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7d30552325 |
@ -150,15 +150,11 @@ module controller(
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ControlsD = `CTRLW'b0_000_00_00_000_0_0_0_0_0_0_0_0_0_00_1; // Non-implemented instruction
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7'b0110011: if (Funct7D == 7'b0000000 | Funct7D == 7'b0100000)
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ControlsD = `CTRLW'b1_000_00_00_000_0_1_0_0_0_0_0_0_0_00_0; // R-type
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else if (Funct7D == 7'b0000001 & (`M_SUPPORTED | (`ZMMUL_SUPPORTED & ~Funct3D[2])))
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ControlsD = `CTRLW'b1_000_00_00_011_0_0_0_0_0_0_0_0_1_00_0; // Multiply/divide
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else
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ControlsD = `CTRLW'b0_000_00_00_000_0_0_0_0_0_0_0_0_0_00_1; // Non-implemented instruction
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7'b0110111: ControlsD = `CTRLW'b1_100_01_00_000_0_0_0_1_0_0_0_0_0_00_0; // lui
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7'b0111011: if ((Funct7D == 7'b0000000 | Funct7D == 7'b0100000) & `XLEN == 64)
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ControlsD = `CTRLW'b1_000_00_00_000_0_1_0_0_1_0_0_0_0_00_0; // R-type W instructions for RV64i
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else if (Funct7D == 7'b0000001 & (`M_SUPPORTED | (`ZMMUL_SUPPORTED & ~Funct3D[2])) & `XLEN == 64)
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ControlsD = `CTRLW'b1_000_00_00_011_0_0_0_0_1_0_0_0_1_00_0; // W-type Multiply/Divide
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else
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ControlsD = `CTRLW'b0_000_00_00_000_0_0_0_0_0_0_0_0_0_00_1; // Non-implemented instruction
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7'b1100011: ControlsD = `CTRLW'b0_010_11_00_000_1_0_0_0_0_0_0_0_0_00_0; // branches
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@ -36,24 +36,7 @@ module mul(
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output logic [`XLEN*2-1:0] ProdM // double-widthproduct
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);
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// Number systems
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// Let A' = sum(i=0, XLEN-2, A[i]*2^i)
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// Unsigned: A = A' + A[XLEN-1]*2^(XLEN-1)
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// Signed: A = A' - A[XLEN-1]*2^(XLEN-1)
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// Multiplication: A*B
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// Let P' = A' * B'
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// PA = (A' * B[XLEN-1])
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// PB = (B' * A[XLEN-1])
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// PP = A[XLEN-1] * B[XLEN-1]
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// Signed * Signed = P' + (-PA - PB)*2^(XLEN-1) + PP*2^(2XLEN-2)
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// Signed * Unsigned = P' + ( PA - PB)*2^(XLEN-1) - PP*2^(2XLEN-2)
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// Unsigned * Unsigned = P' + ( PA + PB)*2^(XLEN-1) + PP*2^(2XLEN-2)
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logic [`XLEN-1:0] Aprime, Bprime; // lower bits of source A and B
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logic MULH, MULHSU; // type of multiply
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logic [`XLEN-2:0] PA, PB; // product of msb and lsbs
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logic PP; // product of msbs
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logic [`XLEN*2-1:0] PP1E, PP2E, PP3E, PP4E; // partial products
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logic [`XLEN*2-1:0] PP1M, PP2M, PP3M, PP4M; // registered partial proudcts
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@ -61,24 +44,7 @@ module mul(
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// Execute Stage: Compute partial products
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//////////////////////////////
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assign Aprime = {1'b0, ForwardedSrcAE[`XLEN-2:0]};
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assign Bprime = {1'b0, ForwardedSrcBE[`XLEN-2:0]};
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assign PP1E = Aprime * Bprime;
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assign PA = {(`XLEN-1){ForwardedSrcAE[`XLEN-1]}} & ForwardedSrcBE[`XLEN-2:0];
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assign PB = {(`XLEN-1){ForwardedSrcBE[`XLEN-1]}} & ForwardedSrcAE[`XLEN-2:0];
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assign PP = ForwardedSrcAE[`XLEN-1] & ForwardedSrcBE[`XLEN-1];
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// flavor of multiplication
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assign MULH = (Funct3E == 3'b001);
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assign MULHSU = (Funct3E == 3'b010);
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// Select partial products, handling signed multiplication
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assign PP2E = {2'b00, (MULH | MULHSU) ? ~PA : PA, {(`XLEN-1){1'b0}}};
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assign PP3E = {2'b00, (MULH) ? ~PB : PB, {(`XLEN-1){1'b0}}};
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always_comb
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if (MULH) PP4E = {1'b1, PP, {(`XLEN-3){1'b0}}, 1'b1, {(`XLEN){1'b0}}};
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else if (MULHSU) PP4E = {1'b1, ~PP, {(`XLEN-2){1'b0}}, 1'b1, {(`XLEN-1){1'b0}}};
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else PP4E = {1'b0, PP, {(`XLEN*2-2){1'b0}}};
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// insert stuff here for lab 5
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//////////////////////////////
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// Memory Stage: Sum partial proudcts
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