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authorNicolai Hähnle <[email protected]>2017-09-15 18:34:48 +0200
committerNicolai Hähnle <[email protected]>2017-09-29 12:07:50 +0200
commit3c78215a1cf4e3d58295a6d3171a2c34c51875d5 (patch)
treed5850687d051945e6580725268d6c71062414a4a /src/gallium/docs/source
parentdbe7fc00d5715bcc08acc3141414da037938bbdd (diff)
tgsi: clarify the semantics of DFRACEXP
The status quo is quite the mess: 1. tgsi_exec will do a per-channel computation, and store the dst[0] result (significand) correctly for each channel. The dst[1] result (exponent) will be written to the first bit set in the writemask. So per-component calculation only works partially. 2. r600 will only do a single computation. It will replicate the exponent but not the significand. 3. The docs pretend that there's per-component calculation, but even get dst[0] and dst[1] confused. 4. Luckily, st_glsl_to_tgsi only ever emits single-component instructions, and kind-of assumes that everything is replicated, generating this for the dvec4 case: DFRACEXP TEMP[0].xy, TEMP[1].x, CONST[0][0].xyxy DFRACEXP TEMP[0].zw, TEMP[1].y, CONST[0][0].zwzw DFRACEXP TEMP[2].xy, TEMP[1].z, CONST[0][1].xyxy DFRACEXP TEMP[2].zw, TEMP[1].w, CONST[0][1].zwzw Settle on the simplest behavior, which is single-component calculation with replication, document it, and adjust tgsi_exec and r600. Reviewed-by: Marek Olšák <[email protected]> Tested-by: Dieter Nützel <[email protected]>
Diffstat (limited to 'src/gallium/docs/source')
-rw-r--r--src/gallium/docs/source/tgsi.rst10
1 files changed, 4 insertions, 6 deletions
diff --git a/src/gallium/docs/source/tgsi.rst b/src/gallium/docs/source/tgsi.rst
index 8633c929b9f..fd78c40ba3c 100644
--- a/src/gallium/docs/source/tgsi.rst
+++ b/src/gallium/docs/source/tgsi.rst
@@ -1838,17 +1838,15 @@ two-component vectors with doubled precision in each component.
Like the ``frexp()`` routine in many math libraries, this opcode stores the
exponent of its source to ``dst0``, and the significand to ``dst1``, such that
-:math:`dst1 \times 2^{dst0} = src` .
+:math:`dst1 \times 2^{dst0} = src` . The results are replicated across
+channels.
.. math::
- dst0.xy = exp(src.xy)
+ dst0.xy = dst.zw = frac(src.xy)
- dst1.xy = frac(src.xy)
+ dst1 = frac(src.xy)
- dst0.zw = exp(src.zw)
-
- dst1.zw = frac(src.zw)
.. opcode:: DLDEXP - Multiply Number by Integral Power of 2