Add Sadalp_V, Saddlp_V, Uadalp_V, Uaddlp_V instructions; add 8 Tests. (#340)

* Update Instructions.cs

* Update CpuTestSimd.cs

* Update AOpCodeTable.cs

* Update AInstEmitSimdArithmetic.cs
This commit is contained in:
LDj3SNuD
2018-08-13 23:10:02 +02:00
committed by gdkchan
parent c05600a26b
commit 4518c52c65
4 changed files with 443 additions and 0 deletions

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@ -1137,6 +1137,114 @@ namespace Ryujinx.Tests.Cpu
});
}
[Test, Description("SADALP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Sadalp_V_8B4H_4H2S_2S1D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <8B4H, 4H2S, 2S1D>
{
uint Opcode = 0x0E206800; // SADALP V0.4H, V0.8B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0(A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.V(1, new Bits(A));
SimdFp.Sadalp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("SADALP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Sadalp_V_16B8H_8H4S_4S2D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <16B8H, 8H4S, 4S2D>
{
uint Opcode = 0x4E206800; // SADALP V0.8H, V0.16B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0E1(A, A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.Vpart(1, 0, new Bits(A)); AArch64.Vpart(1, 1, new Bits(A));
SimdFp.Sadalp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("SADDLP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Saddlp_V_8B4H_4H2S_2S1D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <8B4H, 4H2S, 2S1D>
{
uint Opcode = 0x0E202800; // SADDLP V0.4H, V0.8B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0(A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.V(1, new Bits(A));
SimdFp.Saddlp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("SADDLP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Saddlp_V_16B8H_8H4S_4S2D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <16B8H, 8H4S, 4S2D>
{
uint Opcode = 0x4E202800; // SADDLP V0.8H, V0.16B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0E1(A, A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.Vpart(1, 0, new Bits(A)); AArch64.Vpart(1, 1, new Bits(A));
SimdFp.Saddlp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("SQABS <V><d>, <V><n>")]
public void Sqabs_S_B_H_S_D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
@ -1602,6 +1710,114 @@ namespace Ryujinx.Tests.Cpu
Assert.That(ThreadState.Fpsr, Is.EqualTo((int)Shared.FPSR.ToUInt32()));
}
[Test, Description("UADALP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Uadalp_V_8B4H_4H2S_2S1D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <8B4H, 4H2S, 2S1D>
{
uint Opcode = 0x2E206800; // UADALP V0.4H, V0.8B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0(A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.V(1, new Bits(A));
SimdFp.Uadalp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("UADALP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Uadalp_V_16B8H_8H4S_4S2D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <16B8H, 8H4S, 4S2D>
{
uint Opcode = 0x6E206800; // UADALP V0.8H, V0.16B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0E1(A, A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.Vpart(1, 0, new Bits(A)); AArch64.Vpart(1, 1, new Bits(A));
SimdFp.Uadalp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("UADDLP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Uaddlp_V_8B4H_4H2S_2S1D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <8B4H, 4H2S, 2S1D>
{
uint Opcode = 0x2E202800; // UADDLP V0.4H, V0.8B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0(A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.V(1, new Bits(A));
SimdFp.Uaddlp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("UADDLP <Vd>.<Ta>, <Vn>.<Tb>")]
public void Uaddlp_V_16B8H_8H4S_4S2D([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong Z,
[ValueSource("_8B4H2S_")] [Random(RndCnt)] ulong A,
[Values(0b00u, 0b01u, 0b10u)] uint size) // <16B8H, 8H4S, 4S2D>
{
uint Opcode = 0x6E202800; // UADDLP V0.8H, V0.16B
Opcode |= ((Rn & 31) << 5) | ((Rd & 31) << 0);
Opcode |= ((size & 3) << 22);
Bits Op = new Bits(Opcode);
Vector128<float> V0 = MakeVectorE0E1(Z, Z);
Vector128<float> V1 = MakeVectorE0E1(A, A);
AThreadState ThreadState = SingleOpcode(Opcode, V0: V0, V1: V1);
AArch64.Vpart(0, 0, new Bits(Z)); AArch64.Vpart(0, 1, new Bits(Z));
AArch64.Vpart(1, 0, new Bits(A)); AArch64.Vpart(1, 1, new Bits(A));
SimdFp.Uaddlp_V(Op[30], Op[23, 22], Op[9, 5], Op[4, 0]);
Assert.Multiple(() =>
{
Assert.That(GetVectorE0(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 0).ToUInt64()));
Assert.That(GetVectorE1(ThreadState.V0), Is.EqualTo(AArch64.Vpart(64, 0, 1).ToUInt64()));
});
}
[Test, Description("UQXTN <Vb><d>, <Va><n>")]
public void Uqxtn_S_HB_SH_DS([Values(0u)] uint Rd,
[Values(1u, 0u)] uint Rn,

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@ -3060,6 +3060,90 @@ namespace Ryujinx.Tests.Cpu.Tester
V(d, result);
}
// sadalp_advsimd.html
public static void Sadalp_V(bool Q, Bits size, Bits Rn, Bits Rd)
{
const bool U = false;
const bool op = true;
/* Decode Vector */
int d = (int)UInt(Rd);
int n = (int)UInt(Rn);
/* if size == '11' then ReservedValue(); */
int esize = 8 << (int)UInt(size);
int datasize = (Q ? 128 : 64);
int elements = datasize / (2 * esize);
bool acc = (op == true);
bool unsigned = (U == true);
/* Operation */
/* CheckFPAdvSIMDEnabled64(); */
Bits operand = V(datasize, n);
Bits sum;
BigInteger op1;
BigInteger op2;
Bits result = (acc ? V(datasize, d) : Zeros(datasize));
for (int e = 0; e <= elements - 1; e++)
{
op1 = Int(Elem(operand, 2 * e + 0, esize), unsigned);
op2 = Int(Elem(operand, 2 * e + 1, esize), unsigned);
sum = (op1 + op2).SubBigInteger(2 * esize - 1, 0);
Elem(result, e, 2 * esize, Elem(result, e, 2 * esize) + sum);
}
V(d, result);
}
// saddlp_advsimd.html
public static void Saddlp_V(bool Q, Bits size, Bits Rn, Bits Rd)
{
const bool U = false;
const bool op = false;
/* Decode Vector */
int d = (int)UInt(Rd);
int n = (int)UInt(Rn);
/* if size == '11' then ReservedValue(); */
int esize = 8 << (int)UInt(size);
int datasize = (Q ? 128 : 64);
int elements = datasize / (2 * esize);
bool acc = (op == true);
bool unsigned = (U == true);
/* Operation */
/* CheckFPAdvSIMDEnabled64(); */
Bits operand = V(datasize, n);
Bits sum;
BigInteger op1;
BigInteger op2;
Bits result = (acc ? V(datasize, d) : Zeros(datasize));
for (int e = 0; e <= elements - 1; e++)
{
op1 = Int(Elem(operand, 2 * e + 0, esize), unsigned);
op2 = Int(Elem(operand, 2 * e + 1, esize), unsigned);
sum = (op1 + op2).SubBigInteger(2 * esize - 1, 0);
Elem(result, e, 2 * esize, Elem(result, e, 2 * esize) + sum);
}
V(d, result);
}
// sqabs_advsimd.html#SQABS_asisdmisc_R
public static void Sqabs_S(Bits size, Bits Rn, Bits Rd)
{
@ -3522,6 +3606,90 @@ namespace Ryujinx.Tests.Cpu.Tester
V(d, result);
}
// uadalp_advsimd.html
public static void Uadalp_V(bool Q, Bits size, Bits Rn, Bits Rd)
{
const bool U = true;
const bool op = true;
/* Decode Vector */
int d = (int)UInt(Rd);
int n = (int)UInt(Rn);
/* if size == '11' then ReservedValue(); */
int esize = 8 << (int)UInt(size);
int datasize = (Q ? 128 : 64);
int elements = datasize / (2 * esize);
bool acc = (op == true);
bool unsigned = (U == true);
/* Operation */
/* CheckFPAdvSIMDEnabled64(); */
Bits operand = V(datasize, n);
Bits sum;
BigInteger op1;
BigInteger op2;
Bits result = (acc ? V(datasize, d) : Zeros(datasize));
for (int e = 0; e <= elements - 1; e++)
{
op1 = Int(Elem(operand, 2 * e + 0, esize), unsigned);
op2 = Int(Elem(operand, 2 * e + 1, esize), unsigned);
sum = (op1 + op2).SubBigInteger(2 * esize - 1, 0);
Elem(result, e, 2 * esize, Elem(result, e, 2 * esize) + sum);
}
V(d, result);
}
// uaddlp_advsimd.html
public static void Uaddlp_V(bool Q, Bits size, Bits Rn, Bits Rd)
{
const bool U = true;
const bool op = false;
/* Decode Vector */
int d = (int)UInt(Rd);
int n = (int)UInt(Rn);
/* if size == '11' then ReservedValue(); */
int esize = 8 << (int)UInt(size);
int datasize = (Q ? 128 : 64);
int elements = datasize / (2 * esize);
bool acc = (op == true);
bool unsigned = (U == true);
/* Operation */
/* CheckFPAdvSIMDEnabled64(); */
Bits operand = V(datasize, n);
Bits sum;
BigInteger op1;
BigInteger op2;
Bits result = (acc ? V(datasize, d) : Zeros(datasize));
for (int e = 0; e <= elements - 1; e++)
{
op1 = Int(Elem(operand, 2 * e + 0, esize), unsigned);
op2 = Int(Elem(operand, 2 * e + 1, esize), unsigned);
sum = (op1 + op2).SubBigInteger(2 * esize - 1, 0);
Elem(result, e, 2 * esize, Elem(result, e, 2 * esize) + sum);
}
V(d, result);
}
// uqxtn_advsimd.html#UQXTN_asisdmisc_N
public static void Uqxtn_S(Bits size, Bits Rn, Bits Rd)
{