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9 changed files with 213 additions and 62 deletions

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@ -2,6 +2,7 @@
// SPDX-License-Identifier: GPL-2.0-or-later
#include "Common/FloatUtils.h"
#include "Core/PowerPC/Gekko.h"
#include <bit>
#include <cmath>
@ -98,7 +99,7 @@ double ApproximateReciprocalSquareRoot(double val)
}
// Special case NaN-ish numbers
if (exponent == (0x7FFLL << 52))
if (exponent == DOUBLE_EXP)
{
if (mantissa == 0)
{
@ -123,7 +124,7 @@ double ApproximateReciprocalSquareRoot(double val)
exponent -= 1LL << 52;
mantissa <<= 1;
} while (!(mantissa & (1LL << 52)));
mantissa &= (1LL << 52) - 1;
mantissa &= DOUBLE_FRAC;
exponent += 1LL << 52;
}
@ -139,51 +140,70 @@ double ApproximateReciprocalSquareRoot(double val)
}
const std::array<BaseAndDec, 32> fres_expected = {{
{0x7ff800, 0x3e1}, {0x783800, 0x3a7}, {0x70ea00, 0x371}, {0x6a0800, 0x340}, {0x638800, 0x313},
{0x5d6200, 0x2ea}, {0x579000, 0x2c4}, {0x520800, 0x2a0}, {0x4cc800, 0x27f}, {0x47ca00, 0x261},
{0x430800, 0x245}, {0x3e8000, 0x22a}, {0x3a2c00, 0x212}, {0x360800, 0x1fb}, {0x321400, 0x1e5},
{0x2e4a00, 0x1d1}, {0x2aa800, 0x1be}, {0x272c00, 0x1ac}, {0x23d600, 0x19b}, {0x209e00, 0x18b},
{0x1d8800, 0x17c}, {0x1a9000, 0x16e}, {0x17ae00, 0x15b}, {0x14f800, 0x15b}, {0x124400, 0x143},
{0x0fbe00, 0x143}, {0x0d3800, 0x12d}, {0x0ade00, 0x12d}, {0x088400, 0x11a}, {0x065000, 0x11a},
{0x041c00, 0x108}, {0x020c00, 0x106},
{0xfff000, -0x3e1}, {0xf07000, -0x3a7}, {0xe1d400, -0x371}, {0xd41000, -0x340},
{0xc71000, -0x313}, {0xbac400, -0x2ea}, {0xaf2000, -0x2c4}, {0xa41000, -0x2a0},
{0x999000, -0x27f}, {0x8f9400, -0x261}, {0x861000, -0x245}, {0x7d0000, -0x22a},
{0x745800, -0x212}, {0x6c1000, -0x1fb}, {0x642800, -0x1e5}, {0x5c9400, -0x1d1},
{0x555000, -0x1be}, {0x4e5800, -0x1ac}, {0x47ac00, -0x19b}, {0x413c00, -0x18b},
{0x3b1000, -0x17c}, {0x352000, -0x16e}, {0x2f5c00, -0x15b}, {0x29f000, -0x15b},
{0x248800, -0x143}, {0x1f7c00, -0x143}, {0x1a7000, -0x12d}, {0x15bc00, -0x12d},
{0x110800, -0x11a}, {0x0ca000, -0x11a}, {0x083800, -0x108}, {0x041800, -0x106},
}};
// Used by fres and ps_res.
double ApproximateReciprocal(double val)
double ApproximateReciprocal(const UReg_FPSCR& fpscr, double val)
{
s64 integral = std::bit_cast<s64>(val);
const s64 mantissa = integral & ((1LL << 52) - 1);
const s64 sign = integral & (1ULL << 63);
s64 exponent = integral & (0x7FFLL << 52);
u64 integral = std::bit_cast<u64>(val);
// Convert into a float when possible
u64 signless = integral & ~DOUBLE_SIGN;
const u32 mantissa =
static_cast<u32>((integral & DOUBLE_FRAC) >> (DOUBLE_FRAC_WIDTH - FLOAT_FRAC_WIDTH));
const u32 sign = static_cast<u32>((integral >> 32) & FLOAT_SIGN);
s32 exponent = static_cast<s32>((integral & DOUBLE_EXP) >> DOUBLE_FRAC_WIDTH) - 0x380;
// The largest floats possible just return 0
const u64 huge_float = fpscr.NI ? 0x47d0000000000000ULL : 0x4940000000000000ULL;
// Special case 0
if (mantissa == 0 && exponent == 0)
if (signless == 0)
return std::copysign(std::numeric_limits<double>::infinity(), val);
// Special case NaN-ish numbers
if (exponent == (0x7FFLL << 52))
// Special case huge or NaN-ish numbers
if (signless >= huge_float)
{
if (mantissa == 0)
if (!std::isnan(val))
return std::copysign(0.0, val);
return 0.0 + val;
}
// Special case small inputs
if (exponent < (895LL << 52))
if (exponent < -1)
return std::copysign(std::numeric_limits<float>::max(), val);
// Special case large inputs
if (exponent >= (1149LL << 52))
return std::copysign(0.0, val);
exponent = 253 - exponent;
exponent = (0x7FDLL << 52) - exponent;
const int i = static_cast<int>(mantissa >> 37);
const u32 i = static_cast<u32>(mantissa >> 8);
const auto& entry = fres_expected[i / 1024];
integral = sign | exponent;
integral |= static_cast<s64>(entry.m_base - (entry.m_dec * (i % 1024) + 1) / 2) << 29;
const u32 new_mantissa = static_cast<u32>(entry.m_base + entry.m_dec * (i % 1024)) / 2;
return std::bit_cast<double>(integral);
u32 result = sign | (static_cast<u32>(exponent) << FLOAT_FRAC_WIDTH) | new_mantissa;
if (exponent <= 0)
{
// Result is subnormal so format it properly!
if (fpscr.NI)
{
// Flush to 0 if inexact
result = sign;
}
else
{
// Shift by the exponent amount
u32 shift = 1 + static_cast<u32>(-exponent);
result = sign | (((1 << FLOAT_FRAC_WIDTH) | new_mantissa) >> shift);
}
}
return static_cast<double>(std::bit_cast<float>(result));
}
} // namespace Common

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@ -8,6 +8,7 @@
#include <limits>
#include "Common/CommonTypes.h"
#include "Core/PowerPC/Gekko.h"
namespace Common
{
@ -96,6 +97,88 @@ extern const std::array<BaseAndDec, 32> fres_expected;
// PowerPC approximation algorithms
double ApproximateReciprocalSquareRoot(double val);
double ApproximateReciprocal(double val);
double ApproximateReciprocal(const UReg_FPSCR& fpscr, double val);
// Instructions which move data without performing operations round a bit weirdly
// Specifically they rounding the mantissa to be like that of a 32-bit float,
// going as far as to focus on the rounding mode, but never actually care about
// making sure the exponent becomes 32-bit
// Either this, or they'll truncate the mantissa down, which will always happen to
// PS1 OR PS0 in ps_rsqrte
inline u64 TruncateMantissaBits(u64 bits)
{
// Truncation can be done by simply cutting off the mantissa bits that don't
// exist in a single precision float
constexpr u64 remove_bits = Common::DOUBLE_FRAC_WIDTH - Common::FLOAT_FRAC_WIDTH;
constexpr u64 remove_mask = (1 << remove_bits) - 1;
return bits & ~remove_mask;
}
inline double TruncateMantissa(double value)
{
u64 bits = std::bit_cast<u64>(value);
u64 trunc_bits = TruncateMantissaBits(bits);
return std::bit_cast<double>(trunc_bits);
}
inline u64 RoundMantissaBitsFinite(u64 bits)
{
const u64 replacement_exp = 0x4000000000000000ull;
// To round only the mantissa, we assume the CPU can change the rounding mode,
// create new double with an exponent that won't cause issues, round to a single,
// and convert back to a double while restoring the original exponent again!
// The removing the exponent is done via subtraction instead of bitwise
// operations due to the possibility that the rounding will cause an overflow
// into the exponent
u64 resized_bits = (bits & (Common::DOUBLE_FRAC | Common::DOUBLE_SIGN)) | replacement_exp;
float rounded_float = static_cast<float>(std::bit_cast<double>(resized_bits));
double extended_float = static_cast<double>(rounded_float);
u64 rounded_bits = std::bit_cast<u64>(extended_float);
u64 orig_exp_bits = bits & Common::DOUBLE_EXP;
if (orig_exp_bits == 0)
{
// The exponent isn't incremented for double subnormals
return rounded_bits & ~Common::DOUBLE_EXP;
}
// Handle the change accordingly otherwise!
rounded_bits = (rounded_bits - replacement_exp) + orig_exp_bits;
return rounded_bits;
}
inline u64 RoundMantissaBits(u64 bits)
{
// Checking if the value is non-finite
if ((bits & Common::DOUBLE_EXP) == Common::DOUBLE_EXP)
{
// For infinite and NaN values, the mantissa is simply truncated
return TruncateMantissaBits(bits);
}
return RoundMantissaBitsFinite(bits);
}
inline double RoundMantissaFinite(double value)
{
// This function is only ever used by ps_sum1, because
// for some reason it assumes that ps0 should be rounded with
// finite values rather than checking if they might be infinite
u64 bits = std::bit_cast<u64>(value);
u64 rounded_bits = RoundMantissaBitsFinite(bits);
return std::bit_cast<double>(rounded_bits);
}
inline double RoundMantissa(double value)
{
// The double version of the function just converts to and from bits again
// This would be a necessary step anyways, so it just simplifies code
u64 bits = std::bit_cast<u64>(value);
u64 rounded_bits = RoundMantissaBits(bits);
return std::bit_cast<double>(rounded_bits);
}
} // namespace Common

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@ -515,7 +515,7 @@ void Interpreter::fresx(Interpreter& interpreter, UGeckoInstruction inst)
const double b = ppc_state.ps[inst.FB].PS0AsDouble();
const auto compute_result = [&ppc_state, inst](double value) {
const double result = Common::ApproximateReciprocal(value);
const double result = Common::ApproximateReciprocal(ppc_state.fpscr, value);
ppc_state.ps[inst.FD].Fill(result);
ppc_state.UpdateFPRFSingle(float(result));
};

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@ -18,8 +18,9 @@ void Interpreter::ps_sel(Interpreter& interpreter, UGeckoInstruction inst)
const auto& b = ppc_state.ps[inst.FB];
const auto& c = ppc_state.ps[inst.FC];
ppc_state.ps[inst.FD].SetBoth(a.PS0AsDouble() >= -0.0 ? c.PS0AsDouble() : b.PS0AsDouble(),
a.PS1AsDouble() >= -0.0 ? c.PS1AsDouble() : b.PS1AsDouble());
double ps0 = a.PS0AsDouble() >= -0.0 ? c.PS0AsDouble() : b.PS0AsDouble();
double ps1 = a.PS1AsDouble() >= -0.0 ? c.PS1AsDouble() : b.PS1AsDouble();
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissa(ps0), ps1);
if (inst.Rc)
ppc_state.UpdateCR1();
@ -30,8 +31,9 @@ void Interpreter::ps_neg(Interpreter& interpreter, UGeckoInstruction inst)
auto& ppc_state = interpreter.m_ppc_state;
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(b.PS0AsU64() ^ (UINT64_C(1) << 63),
b.PS1AsU64() ^ (UINT64_C(1) << 63));
u64 ps0 = b.PS0AsU64() ^ (UINT64_C(1) << 63);
u64 ps1 = b.PS1AsU64() ^ (UINT64_C(1) << 63);
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(ps0), ps1);
if (inst.Rc)
ppc_state.UpdateCR1();
@ -40,7 +42,9 @@ void Interpreter::ps_neg(Interpreter& interpreter, UGeckoInstruction inst)
void Interpreter::ps_mr(Interpreter& interpreter, UGeckoInstruction inst)
{
auto& ppc_state = interpreter.m_ppc_state;
ppc_state.ps[inst.FD] = ppc_state.ps[inst.FB];
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissa(b.PS0AsDouble()), b.PS1AsDouble());
if (inst.Rc)
ppc_state.UpdateCR1();
@ -51,8 +55,9 @@ void Interpreter::ps_nabs(Interpreter& interpreter, UGeckoInstruction inst)
auto& ppc_state = interpreter.m_ppc_state;
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(b.PS0AsU64() | (UINT64_C(1) << 63),
b.PS1AsU64() | (UINT64_C(1) << 63));
u64 ps0 = b.PS0AsU64() | (UINT64_C(1) << 63);
u64 ps1 = b.PS1AsU64() | (UINT64_C(1) << 63);
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(ps0), ps1);
if (inst.Rc)
ppc_state.UpdateCR1();
@ -63,8 +68,9 @@ void Interpreter::ps_abs(Interpreter& interpreter, UGeckoInstruction inst)
auto& ppc_state = interpreter.m_ppc_state;
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(b.PS0AsU64() & ~(UINT64_C(1) << 63),
b.PS1AsU64() & ~(UINT64_C(1) << 63));
u64 ps0 = b.PS0AsU64() & ~(UINT64_C(1) << 63);
u64 ps1 = b.PS1AsU64() & ~(UINT64_C(1) << 63);
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(ps0), ps1);
if (inst.Rc)
ppc_state.UpdateCR1();
@ -77,7 +83,7 @@ void Interpreter::ps_merge00(Interpreter& interpreter, UGeckoInstruction inst)
const auto& a = ppc_state.ps[inst.FA];
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(a.PS0AsDouble(), b.PS0AsDouble());
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(a.PS0AsU64()), b.PS0AsU64());
if (inst.Rc)
ppc_state.UpdateCR1();
@ -89,7 +95,7 @@ void Interpreter::ps_merge01(Interpreter& interpreter, UGeckoInstruction inst)
const auto& a = ppc_state.ps[inst.FA];
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(a.PS0AsDouble(), b.PS1AsDouble());
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(a.PS0AsU64()), b.PS1AsU64());
if (inst.Rc)
ppc_state.UpdateCR1();
@ -101,7 +107,7 @@ void Interpreter::ps_merge10(Interpreter& interpreter, UGeckoInstruction inst)
const auto& a = ppc_state.ps[inst.FA];
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(a.PS1AsDouble(), b.PS0AsDouble());
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(a.PS1AsU64()), b.PS0AsU64());
if (inst.Rc)
ppc_state.UpdateCR1();
@ -113,7 +119,7 @@ void Interpreter::ps_merge11(Interpreter& interpreter, UGeckoInstruction inst)
const auto& a = ppc_state.ps[inst.FA];
const auto& b = ppc_state.ps[inst.FB];
ppc_state.ps[inst.FD].SetBoth(a.PS1AsDouble(), b.PS1AsDouble());
ppc_state.ps[inst.FD].SetBoth(Common::RoundMantissaBits(a.PS1AsU64()), b.PS1AsU64());
if (inst.Rc)
ppc_state.UpdateCR1();
@ -143,7 +149,11 @@ void Interpreter::ps_res(Interpreter& interpreter, UGeckoInstruction inst)
// this code is based on the real hardware tests
auto& ppc_state = interpreter.m_ppc_state;
const double a = ppc_state.ps[inst.FB].PS0AsDouble();
const double b = ppc_state.ps[inst.FB].PS1AsDouble();
const double b = ppc_state.ps[inst.FB].PS1AsReciprocalDouble();
// The entire process of conditionally handling b doesn't matter
// for ps_res, becauase it never reads the bottom bits of a double
// when doing operations a standard value (not 0, NaN, infinity)
if (a == 0.0 || b == 0.0)
{
@ -157,8 +167,8 @@ void Interpreter::ps_res(Interpreter& interpreter, UGeckoInstruction inst)
if (Common::IsSNAN(a) || Common::IsSNAN(b))
SetFPException(ppc_state, FPSCR_VXSNAN);
const double ps0 = Common::ApproximateReciprocal(a);
const double ps1 = Common::ApproximateReciprocal(b);
const double ps0 = Common::TruncateMantissa(Common::ApproximateReciprocal(ppc_state.fpscr, a));
const double ps1 = Common::ApproximateReciprocal(ppc_state.fpscr, b);
ppc_state.ps[inst.FD].SetBoth(ps0, ps1);
ppc_state.UpdateFPRFSingle(float(ps0));
@ -171,7 +181,14 @@ void Interpreter::ps_rsqrte(Interpreter& interpreter, UGeckoInstruction inst)
{
auto& ppc_state = interpreter.m_ppc_state;
const double ps0 = ppc_state.ps[inst.FB].PS0AsDouble();
const double ps1 = ppc_state.ps[inst.FB].PS1AsDouble();
double ps1 = ppc_state.ps[inst.FB].PS1AsReciprocalDouble();
if (ps1 > 0.0)
{
// If ps1 is <0, we want the result to remain NaN even for
// the smallest of subnormals which would be truncated to 0
ps1 = Common::TruncateMantissa(ps1);
}
if (ps0 == 0.0 || ps1 == 0.0)
{
@ -191,8 +208,9 @@ void Interpreter::ps_rsqrte(Interpreter& interpreter, UGeckoInstruction inst)
if (Common::IsSNAN(ps0) || Common::IsSNAN(ps1))
SetFPException(ppc_state, FPSCR_VXSNAN);
const float dst_ps0 = ForceSingle(ppc_state.fpscr, Common::ApproximateReciprocalSquareRoot(ps0));
const float dst_ps1 = ForceSingle(ppc_state.fpscr, Common::ApproximateReciprocalSquareRoot(ps1));
// For some reason ps0 is also truncated for this operation rather than rounded
const double dst_ps0 = Common::TruncateMantissa(Common::ApproximateReciprocalSquareRoot(ps0));
const double dst_ps1 = Common::ApproximateReciprocalSquareRoot(ps1);
ppc_state.ps[inst.FD].SetBoth(dst_ps0, dst_ps1);
ppc_state.UpdateFPRFSingle(dst_ps0);
@ -359,7 +377,7 @@ void Interpreter::ps_sum0(Interpreter& interpreter, UGeckoInstruction inst)
const float ps0 =
ForceSingle(ppc_state.fpscr, NI_add(ppc_state, a.PS0AsDouble(), b.PS1AsDouble()).value);
const float ps1 = ForceSingle(ppc_state.fpscr, c.PS1AsDouble());
const double ps1 = c.PS1AsDouble();
ppc_state.ps[inst.FD].SetBoth(ps0, ps1);
ppc_state.UpdateFPRFSingle(ps0);
@ -375,7 +393,8 @@ void Interpreter::ps_sum1(Interpreter& interpreter, UGeckoInstruction inst)
const auto& b = ppc_state.ps[inst.FB];
const auto& c = ppc_state.ps[inst.FC];
const float ps0 = ForceSingle(ppc_state.fpscr, c.PS0AsDouble());
// Rounds assuming ps0 is finite for some reason
const double ps0 = Common::RoundMantissaFinite(c.PS0AsDouble());
const float ps1 =
ForceSingle(ppc_state.fpscr, NI_add(ppc_state, a.PS0AsDouble(), b.PS1AsDouble()).value);

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@ -254,18 +254,17 @@ void CommonAsmRoutines::GenFres()
IMUL(32, RSCRATCH,
MComplex(RSCRATCH_EXTRA, RSCRATCH2, SCALE_8, offsetof(Common::BaseAndDec, m_dec)));
ADD(32, R(RSCRATCH), Imm8(1));
SHR(32, R(RSCRATCH), Imm8(1));
MOV(32, R(RSCRATCH2),
MComplex(RSCRATCH_EXTRA, RSCRATCH2, SCALE_8, offsetof(Common::BaseAndDec, m_base)));
SUB(32, R(RSCRATCH2), R(RSCRATCH));
ADD(32, R(RSCRATCH2), R(RSCRATCH));
SHR(32, R(RSCRATCH2), Imm8(1));
SHL(64, R(RSCRATCH2), Imm8(29));
POP(RSCRATCH_EXTRA);
OR(64, R(RSCRATCH2), R(RSCRATCH_EXTRA)); // vali |= (s64)(fres_expected_base[i / 1024] -
// (fres_expected_dec[i / 1024] * (i % 1024) + 1) / 2)
OR(64, R(RSCRATCH2), R(RSCRATCH_EXTRA)); // vali |= (s64)((u64)(fres_expected_base[i / 1024] +
// (fres_expected_dec[i / 1024] * (i % 1024)) / 2))
// << 29
MOVQ_xmm(XMM0, R(RSCRATCH2));
RET();
@ -279,6 +278,7 @@ void CommonAsmRoutines::GenFres()
SetJumpTarget(complex);
ABI_PushRegistersAndAdjustStack(QUANTIZED_REGS_TO_SAVE, 8);
LEA(64, ABI_PARAM1, PPCSTATE(fpscr));
ABI_CallFunction(Common::ApproximateReciprocal);
ABI_PopRegistersAndAdjustStack(QUANTIZED_REGS_TO_SAVE, 8);
RET();

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@ -292,11 +292,10 @@ void JitArm64::GenerateFres()
ADD(ARM64Reg::X2, ARM64Reg::X3, ARM64Reg::X2, ArithOption(ARM64Reg::X2, ShiftType::LSL, 3));
UBFX(ARM64Reg::X1, ARM64Reg::X1, 37, 10); // Grab lower part of mantissa
LDP(IndexType::Signed, ARM64Reg::W2, ARM64Reg::W3, ARM64Reg::X2, 0);
MOVI2R(ARM64Reg::W4, 1);
MADD(ARM64Reg::W1, ARM64Reg::W3, ARM64Reg::W1, ARM64Reg::W4);
SUB(ARM64Reg::W1, ARM64Reg::W2, ARM64Reg::W1, ArithOption(ARM64Reg::W1, ShiftType::LSR, 1));
MADD(ARM64Reg::W1, ARM64Reg::W3, ARM64Reg::W1, ARM64Reg::W2);
AND(ARM64Reg::X0, ARM64Reg::X0,
LogicalImm(Common::DOUBLE_SIGN | Common::DOUBLE_EXP, GPRSize::B64));
LSR(ARM64Reg::W1, ARM64Reg::W1, 1);
ORR(ARM64Reg::X0, ARM64Reg::X0, ARM64Reg::X1, ArithOption(ARM64Reg::X1, ShiftType::LSL, 29));
RET();

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@ -40,7 +40,25 @@ double PairedSingle::PS0AsDouble() const
double PairedSingle::PS1AsDouble() const
{
return std::bit_cast<double>(ps1);
return Common::TruncateMantissa(std::bit_cast<double>(ps1));
}
// If ps1 would get truncated to 0 if read as a raw value, set the sign
// of the input for reciprocal operations
// It's not exactly clear why this happens, but that's also why PS1 is
// truncated on read rather than on write
double PairedSingle::PS1AsReciprocalDouble() const
{
constexpr u64 trunc_bits = Common::DOUBLE_FRAC_WIDTH - Common::FLOAT_FRAC_WIDTH;
constexpr u64 trunc_mask = (1 << trunc_bits) - 1;
u64 bits = ps1;
if ((ps1 & ~(trunc_mask | Common::DOUBLE_SIGN)) == 0 && (ps1 & trunc_mask) != 0)
{
bits |= Common::DOUBLE_SIGN;
}
return std::bit_cast<double>(bits);
}
void PairedSingle::SetPS0(double value)

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@ -11,6 +11,7 @@
#include <vector>
#include "Common/CommonTypes.h"
#include "Common/FloatUtils.h"
#include "Core/CPUThreadConfigCallback.h"
#include "Core/Debugger/BranchWatch.h"
@ -70,14 +71,21 @@ struct TLBEntry
struct PairedSingle
{
// By default, truncate PS1
// Due to reciprocal operations having a quirk in which the sign
// of the input PS1 is set if the value in it beforehand would
// be truncated to 0, setting PS1 then only truncating it on read
// operations simply works easier than creating an entire flag
// for this specific case
u64 PS0AsU64() const { return ps0; }
u64 PS1AsU64() const { return ps1; }
u64 PS1AsU64() const { return Common::TruncateMantissaBits(ps1); }
u32 PS0AsU32() const { return static_cast<u32>(ps0); }
u32 PS1AsU32() const { return static_cast<u32>(ps1); }
double PS0AsDouble() const;
double PS1AsDouble() const;
double PS1AsReciprocalDouble() const;
void SetPS0(u64 value) { ps0 = value; }
void SetPS0(double value);

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@ -40,6 +40,7 @@ public:
MOV(ARM64Reg::X1, ARM64Reg::X0);
m_float_emit.FMOV(ARM64Reg::D0, ARM64Reg::X0);
m_float_emit.FRECPE(ARM64Reg::D0, ARM64Reg::D0);
m_float_emit.FMOV(ARM64Reg::X0, ARM64Reg::D0);
BL(raw_fres);
MOV(ARM64Reg::X30, ARM64Reg::X15);
MOV(PPC_REG, ARM64Reg::X14);
@ -58,11 +59,14 @@ TEST(JitArm64, Fres)
TestFres test(Core::System::GetInstance());
// FPSCR with NI set
const UReg_FPSCR fpscr = UReg_FPSCR(0x00000004);
for (const u64 ivalue : double_test_values)
{
const double dvalue = std::bit_cast<double>(ivalue);
const u64 expected = std::bit_cast<u64>(Common::ApproximateReciprocal(dvalue));
const u64 expected = std::bit_cast<u64>(Common::ApproximateReciprocal(fpscr, dvalue));
const u64 actual = test.fres(ivalue);
if (expected != actual)