGgmBP4nRAxUu5-ygfrWImuUArLW6AXPzSJ02HOnI0fksuLU/s1600/flood-eu-200.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBzjJ4NfGfJFWzunruyP_MTNgiZz6PT99WJnTlRh2u7SLmhkx6qWkjl3JssWxQDMP9-pfs3xCurSyRj5Kr6QsW92CL1giTGgmBP4nRAxUu5-ygfrWImuUArLW6AXPzSJ02HOnI0fksuLU/s400/flood-eu-200.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDRa3ZyUA9jJEm0w7xdl9mYa1CdcgOaXzCXJaidX0feg9rCcs18VuclIXFmMzX0n76ssxf_OLY6Jm1HT62xj28kje-EDnqBS-gQLY5fHrlGHgEG7qBPfOEtBszgHTeKvlRejEsZEP2hDA/s1600/flood-eu-500.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDRa3ZyUA9jJEm0w7xdl9mYa1CdcgOaXzCXJaidX0feg9rCcs18VuclIXFmMzX0n76ssxf_OLY6Jm1HT62xj28kje-EDnqBS-gQLY5fHrlGHgEG7qBPfOEtBszgHTeKvlRejEsZEP2hDA/s400/flood-eu-500.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxWfAIf-is12oJ4xGGbH0jw9CgLY59jpvbqbcu4q8r9NM3hsO2KX8uvc1AHgkZp-cywdOgi4vtHMWkHS5uWVF9Jt-nG8cKINkl6thqhhNqWt727mkhkyZHieUpG3kRjezeo9-jd0puAlQ/s1600/flood-eu-1000.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxWfAIf-is12oJ4xGGbH0jw9CgLY59jpvbqbcu4q8r9NM3hsO2KX8uvc1AHgkZp-cywdOgi4vtHMWkHS5uWVF9Jt-nG8cKINkl6thqhhNqWt727mkhkyZHieUpG3kRjezeo9-jd0puAlQ/s400/flood-eu-1000.png" width="400" /></a></div>
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With 500 and 1000m rise the world changes beyond recognition.<br />
<br />
While the rise of sea level by 1000m is completely out of proportion and would require some serious biblical sinning or Earth gradually absorbing a body of water with the size of <a href="http://en.wikipedia.org/wiki/90377_Sedna" target="_blank">Sedna</a>, it could still serve as a background for a science-fiction based game.<br />
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For some opposite change: Great Britain with sea level falling by -20, -50 and -100m respectively:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF_-wz6JiLYo5ibYT3iwR4WY-ufSwNlytU89v8aPFtYnuvLwdiQTK5CscDcMoNxfduemu63hhksg4XLWg8Nv7sQ3CiB-GKQRZ44DuKGqUUJJXFXgoEj8RWTqKvwYkCVHF2Cuz2VDSfKwM/s1600/flood-gb.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF_-wz6JiLYo5ibYT3iwR4WY-ufSwNlytU89v8aPFtYnuvLwdiQTK5CscDcMoNxfduemu63hhksg4XLWg8Nv7sQ3CiB-GKQRZ44DuKGqUUJJXFXgoEj8RWTqKvwYkCVHF2Cuz2VDSfKwM/s640/flood-gb.png" width="640" /></a></div>
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Lastly, a view from the hills around the Los Angeles sea.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWDC1fafnHb51aSsm1_jt9_ifHNgJpHWIJkLF8sYRJfmyDMEcZ-WZDv6HNYZoZzeUsWqImOO5EYnD-yGfRjrjOXKDsFCkwAr46h-NPijpB8yHekTyWlzbD9kj9Sclbvc5BCIUFI2a3b5I/s1600/flood-la.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWDC1fafnHb51aSsm1_jt9_ifHNgJpHWIJkLF8sYRJfmyDMEcZ-WZDv6HNYZoZzeUsWqImOO5EYnD-yGfRjrjOXKDsFCkwAr46h-NPijpB8yHekTyWlzbD9kj9Sclbvc5BCIUFI2a3b5I/s640/flood-la.png" width="640" /></a></div>
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<br />Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com8tag:blogger.com,1999:blog-4217826068942535587.post-51189287971509647972012-06-18T12:06:00.000+02:002012-11-29T16:04:59.230+01:00A couple of OpenGL notes<div dir="ltr" style="text-align: left;" trbidi="on">
<h4>
</h4>
A couple of notes mostly for my own reference, and for the unlucky souls who google through here after encountering similar problems.<br />
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<h4>
A floating-point depth buffer</h4>
<br />
Some time ago I wrote about the possible use of <a href="http://outerra.blogspot.sk/2009/12/floating-point-depth-buffer.html">a reversed-range floating point depth buffer</a> as an alternative to the <a href="http://outerra.blogspot.sk/2009/08/logarithmic-z-buffer.html">logarithmic depth buffer</a> (see also <a href="https://plus.google.com/110179169236197163158/posts" target="_blank">+Thatcher Ulrich</a>'s <a href="http://tulrich.com/geekstuff/log_depth_buffer_vis.html">post about logarithmic buffers</a>). A RFP depth buffer has got some advantages over the logarithmic one we are still using today, namely no need to write depth values in the fragment shader for objects close to the camera in order to suppress depth bugs caused by insufficient geometry tesselation, because the depth values interpolated across polygon diverge from the required logarithmic value significantly in that case.<br />
<br />
Writing depth values in a fragment shader causes a slight performance drop because of the additional bandwidth the depth values take, and also because it disables various hardware optimizations related to depth buffers. However, we have found the performance drop to be quite small in our case, so we didn't even test the floating point buffer back then.<br />
A disadvantage of floating-point depth buffer is that it takes 32 bits, and when you also need a stencil buffer it no longer fits into a 32 bit alignment, and thus consumes twice as much memory as a 24b integer buffer + 8b stencil (if there was a 24-bit floating point format, its resolution would be insufficient and inferior in comparison to the logarithmic one, in our case).<br />
<br />
Recently we have been doing some tests of our new object pipeline, and decided to test the reversed floating-point buffer to see if the advantages can outdo the disadvantages.<br />
<br />
However, a new problem arose that's specific to OpenGL: since in
OpenGL the depth values use normalized device range of -1 to 1, techniques that rely on a higher precision of floating point values
close to zero cannot be normally used because the far plane is mapped to -1
and not to 0. <br />
<br />
Alright, I thought, I will sacrifice half of the range and simply
output 1..0 values from the vertex shader, the precision will be still sufficient.<br />
However, there is a problem that
OpenGL does implicit conversion from NDC to 0..1 range to compute
the actual values to write to the depth buffer. That conversion is defined as
0.5*(f-n)*z + 0.5(f+n) where n,f are values given by glDepthRange.
With default values of 0,1 that means that the output value of z
from vertex shader gets remapped by 0.5*z + 0.5.<br />
Since the reversed FP depth buffer relies on better precision near
0, the addition of 0.5 to values like 1e-12 pretty much discards
most of the significant bits, rendering the technique unusable.<br />
<br />
Calling glDepthRange with -1, 1 parameters would solve the problem (making the conversion 1*z + 0),
but the spec explicitly says that "The parameters n and f are
clamped to the range [0; 1], as are all arguments of type clampd or
clampf".<br />
On Nvidia hardware the NV_depth_buffer_float extension comes to the rescue, as it allows to set non-clamped values, but alas it's
not supported on AMD hardware, and that's the end of the journey for now.<br />
<br />
<span style="color: #cc0000;">Update:</span> a more complete and updated info about the use of reverse floating point buffer can be found in post <a href="http://outerra.blogspot.com/2012/11/maximizing-depth-buffer-range-and.html">Maximizing Depth Buffer Range and Precision</a>.<br />
<a href="http://outerra.blogspot.sk/2012/11/maximizing-depth-buffer-range-and.html"></a><br />
<br />
<h4>
Masquerading integer values as floats in outputs of fragment shaders</h4>
<br />
Occasionally (but in our case quite often) there's a need to combine floating point values with integer values in a single texture. For example, our shader that generates road mask (to be applied over terrain geometry in another pass) needs to output road height as float, together with road type and flags as integers. Since using shader instructions uintBitsToFloat or floatBitsToUint is cheap (they are just type casts), it can be easily done.<br />
<br />
However, there's a problem: if you use a floating-point render target for that purpose, the exact bit representation of the masqueraded integer values may not be preserved on AMD hardware, as the blending unit, even though inactive, can meddle with the floating point values, altering them in a way that doesn't do much to the interpretation of floating point values, but changes the bits in some cases.<br />
<br />
In this case you need to use an integer render target and cast the floating point values to int (or uint) instead.<br />
<br /></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com0tag:blogger.com,1999:blog-4217826068942535587.post-13814485528165147672012-05-27T23:19:00.002+02:002014-05-11T12:37:41.358+02:00Procedural grass rendering<div dir="ltr" style="text-align: left;" trbidi="on">
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<h2 style="text-align: center;">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9emGKlA1P-YdO4BVk4Ci963HyR0SCof2UXO8U6AtLLlKJ99uMMLJ5Om482EfEG3hSYsPWXdaGIWkxgRATDUwzblKXY4d-08xm3-54sm1wbh9cMP8wG_6mb_2Z5KuML7zUoCPryqIhQoY/s1600/screen_1337956756.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9emGKlA1P-YdO4BVk4Ci963HyR0SCof2UXO8U6AtLLlKJ99uMMLJ5Om482EfEG3hSYsPWXdaGIWkxgRATDUwzblKXY4d-08xm3-54sm1wbh9cMP8wG_6mb_2Z5KuML7zUoCPryqIhQoY/s400/screen_1337956756.png" height="225" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Grass distance 45m; 400k+ blades of grass</td></tr>
</tbody></table>
<br />
Procedural grass in Outerra is rendered in two stages. The first stage generates just a grass canopy, a height mask that produces the overall shape that the grass forms on the terrain. It generates dry grass-less areas as well as grass of varying height using fractal patterns. Output of this stage is also directly used when rendering the terrain in the distance; what you see out there is not the ground level but a procedurally textured envelope of low vegetation. This also means that objects that are hidden in the 3D grass will be hidden under the distant canopy as well.<br />
<br />
The second stage generates grass blades dynamically using the canopy data: terrain elevation, grass height and color. Canopy data have resolution roughly 30cm, and the amount of grass blades varies depending on the level of detail, that in turn depends on the distance from the camera.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJuY0twXfWIcuQby7izJeFX49-LZBTuvfqRkYFelZqlMSUtAj5NU3CWzEWgcm1pNTjAGrB6u5bzJSeP0RTgFBfsxAUbdRUOfMRUTSskzM9EzfM8SlvA0dsMQx8p45zbg5b5PMe5_S6MDE/s1600/screen_1337956541.png" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJuY0twXfWIcuQby7izJeFX49-LZBTuvfqRkYFelZqlMSUtAj5NU3CWzEWgcm1pNTjAGrB6u5bzJSeP0RTgFBfsxAUbdRUOfMRUTSskzM9EzfM8SlvA0dsMQx8p45zbg5b5PMe5_S6MDE/s400/screen_1337956541.png" height="225" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Levels of detail highlighted</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRQuWEnua70Bo7aOMBFAfeMxkeFknN2tdQTDtPCZ7JbpQ5Cz19oC-0AzGkV7c2ayjmpNdmXYHhbP78b4LkW-jFBepvOTm238WCMO5H3LPW-xR_3PkBsLEp4WEsJCQJIMcGo15Pg4FDXZU/s1600/screen_1337956534.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRQuWEnua70Bo7aOMBFAfeMxkeFknN2tdQTDtPCZ7JbpQ5Cz19oC-0AzGkV7c2ayjmpNdmXYHhbP78b4LkW-jFBepvOTm238WCMO5H3LPW-xR_3PkBsLEp4WEsJCQJIMcGo15Pg4FDXZU/s400/screen_1337956534.png" height="225" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Original image</td></tr>
</tbody></table>
<br />
The algorithm generates each blade via a geometry shader as a triangle strip with 7 vertices and 5 triangles, making a blade with 3 segments. For short blades the 3 segments would be a waste, so in that case the blade is folded into a V-shape between the first and the second segment. This doubles the apparent density for the shorter grass, which is desirable since it doesn't cover the ground as well as the longer one.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggdOpJFPLYnWfvdNF5T36TQ92fbUETwHrwjarKD-UEwgjmL6HMjUohx6UU5XVhp4Atv13WkhygYcyLI5Epwmi2whlfy8apEbaXqoI7j2_7GFf2HUij_PACNtm-zHX_ju9_4CkV-aYRysc/s1600/grass-strip.png" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggdOpJFPLYnWfvdNF5T36TQ92fbUETwHrwjarKD-UEwgjmL6HMjUohx6UU5XVhp4Atv13WkhygYcyLI5Epwmi2whlfy8apEbaXqoI7j2_7GFf2HUij_PACNtm-zHX_ju9_4CkV-aYRysc/s320/grass-strip.png" height="200" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Triangle strips for long and short grass blades</td></tr>
</tbody></table>
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At the most detailed level there are 4 blades generated from a single point in the canopy texture. Each detail level halves the amount of blades, while also doubling the width of the remaining ones.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTnerkpAnAOdh03pkDln63PjhPoTFnxtHHVIvdqd_PH0akprAFYG2IB4nyUpb6oYSiB31anR6l1g6VgeTeVObK_eGuspeLWki7kkqwP2AUhgPazO2kIIz3XAtkJmw_LrTErYr1gOX1FvY/s1600/grass-redux.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTnerkpAnAOdh03pkDln63PjhPoTFnxtHHVIvdqd_PH0akprAFYG2IB4nyUpb6oYSiB31anR6l1g6VgeTeVObK_eGuspeLWki7kkqwP2AUhgPazO2kIIz3XAtkJmw_LrTErYr1gOX1FvY/s640/grass-redux.png" height="190" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Grass density geometry reduction with distance, from 0, 8 and 16 meters, respectively</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoOuADzXfH5DOQmS7NCB3PU6RVTNdsSuZHJbSqHPfel_5yDabpr-XxO_cOb7F7crAQUflP4auhWx6jqynqOqVlGPiw2dkYqgr81QHFqTOEHmO6EA-UwtXsoD_i4-v8KW-9cb63j7ZX75c/s1600/grass.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoOuADzXfH5DOQmS7NCB3PU6RVTNdsSuZHJbSqHPfel_5yDabpr-XxO_cOb7F7crAQUflP4auhWx6jqynqOqVlGPiw2dkYqgr81QHFqTOEHmO6EA-UwtXsoD_i4-v8KW-9cb63j7ZX75c/s320/grass.png" height="244" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Original patch of grass from which the blades above were extracted.</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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Since the blades are generated individually, they can be also easily animated. Here's a short video where the texture normally used for ocean waves was used to animate the blades. Obviously it will need different parameters, but conceptually it works quite well.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='560' height='315' src='https://www.youtube.com/embed/9BY-lLSiYbc?feature=player_embedded' frameborder='0'></iframe></div>
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And finally, a longer video showing the grass rendering in motion.<br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='560' height='315' src='https://www.youtube.com/embed/pdMaFWGLxKE?feature=player_embedded' frameborder='0'></iframe></div>
<br /></div>
<a href="https://twitter.com/cameni" style="font-family: "Trebuchet MS",sans-serif;" target="_blank"><img border="0" src="http://wwww.outerra.com/icon/tw.png" style="vertical-align: middle;" /><span style="color: #3d85c6; font-family: "Trebuchet MS",sans-serif;">@cameni</span></a></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com3tag:blogger.com,1999:blog-4217826068942535587.post-39960647809683493192012-04-04T00:11:00.000+02:002012-04-04T08:57:13.466+02:00Road interpolatorBuild 3053 fixes several issues with the road system, making it much more robust. The road interpolator, described in an <a href="http://outerra.blogspot.com/2009/06/roads.html">earlier blog post</a>, works by generating road surfaces from relatively simple vector definitions. The algorithm puts some limits on the allowed road curvature and the width of transitional areas where the road sides are blended with terrain. However, the old implementation of the interpolator had several bugs of its own. On the following screenshots: first the new, enhanced implementation, second the old one in some problematic areas:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZWTESmjsQsOhu8cjfMIAYq_tKSIPNe0RKenmG8hO8dXcy0JwRujktJ1yDy6fp4zbF0aqYP2q9cEcLKQyo45HH8T_xqkHTJlnFrC8YIoWl1dVZabTTWQ1KXRtMP0GTw-0uL6L38u3cNs8/s1600/screen_1333371772.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZWTESmjsQsOhu8cjfMIAYq_tKSIPNe0RKenmG8hO8dXcy0JwRujktJ1yDy6fp4zbF0aqYP2q9cEcLKQyo45HH8T_xqkHTJlnFrC8YIoWl1dVZabTTWQ1KXRtMP0GTw-0uL6L38u3cNs8/s400/screen_1333371772.png" width="400" /> </a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSclvceaCmVtEVjOhBOaQEfAnqW5hJIOkPxulT5HlnFDafTRoyyeZseOwnyN5ujRh3lf-1ijDh6WUNtVS316rWx1nNu2ksBPHZpRPVWkrhQuM4wlo7Zqq4pehymmKDDq5D45iV0Lnl0P0/s1600/screen_1333372780.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSclvceaCmVtEVjOhBOaQEfAnqW5hJIOkPxulT5HlnFDafTRoyyeZseOwnyN5ujRh3lf-1ijDh6WUNtVS316rWx1nNu2ksBPHZpRPVWkrhQuM4wlo7Zqq4pehymmKDDq5D45iV0Lnl0P0/s400/screen_1333372780.png" width="400" /></a></div>
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The precision problems first appeared on the road markings in tighter turns - the center lines started to deform and vanish. Another very common defect was the occurrence of high sharp spikes at the road sides. It could be partly suppressed by narrowing the transitional widths and loosening the turns, but the issues were still there and some types of roads could not be done at all.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgij0L4KBD7ZE19ub7qN50PjM9aK6IR2FDAqn32Ncims4IGnYp3GzfmETwpuVJTnMABPiZVrpwNL2XrO8_RyxBryOAthPar7AoOyLZRzZJmJEd2PHTZwLIPpHf0JJ_AINldcNHv6SKEfaU/s1600/screen_1333479039.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgij0L4KBD7ZE19ub7qN50PjM9aK6IR2FDAqn32Ncims4IGnYp3GzfmETwpuVJTnMABPiZVrpwNL2XrO8_RyxBryOAthPar7AoOyLZRzZJmJEd2PHTZwLIPpHf0JJ_AINldcNHv6SKEfaU/s400/screen_1333479039.png" width="400" /></a></div>
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In some cases the road surface folded and deformed, as on the following screen:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS5pMtkVbKh27gv1EWNlYEPqxAvgUkqEKS5UgU3gBVaIKqfzLGAx7XUKpgMs6BiFTLdThhY0ZkyM5qHYVkeSyiWc8C8z142xTIQFttlQl5cPaN2S01BHM_hrC-GD30ERoFs1G9F9yjx_M/s1600/screen_1333479132.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS5pMtkVbKh27gv1EWNlYEPqxAvgUkqEKS5UgU3gBVaIKqfzLGAx7XUKpgMs6BiFTLdThhY0ZkyM5qHYVkeSyiWc8C8z142xTIQFttlQl5cPaN2S01BHM_hrC-GD30ERoFs1G9F9yjx_M/s400/screen_1333479132.png" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrzCElzhY8WO389NncebYnRwMk4QQMQmHShI7AVdk-KEaqY9cvVwWHisyGcGAZmADe4eqEWItMQZps7OtEJGmpYP1hOlpEKqag4-xbqqsB8of0KQyxziXyQ_y5GxTQm_pSKVwjypwQOf0/s1600/screen_1333479187.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrzCElzhY8WO389NncebYnRwMk4QQMQmHShI7AVdk-KEaqY9cvVwWHisyGcGAZmADe4eqEWItMQZps7OtEJGmpYP1hOlpEKqag4-xbqqsB8of0KQyxziXyQ_y5GxTQm_pSKVwjypwQOf0/s400/screen_1333479187.png" width="400" /></a></div>
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What changed in the road system is not the core algorithm itself, but rather the setup that omits the geometry shader (speeding it all up), and uses a finer tesselation so that the inner algorithm is more stable as the result.<br />
Additionally it also dynamically shrinks the transitional width of the inner side of turns, which helps to reduce conflicting overlapping areas where multiple road segments try to adjust the road sides.<br />
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The new implementation also changes the transition from road sides to rocks. However, this part will need more tweaking, as it's still possible to create roads that are blocked by large rocky outcrops. It can be helped by moving the road a bit outwards.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIUfAtY6EOMW-R2jAHpxG3t47HPtkvrFvyVyZ1L9Gd-uoZqs4l51WiRM7TQyWePqpjxkIWaBeQBaXUnBYKZBmiFIu5L4UAAG6D4QxISg3Usd_BJJdhKMWZV1Tp6ML_V6c2dP6AEDGE9ng/s1600/screen_1333479346.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIUfAtY6EOMW-R2jAHpxG3t47HPtkvrFvyVyZ1L9Gd-uoZqs4l51WiRM7TQyWePqpjxkIWaBeQBaXUnBYKZBmiFIu5L4UAAG6D4QxISg3Usd_BJJdhKMWZV1Tp6ML_V6c2dP6AEDGE9ng/s400/screen_1333479346.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">new</td><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwL4s-bi2zgj9WMGV0nMcyYjNYPT40OcmGFoeOZ1qC3521PLpf-LO-DY0U5aTQlCy6Bn7ZQvpRd6VVv6Goir1-KeMR7YnUUQ-SkSHk9pCmX2SXpp6AVqzTx8z0LDDWb2Pcw0aEfar5TO0/s1600/screen_1333479398.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwL4s-bi2zgj9WMGV0nMcyYjNYPT40OcmGFoeOZ1qC3521PLpf-LO-DY0U5aTQlCy6Bn7ZQvpRd6VVv6Goir1-KeMR7YnUUQ-SkSHk9pCmX2SXpp6AVqzTx8z0LDDWb2Pcw0aEfar5TO0/s400/screen_1333479398.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">old</td></tr>
</tbody></table>
<br />Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com2tag:blogger.com,1999:blog-4217826068942535587.post-76830846193783802122012-03-17T11:35:00.002+01:002012-06-08T09:45:09.670+02:00Fixing the lighting<div style="color: #3d85c6;">
<b><a href="http://outerra.blogspot.com/2012/03/fixing-lighting.html#normals" name="normals">Normals on displaced terrain</a></b></div>
<b> </b>
<br />
While trying to find out what's the problem with ambient lighting on objects, which was making them too dark, I discovered that there's another problem with terrain lighting. Parts of the terrain that are subject to horizontal displacement were having incorrectly computed normals. For some reason the displacement effect was not affecting the terrain normal vector fully, resulting in contrast being lower than appropriate. The reason was probably a forgotten coefficient from an earlier debugging session, because when I derived the <a href="http://outerra.blogspot.com/2009/05/horizontal-displacement.html">Jacobian</a> again, there was this value of 0.5 that didn't belong anywhere.<br />
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It wasn't the first time when a surgical tool from a year-old operation was found inside our code. On the other hand, maybe one day we'll discover a hidden <span style="font-family: "Courier New",Courier,monospace;">sleep()</span> call and get unbelievable speedup by removing it :-)<br />
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Here are some comparison screens, old one on the left, fixed on the right side.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFWvU46I5hxV7d2TiFlP0DwNTwWnCFEIZVO5CKw2UQ6qU_2q72gKMmguThUQVwbrvVD9zSBlIJy7xEdq7WMf8cCZpVCnky7zBTmDCdtFZ1dJ-00-zK2Rr75gAiDuUazT6ykIWFTkvG6pI/s1600/screen_1331896033.png" imageanchor="1" style="display: inline-block;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFWvU46I5hxV7d2TiFlP0DwNTwWnCFEIZVO5CKw2UQ6qU_2q72gKMmguThUQVwbrvVD9zSBlIJy7xEdq7WMf8cCZpVCnky7zBTmDCdtFZ1dJ-00-zK2Rr75gAiDuUazT6ykIWFTkvG6pI/s320/screen_1331896033.png" width="320" /></a>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj76FfBnfCtVJiNvgd-OiIaKwaJy_atLPv5m8rKLbySor6OLmv208yMOUYBNk5T_ibBqr6AC1fZ_dht_0W2QDBetFO7qguaTcxUIMbuvx_48k66p_pmiWIUtIioyxaOMnU8kb7WAXoOpYA/s1600/screen_1331895974.png" imageanchor="1" style="display: inline-block;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj76FfBnfCtVJiNvgd-OiIaKwaJy_atLPv5m8rKLbySor6OLmv208yMOUYBNk5T_ibBqr6AC1fZ_dht_0W2QDBetFO7qguaTcxUIMbuvx_48k66p_pmiWIUtIioyxaOMnU8kb7WAXoOpYA/s320/screen_1331895974.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVhGg1DELUW35xhNAaaa8N_1vOfsxU1P2OGKypaonyLfW4s67ayD8gVVDDnK24qg5mIwFI09IS7mmnnahLS03IXH5Y2NZPawqGOjKoWkWc-hMDeDK0XvKx7MQZ9ap4waeOTfPC7XNxmS4/s1600/screen_1331896851.png" imageanchor="1" style="display: inline-block;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVhGg1DELUW35xhNAaaa8N_1vOfsxU1P2OGKypaonyLfW4s67ayD8gVVDDnK24qg5mIwFI09IS7mmnnahLS03IXH5Y2NZPawqGOjKoWkWc-hMDeDK0XvKx7MQZ9ap4waeOTfPC7XNxmS4/s320/screen_1331896851.png" width="320" /></a>
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<div style="color: #3d85c6;">
<b><a href="http://outerra.blogspot.com/2012/03/fixing-lighting.html#shadows" name="shadows">Shadow artifacts</a></b> </div>
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Another issue that was solved along the way were the artifacts on ATI cards in the shadowed areas. On ATI cards the floating point values that are output from shader may apparently end up slightly modified when written to a floating point render target, because of the blending unit. It does not matter when these values are supposed to be normal floating point values, but if the exact bit representation is important because these values are actually reinterpreted, a floating point render target cannot be used. Fortunately, the fix was easy once the reason for the artifacts was known.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Tv6EjYyC9PRLbsKg_pA1POBEna4m1HtaPbTC3nQgdGGe9vFNSwK3TfJXMZEVWkybcfu_E-XDxjMMr6QQpbwxBdHIrcf1xTJvYPJ0ucNKtZlkuXYoY4NsJHa52T0uA3lFoQ2-egwncGg/s1600/screen_1331896906.png" imageanchor="1" style="display: inline-block;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2Tv6EjYyC9PRLbsKg_pA1POBEna4m1HtaPbTC3nQgdGGe9vFNSwK3TfJXMZEVWkybcfu_E-XDxjMMr6QQpbwxBdHIrcf1xTJvYPJ0ucNKtZlkuXYoY4NsJHa52T0uA3lFoQ2-egwncGg/s320/screen_1331896906.png" width="320" /></a>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAfpyRmWsJOWbPZtBddmeaiaosio5QdTfS5garBpQfB3bWrHuhyEEd8S8HF-cCbuFXh6AdsJ-RxVbf4yTtqvSKIa_oaml_ro_55ZpXJDxLwvmO2E7wdm2syQJCmdtZAZLONGkeLiBRBY4/s1600/screen_1331896963.png" imageanchor="1" style="display: inline-block;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAfpyRmWsJOWbPZtBddmeaiaosio5QdTfS5garBpQfB3bWrHuhyEEd8S8HF-cCbuFXh6AdsJ-RxVbf4yTtqvSKIa_oaml_ro_55ZpXJDxLwvmO2E7wdm2syQJCmdtZAZLONGkeLiBRBY4/s320/screen_1331896963.png" width="320" /></a></div>
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Here's also the <a href="http://outerra.blogspot.com/2012/03/fixing-lighting.html#ambient" name="ambient">updated ambient lighting</a>:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpwCiCs-7zLGl1kSJKIXjQAOIvxwo0Q3498mhpVvFOeQVEZhi4NyyJgRWtVQOEjHFouwHxhrqJFbugvpDoU5_9xa994Hs8zLQP7YNH147l8IiBmjWdmMBeLKVRqwJgjl3YOOb3KVPUmFQ/s1600/screen_1331930388.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="401" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpwCiCs-7zLGl1kSJKIXjQAOIvxwo0Q3498mhpVvFOeQVEZhi4NyyJgRWtVQOEjHFouwHxhrqJFbugvpDoU5_9xa994Hs8zLQP7YNH147l8IiBmjWdmMBeLKVRqwJgjl3YOOb3KVPUmFQ/s640/screen_1331930388.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Adjusted ambient lighting on objects. Previously the downfacing surfaces were almost black.</td></tr>
</tbody></table>
The ambient lighting isn't finished yet, there will be a better one that will reflect the surrounding environment.<br />
<br />Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com1tag:blogger.com,1999:blog-4217826068942535587.post-9149663842939549612012-03-06T16:40:00.001+01:002012-12-31T12:45:56.791+01:00Road tool<div dir="ltr" style="text-align: left;" trbidi="on">
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A short article explaining some of the basic functions of the road editor tool in Anteworld game in sandbox mode. This is the first part that will be extended later as the improvements to the road tool will be made.</div>
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<b style="color: #3d85c6;"><span style="font-size: large;">Roads</span></b></div>
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Roads in Outerra engine can be created by opening the road tool from sandbox menu. The tool allows you to create new roads or to modify the existing ones. New roads are created by placing way points (ctrl+LMB), both the existing and new roads can be modified by selecting road node and adjusting its attributes or position.</div>
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Here are the keys that can be used with the road tool (you can find them in the help tab of the road tool as well):</div>
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<table><tbody>
<tr><td><b>m</b></td><td>move the way point on the terrain, copying the terrain contours</td></tr>
<tr><td><b>shift+m</b></td><td>move the way point on the terrain, with the height locked to the original value</td></tr>
<tr><td><b>v</b></td><td>adjust height of the way point</td></tr>
<tr><td><b>q</b></td><td>move to the next way point</td></tr>
<tr><td><b>shift+q</b></td><td>move to the previous way point</td></tr>
<tr><td><b>b</b></td><td>append a new way point</td></tr>
</tbody></table>
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After the nodes are placed or adjusted, you can press the <i>make road</i> button to physically create the road or to rebuild it with adjusted parameters.</div>
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You can also select the road type and markings. The selection is limited at the moment; the road system will support much more road types, profiles and markings when it's finished.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoqSDG8HMoTRzYEfABExJkSdwWdOYSAYsEDaMro2r9cguMSzvUi2ecwv7DJsAQehN4SvF_Ge7cPNZi3tbOZBccjiLUJzO0yrnvkPVUpMqdJziXqEqTuB7Hn_LGTXr3-48rFDBs0nXgp60/s1600/screen_1331047549.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoqSDG8HMoTRzYEfABExJkSdwWdOYSAYsEDaMro2r9cguMSzvUi2ecwv7DJsAQehN4SvF_Ge7cPNZi3tbOZBccjiLUJzO0yrnvkPVUpMqdJziXqEqTuB7Hn_LGTXr3-48rFDBs0nXgp60/s640/screen_1331047549.png" width="640" /></a></div>
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<b><span style="color: #3d85c6; font-size: large;">Road nodes</span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZSMN7f-WP3qxQSEJOgOn3bPS0ucbhw-gHjTpioTVjXJg9Gl_N2y6GUfxTIjgM6boiXXkCOAiPSjFNz48NazR034C8iasVWcdLNLXYhIw9M5QL2tB9r16cmto9Ya0DySzKDX5dBAxyiI8/s1600/screen_1331026748.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
Selected node is show with a node selector, drawn as three concentric circles. The circles show the widths of three important road node dimensions: yellow for road width, orange for border extension of the road, and finally the red showing width of transitional area on the road sides.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga0V-X_EbkKmATRc1EtFJj0EWrSmjRhj4eZXqoec_SIaF3W9YrjMDH-x7Yv1DyNaF_jbDLmGZzRIEHJ76pJrHBsr4yDSF_m7Aqpa1e0F5_6hyqihUN8qvML98dNszgpNh5Nb4C8XMGePA/s1600/screen_1331028121.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="315" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga0V-X_EbkKmATRc1EtFJj0EWrSmjRhj4eZXqoec_SIaF3W9YrjMDH-x7Yv1DyNaF_jbDLmGZzRIEHJ76pJrHBsr4yDSF_m7Aqpa1e0F5_6hyqihUN8qvML98dNszgpNh5Nb4C8XMGePA/s640/screen_1331028121.png" width="640" /></a></div>
<br />
While the meaning of the first two should be immediately obvious, the transitional width needs some explanation. It specifies the width of the area across which the height of the road surface transitions into the surrounding terrain. If you are creating roads that are roughly at the same level with the terrain, its effect is not that visible. As soon as the road is elevated above or below the terrain, or the terrain is sloped, the effect of the transitional value shows.<br />
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<div style="text-align: left;">
The following pictures show the effect of the transitional width value on how the road is blended with the terrain. Just the single selected node has its transitional value changed:</div>
<div style="text-align: center;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="display: inline-block; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9f9Jlj-O_1f4HcrNxFOGcMtY7wwzgSy1rD6OSx6fX71tgeBDlDTbEYyHp3xSDDTdcGjCNFTnfn3l7m2wU95LvuQWx76Nbdmxjx45LIiWkg7P0ciAoBIH_t4CsNfP_miIEYKpHBvIayw/s1600/screen_1331028254.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9f9Jlj-O_1f4HcrNxFOGcMtY7wwzgSy1rD6OSx6fX71tgeBDlDTbEYyHp3xSDDTdcGjCNFTnfn3l7m2wU95LvuQWx76Nbdmxjx45LIiWkg7P0ciAoBIH_t4CsNfP_miIEYKpHBvIayw/s200/screen_1331028254.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">8m transitional width</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="display: inline-block; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5w4Hyv_piZz4_6jAPC-c4IYkTpvdjWwYY758KlDVXI_Jx70odye8dQtoUZn57eJ8q8HEe-JMb0VGVqkFSjlVabmCVBsBHgYk7cktXlfweYUgQlDImkGmbYKH7YBPE9KeHpA8_qone_aU/s1600/screen_1331028267.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5w4Hyv_piZz4_6jAPC-c4IYkTpvdjWwYY758KlDVXI_Jx70odye8dQtoUZn57eJ8q8HEe-JMb0VGVqkFSjlVabmCVBsBHgYk7cktXlfweYUgQlDImkGmbYKH7YBPE9KeHpA8_qone_aU/s200/screen_1331028267.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">23m transitional width</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="display: inline-block; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5tZs1INxNIfltDWwl88FNljGuy3DY5Aa4y-q-i3O3LCK_A5Ij0sPmMFOnEHwgW8BlTgJnm0VIpe2v8fmn_nWuwiK5CCqIPfmv4MTy3EKLO2WeTbDBQ7cyDjdO25D6soos2kVHxe4aIwQ/s1600/screen_1331028304.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5tZs1INxNIfltDWwl88FNljGuy3DY5Aa4y-q-i3O3LCK_A5Ij0sPmMFOnEHwgW8BlTgJnm0VIpe2v8fmn_nWuwiK5CCqIPfmv4MTy3EKLO2WeTbDBQ7cyDjdO25D6soos2kVHxe4aIwQ/s200/screen_1331028304.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1m transitional width</td></tr>
</tbody></table>
</div>
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<br />
<b><span style="color: #3d85c6; font-size: large;"> Tangents</span></b><br />
<br />
<br />
Roads are created from the placed way points using Cubic Hermite splines (for the interested, the algorithm has been briefly described in an earlier <a href="http://outerra.blogspot.com/2009/06/roads.html">blog post</a>). The splines allow for arbitrary selection of tangent (= the direction of the road at given point). Engine supports three ways of computing the tangents:<br />
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</div>
<ul>
<li>By default it's computed to be parallel with the line between two neighboring way points. This is OK in most cases when you are freely drawing the road.</li>
<li>Fit to match the direction of previous segment</li>
<li>Fit to match the direction of following segment <br /><div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZSMN7f-WP3qxQSEJOgOn3bPS0ucbhw-gHjTpioTVjXJg9Gl_N2y6GUfxTIjgM6boiXXkCOAiPSjFNz48NazR034C8iasVWcdLNLXYhIw9M5QL2tB9r16cmto9Ya0DySzKDX5dBAxyiI8/s1600/screen_1331026748.png" style="margin-left: 1em; margin-right: 1em;"></a></div>
</li>
</ul>
Use the latter two if you want to keep the incoming/outgoing road straight up
until the turn, so that the nodes behind or before the turn don't affect
the tangents:<br />
<br />
<div style="text-align: center;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="display: inline-block; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjXRmutVTuol9apD4Mc_rCsdLIqLFfEKe8FlMgmSJPmL3lDhy1_IhKV3MdGxZNbup3CQ6GzLJ8fyRV_KC6iq1O05wnWM1XM5iaNC5oCmvDpbLOYrhpDb51vfFaa23F7HGMitWOJHfE2Jo/s1600/screen_1331026716.png" style="margin-left: auto; margin-right: auto;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjXRmutVTuol9apD4Mc_rCsdLIqLFfEKe8FlMgmSJPmL3lDhy1_IhKV3MdGxZNbup3CQ6GzLJ8fyRV_KC6iq1O05wnWM1XM5iaNC5oCmvDpbLOYrhpDb51vfFaa23F7HGMitWOJHfE2Jo/s320/screen_1331026716.png" width="310" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tangent computed from two neighbor nodes</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="display: inline-block; margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZSMN7f-WP3qxQSEJOgOn3bPS0ucbhw-gHjTpioTVjXJg9Gl_N2y6GUfxTIjgM6boiXXkCOAiPSjFNz48NazR034C8iasVWcdLNLXYhIw9M5QL2tB9r16cmto9Ya0DySzKDX5dBAxyiI8/s1600/screen_1331026748.png" style="margin-left: auto; margin-right: auto;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZSMN7f-WP3qxQSEJOgOn3bPS0ucbhw-gHjTpioTVjXJg9Gl_N2y6GUfxTIjgM6boiXXkCOAiPSjFNz48NazR034C8iasVWcdLNLXYhIw9M5QL2tB9r16cmto9Ya0DySzKDX5dBAxyiI8/s320/screen_1331026748.png" width="310" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tangent set to match the previous road segment</td></tr>
</tbody></table>
</div>
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<div style="color: #3d85c6;">
<b><span style="font-size: large;">Connecting roads</span></b></div>
<br />
Until there's a tool that will snap roads together, you can only try to join them manually. Here are a few tricks how to do it.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifQ24QST2VOwwfV0bl8m8IDOIChLG1J2jttlEKFI82Be-yTq2cFE3RYPkd4Nviz0ZApewlIqsJEqwaQOeWDKoe4G9ur_Mffp3ZxFgo6h-1qaTlfXmgEjHXFdbfwlFJKajiu_67qbX1sN8/s1600/screen_1331027232.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifQ24QST2VOwwfV0bl8m8IDOIChLG1J2jttlEKFI82Be-yTq2cFE3RYPkd4Nviz0ZApewlIqsJEqwaQOeWDKoe4G9ur_Mffp3ZxFgo6h-1qaTlfXmgEjHXFdbfwlFJKajiu_67qbX1sN8/s320/screen_1331027232.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Initial state</td></tr>
</tbody></table>
<br />
Move the last node a bit back (using 'm'), and place additional node at the end of the connecting road. Enlarge the road width to get rid of the sharp connection, and move the node so that there's no gap.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgIqi3d-RZ37cxPgnJIrYB3zeUHdshRZqVCR12bGQ_dPYY12sCgY44G4Ol_QHHdiZvuOyiYsu3WyBGpWovNGroEi7cDwoBtxH3Ym_N5SfCCZ_fLNJoeFl86-Ya1ry_jMPHM4tk7k-IjI/s1600/screen_1331027819.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpgIqi3d-RZ37cxPgnJIrYB3zeUHdshRZqVCR12bGQ_dPYY12sCgY44G4Ol_QHHdiZvuOyiYsu3WyBGpWovNGroEi7cDwoBtxH3Ym_N5SfCCZ_fLNJoeFl86-Ya1ry_jMPHM4tk7k-IjI/s320/screen_1331027819.png" width="320" /></a></div>
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</div>
<br />
The road you are connecting to is usually slightly sloped, and you need to adjust slant of the road node with which you are connecting, together with the height of the node. The height can be changed either using the elevation± slider, or by entering vertical-move mode using key 'v'.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfDxskmME038PWverKiEMkz1RaOdfIfyYZfYqHA2aZxJTFKnqk3Vrd0yE9jfd2VsvzGqyZxABDL69xEzCbT-ou3tst44zDy3KFvCcobOzGbiQ8iPzrBJUzfmLrVWYiBGuEaQXfd7k8QLQ/s1600/screen_1331027856.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfDxskmME038PWverKiEMkz1RaOdfIfyYZfYqHA2aZxJTFKnqk3Vrd0yE9jfd2VsvzGqyZxABDL69xEzCbT-ou3tst44zDy3KFvCcobOzGbiQ8iPzrBJUzfmLrVWYiBGuEaQXfd7k8QLQ/s320/screen_1331027856.png" width="320" /></a></div>
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At the moment the width of the road is not yet actually spline-interpolated, but you can select between two modes using the <i>width interpolation</i> flag.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSA56unoWTcD_BQP0OlkIyzH_yXOgl9L4U0crHRMcAezPk9ITHEDuXnjRDXprhi5PAr9ZFXh3xD7-mHY5CLLzKpG4ogOqHv0PnMFKIxLoHGxTF0uuoGF0r_TAKk7KSWhbWDZQv38oydm4/s1600/screen_1331027879.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSA56unoWTcD_BQP0OlkIyzH_yXOgl9L4U0crHRMcAezPk9ITHEDuXnjRDXprhi5PAr9ZFXh3xD7-mHY5CLLzKpG4ogOqHv0PnMFKIxLoHGxTF0uuoGF0r_TAKk7KSWhbWDZQv38oydm4/s320/screen_1331027879.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Linear width interpolation</td></tr>
</tbody></table>
<br /></div>
Outerrahttp://www.blogger.com/profile/01028397138049592535noreply@blogger.com1tag:blogger.com,1999:blog-4217826068942535587.post-62646037287802802232012-02-25T14:45:00.000+01:002013-01-22T14:31:47.504+01:00Outerra Tech Demo released!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="inner" id="msg_7709">
<span class="bbc_size" style="font-size: 12pt;"><span style="text-shadow: 1px 1px 1px rgb(0, 68, 136);"><span class="bbc_color" style="color: #0088ff;">Outerra Tech Demo</span></span></span><br />
<br />
<a class="bbc_link" href="http://outerra.com/wfeatures.html" target="_blank">Outerra Engine</a>
is a unique 3D engine, a world rendering engine capable to seamlessly
render whole planets from space down to the ground level. It can use
real world data to render the planets realistically, while it also
dynamically refines the data using procedural algorithms to provide high
ground-level detail.<br />
<br />
<img alt="" class="bbc_img resized" height="118" src="http://www.outerra.com/shots/alpha/c1.jpg" width="640" /><br />
<br />
The
engine provides unlimited visibility obstructed only by the planet's
curvature, with details ranging from thousands of kilometers down to
centimeters. Real time atmospheric rendering, oceans with shore waves.<br />
<br />
<img alt="" class="bbc_img resized" height="118" src="http://www.outerra.com/shots/alpha/c2.jpg" width="640" /><br />
<br />
It
can integrate vector data overlays for roads, and land class
modifications. Uses the JSBSim Flight Dynamics Model library for high
fidelity simulation of aircraft, and Bullet physics engine for
simulation of vehicle physics. Terrain and fractal algorithms maximally
utilize the GPU, leaving the CPU resources for simulation.<br />
<br />
<img alt="" class="bbc_img resized" height="118" src="http://www.outerra.com/shots/alpha/c3.jpg" width="640" /><br />
<br />
Finally here comes the Outerra tech demo, coming together with the alpha release of our game <b>Anteworld</b>.<br />
<br />
<span class="bbc_size" style="font-size: 12pt;"><span style="text-shadow: #004488 1px 1px 1px;"><span class="bbc_color" style="color: #0088ff;">Download</span></span></span><br />
<br />
Please check the latest version updates at the <a href="http://www.outerra.com/forum/index.php?topic=637.0">forums</a>.<br />
<br />
<a class="bbc_link" href="http://www.gamefront.com/files/22874861/Anteworld_0_7_13_3478_exe" target="_blank">Outerra Anteworld 0.7.13.3478</a> (Gamefront)<br /><a class="bbc_link" href="https://docs.google.com/file/d/0B2spgr2B2dvNY0IwNHRrY0VIREE/edit" target="_blank">Outerra Anteworld 0.7.13.3478</a> (My Drive)</div>
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<span class="bbc_size" style="font-size: 10pt;"><span style="text-shadow: #884400 1px 1px 1px;"><span class="bbc_color" style="color: #ff2200;">Driver issues, graphics glitches</span></span></span> Please check the <a class="bbc_link" href="http://www.outerra.com/forum/index.php?topic=705.0" target="_blank">Graphics driver issues</a> topic to resolve the most common issues with the drivers.<br />
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<br />
<span class="bbc_size" style="font-size: 12pt;"><span style="text-shadow: #004488 1px 1px 1px;"><span class="bbc_color" style="color: #0088ff;">Features</span></span></span><br />
This alpha release features: <br />
<ul class="bbc_list">
<li>A complete, real scale planet Earth that can be explored</li>
<li>Created
from real elevation data with resolution 90m where available, 1km
resolution for oceans; data are dynamically downloaded as you go</li>
<li>Further refined by fractal-based procedural techniques down to centimeter-level details</li>
<li>Vector-based road system that integrates with the procedurally generated terrain</li>
<li>Ability to place static stock objects and drive provided vehicles</li>
</ul>
<br />
The
demo comes with the whole planet Earth that can be explored in a
free-camera mode or in a 8-wheeler truck. People who like it and/or want
to support us and the development of Outerra engine can buy the <i>alpha release of Anteworld</i>
at a discounted price ($15), half the amount for the final release.
Doing so will give you access to regularly released alpha/beta updates
of the game, together with the final version when it's done. The price
will gradually rise with each major release.<br />
You will also become our beta-testers, with ability to influence the priorities of the development.<br />
<br />
The
full game includes also a plane and a helicopter, and basic sandbox
tools that allow you to create roads and runways and place stock
objects. A model importer and vehicle configurator that will allow
creating custom models and vehicles will be coming soon in an update to
the game.<br />
<br />
The demo contains a few locations around the world (a
couple of them were created by our tester Pico). Data for the default
location are already included within the installer, the rest of it will
be downloaded automatically on demand as you explore the world (note:
proxy servers aren't supported yet for data download). The total size of
the data is around 12GB, but normally you'll download just a fraction
of the size, unless you traverse the whole planet surface at a low
altitude.<br />
<br />
<b>Hardware requirements</b><br />
<br />
Outerra
engine runs on OpenGL 3.3 and requires recent graphics drivers. It will
warn you if your drivers are outdated, or even refuse to run in case
you've got old ATI drivers that are known not to work at all.<br />
The minimum requirements are:<br />
<ul class="bbc_list">
<li><span class="bbc_color" style="color: maroon;">Nvidia 8800GT or better, ATI 4850 or better</span></li>
<li><span class="bbc_color" style="color: maroon;">512MB GPU memory</span></li>
<li><span class="bbc_color" style="color: maroon;">a 2-core CPU</span></li>
</ul>
Recommended:<br />
<ul class="bbc_list">
<li>Nvidia 460GTX or better, ATI 6850 or better</li>
<li>1GB GPU memory</li>
</ul>
<br />
<b>Limitations of current alpha state of the technology</b><br />
<br />
<span class="bbc_color" style="color: maroon;">This
alpha release comes out to show the potential of the engine, but it
still lacks many features commonly found in other engines, and
especially the effects are postponed until the major features are
implemented.<br />The demo currently comes with just a single biome -
northern type forests. There are no rivers and lakes implemented yet,
and no weather yet.<br />Almost all the areas are work in progress.</span><br />
<br />
<b>Known Issues</b><br />
<br />
There
are still some driver issues with ATI cards, the most problematic being
the 4xxx line, where there are still some seemingly random crashes.<br />
The
alpha state of the engine also means that it's not very optimized yet.
It consumes more GPU memory than it should, and spends some time
rendering things that is not eventually visible etc.<br />
<br />
<span class="bbc_color" style="color: #d00000;">Driver issues:</span> Please check the <a class="bbc_link" href="http://www.outerra.com/forum/index.php?topic=705.0" target="_blank">Graphics driver issues</a> topic on our forums to resolve the most common issues with the graphics card drivers.<br />
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<br />
<span class="bbc_size" style="font-size: 12pt;"><span style="text-shadow: 1px 1px 1px rgb(0, 68, 136);"><span class="bbc_color" style="color: #0088ff;">Anteworld game</span></span></span><br />
<br />
Anteworld<span class="bbc_color" style="color: #0088ff;">*</span>
is a world-building game on a massive true-to-life scale of our planet.
Returning aboard an interstellar colonizer ship built in the Golden Age
of Mankind, players arrive on the planet earth to discover civilization
and humanity vanished. They will have to rebuild the civilization -
exploring, fighting, and competing for resources while searching for
clues to the disappearance of humanity.<br />
<br />
The game will contain
several modes, the basic one will be a single-player game but with
player-built locations being synchronized and replicated between
clients. That means player can settle in a free location of his choice
where he can build and play, and when he goes exploring he'll be able to
observe and visit other sites where other players are building their
world.<br />
<br />
There's going to be also a multiplayer mode for gaming in the existing world.<br />
Sim-connect mode should allow to use Anteworld as an image generator for another simulation program.<br />
In
fact, Anteworld is meant to create the basis for an Outerra game/sim
platform, allowing to create mods and new game modules that would run on
the existing backend.<br />
<br />
<span class="bbc_color" style="color: #0088ff;">*</span>The name comes from Latin prefix <i>Ante-</i>, with the meaning of prior-to in time. <i>A world that was</i>. There's going to be an accompanying novella written by C.Shawn Smith that should be loosely tied to the game.<br />
Here's a sample, the epilogue: <a class="bbc_link" href="http://outerraworld.com/appdata/Anteworld/The%20Outerra%20Initiative%20-%20epilogue.pdf" target="_blank">The Outerra Initiative - Epilogue</a></div>
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