mirrors/rpcs3
0
0
Fork 0
mirror of https://github.com/RPCS3/rpcs3.git synced 2025-08-16 15:30:23 +00:00
Code Issues Projects Releases Packages Wiki Activity Actions

"rsx: Ignore argument sign for SQRT operations"

Browse source
This commit is contained in:
kd-11 2019-04-20 14:57:05 +03:00 • committed by kd-11
commit 4cd1c25729
1 changed files with 16 additions and 26 deletions
Download patch file Download diff file Expand all files Collapse all files

42
rpcs3/Emu/RSX/Common/FragmentProgramDecompiler.cpp
View file

@ -650,43 +650,32 @@ std::string FragmentProgramDecompiler::BuildCode()
"}\n\n"; "}\n\n";
OS << Format(clamp_func); OS << Format(clamp_func);
OS <<
"#define _builtin_min min\n"
"#define _builtin_max max\n"
"#define _builtin_lit lit_legacy\n"
"#define _builtin_distance distance\n"
"#define _builtin_rcp(x) (1. / x)\n"
"#define _builtin_rsq(x) (1. / sqrt(x))\n"
"#define _builtin_log2(x) log2(abs(x))\n"
"#define _builtin_div(x, y) (x / y)\n\n";
} }
else else
{ {
// Define raw casts from f32->f16 // Define raw casts from f32->f16
// Also define upcasting to avoid ambiguous function overloading in case of mixed inputs OS <<
const std::string half4 = getHalfTypeName(4); "#define clamp16(x) " << getHalfTypeName(4) << "(x)\n";
const std::string builtin_funcs =
"#define clamp16(x) " + half4 + "(x)\n"
"#define _builtin_min min\n"
"#define _builtin_max max\n"
"#define _builtin_lit lit_legacy\n"
"#define _builtin_distance(x, y) distance\n"
"#define _builtin_rcp(x) (1. / x)\n"
"#define _builtin_rsq(x) (1. / sqrt(x))\n"
"#define _builtin_log2(x) log2(abs(x))\n"
"#define _builtin_div(x, y) (x / y)\n\n";
OS << Format(builtin_funcs);
} }
OS <<
"#define _builtin_min min\n"
"#define _builtin_max max\n"
"#define _builtin_lit lit_legacy\n"
"#define _builtin_distance distance\n"
"#define _builtin_log2(x) log2(abs(x))\n"
"#define _builtin_sqrt(x) sqrt(abs(x))\n"
"#define _builtin_rcp(x) (1. / x)\n"
"#define _builtin_rsq(x) (1. / _builtin_sqrt(x))\n"
"#define _builtin_div(x, y) (x / y)\n\n";
// Define RSX-compliant DIVSQ // Define RSX-compliant DIVSQ
// If the numerator is 0, the result is always 0 even if the denominator is 0 // If the numerator is 0, the result is always 0 even if the denominator is 0
// NOTE: This operation is component-wise and cannot be accelerated with lerp/mix because these always return NaN if any of the choices is NaN // NOTE: This operation is component-wise and cannot be accelerated with lerp/mix because these always return NaN if any of the choices is NaN
std::string divsq_func = std::string divsq_func =
"$float4 _builtin_divsq($float4 a, float b)\n" "$float4 _builtin_divsq($float4 a, float b)\n"
"{" "{\n"
" $float4 tmp = a / sqrt(b);\n" " $float4 tmp = a / _builtin_sqrt(b);\n"
" $float4 choice = abs(a);\n"; " $float4 choice = abs(a);\n";
if (glsl) if (glsl)
@ -744,6 +733,7 @@ bool FragmentProgramDecompiler::handle_sct_scb(u32 opcode)
// DIV is IEEE compliant as is MUL, LG2, EX2 with exception to the fact that they operate on absolute values (Needs more testing) // DIV is IEEE compliant as is MUL, LG2, EX2 with exception to the fact that they operate on absolute values (Needs more testing)
// DIVSQ is not compliant. Result is 0 if numerator is 0 regardless of denominator // DIVSQ is not compliant. Result is 0 if numerator is 0 regardless of denominator
// RSQ(0) and RCP(0) return INF as expected // RSQ(0) and RCP(0) return INF as expected
// RSQ and LG2 ignore the sign of the inputs (Metro Last Light, GTA4)
// Some games that rely on broken DIVSQ behaviour include Dark Souls II and Super Puzzle Fighter II Turbo HD Remix // Some games that rely on broken DIVSQ behaviour include Dark Souls II and Super Puzzle Fighter II Turbo HD Remix
switch (opcode) switch (opcode)