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Cleanup cmp2lcu.v
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@ -17,18 +17,18 @@ input [B_WIDTH-1:0] B;
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output [Y_WIDTH-1:0] Y;
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output [Y_WIDTH-1:0] Y;
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parameter _TECHMAP_CELLTYPE_ = "";
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parameter _TECHMAP_CELLTYPE_ = "";
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localparam gt_width = `LUT_WIDTH/2;
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localparam cmp_width = `LUT_WIDTH/2;
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generate
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generate
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if (_TECHMAP_CELLTYPE_ == "" || (A_WIDTH <= gt_width || B_WIDTH <= gt_width))
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if (_TECHMAP_CELLTYPE_ == "" || (A_WIDTH <= cmp_width || B_WIDTH <= cmp_width))
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wire _TECHMAP_FAIL_ = 1;
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wire _TECHMAP_FAIL_ = 1;
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else if (_TECHMAP_CELLTYPE_ == "$lt") begin
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else if (_TECHMAP_CELLTYPE_ == "$lt") begin
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// Transform $lt into $gt by swapping A and B
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// Transform $lt into $gt by swapping A and B
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$gt #(.A_SIGNED(B_SIGNED), .B_SIGNED(A_SIGNED), .A_WIDTH(B_WIDTH), .B_WIDTH(A_WIDTH), .Y_WIDTH(Y_WIDTH)) _TECHMAP_REPLACE_ (.A(B), .B(A), .Y(Y));
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$gt #(.A_SIGNED(B_SIGNED), .B_SIGNED(A_SIGNED), .A_WIDTH(B_WIDTH), .B_WIDTH(A_WIDTH), .Y_WIDTH(Y_WIDTH)) _TECHMAP_REPLACE_ (.A(B), .B(A), .Y(Y));
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end
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end
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else if (_TECHMAP_CELLTYPE_ == "$le") begin
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else if (_TECHMAP_CELLTYPE_ == "$le") begin
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// Transform $le into $ge by swapping A and B
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// Transform $le into $ge by swapping A and B
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$ge #(.A_SIGNED(B_SIGNED), .B_SIGNED(A_SIGNED), .A_WIDTH(B_WIDTH), .B_WIDTH(A_WIDTH), .Y_WIDTH(Y_WIDTH)) _TECHMAP_REPLACE_ (.A(B), .B(A), .Y(Y));
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$ge #(.A_SIGNED(B_SIGNED), .B_SIGNED(A_SIGNED), .A_WIDTH(B_WIDTH), .B_WIDTH(A_WIDTH), .Y_WIDTH(Y_WIDTH)) _TECHMAP_REPLACE_ (.A(B), .B(A), .Y(Y));
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end
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end
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else begin
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else begin
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// Perform sign extension on A and B
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// Perform sign extension on A and B
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@ -37,26 +37,26 @@ generate
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wire [WIDTH-1:0] BB = {{(WIDTH-B_WIDTH){B_SIGNED ? B[B_WIDTH-1] : 1'b0}}, B};
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wire [WIDTH-1:0] BB = {{(WIDTH-B_WIDTH){B_SIGNED ? B[B_WIDTH-1] : 1'b0}}, B};
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// Compute width of $lcu/carry-chain cell
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// Compute width of $lcu/carry-chain cell
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localparam lcu_width = (WIDTH+gt_width-1)/gt_width;
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localparam lcu_width = (WIDTH+cmp_width-1)/cmp_width;
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wire [lcu_width-1:0] P, G, CO;
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wire [lcu_width-1:0] P, G, CO;
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genvar i, j;
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genvar i, j;
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integer j;
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integer j;
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for (i = 0; i < WIDTH; i=i+gt_width) begin
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for (i = 0; i < WIDTH; i=i+cmp_width) begin
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wire [gt_width-1:0] PP, GG;
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wire [cmp_width-1:0] PP, GG;
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if (i < WIDTH-gt_width) begin
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if (i < WIDTH-cmp_width) begin
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// Bit-wise equality (xnor) of sign-extended A and B
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// Bit-wise equality (xnor) of sign-extended A and B
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assign PP = AA[i +: gt_width] ^~ BB[i +: gt_width];
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assign PP = AA[i +: cmp_width] ^~ BB[i +: cmp_width];
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// Priority "encoder" that checks A[i] == 1'b1 && B[i] == 1'b0
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// Priority "encoder" that checks A[i] == 1'b1 && B[i] == 1'b0
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// from MSB down, deferring to less significant bits if the
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// from MSB down, deferring to less significant bits if the
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// MSBs are equal
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// MSBs are equal
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assign GG[gt_width-1] = AA[i+gt_width-1] & ~BB[i+gt_width-1];
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assign GG[cmp_width-1] = AA[i+cmp_width-1] & ~BB[i+cmp_width-1];
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for (j = gt_width-2; j >= 0; j=j-1)
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for (j = cmp_width-2; j >= 0; j=j-1)
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assign GG[j] = &PP[gt_width-1:j+1] & (AA[i+j] & ~BB[i+j]);
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assign GG[j] = &PP[cmp_width-1:j+1] & (AA[i+j] & ~BB[i+j]);
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// Propagate only if all bits are equal
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// Propagate only if all bits are equal
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// (inconclusive evidence to say A >= B)
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// (inconclusive evidence to say A >= B)
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assign P[i/gt_width] = &PP;
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assign P[i/cmp_width] = &PP;
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// Generate if any pairs call for it
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// Generate if any pairs call for it
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assign G[i/gt_width] = |GG;
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assign G[i/cmp_width] = |GG;
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end
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end
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else begin
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else begin
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assign PP = AA[WIDTH-1:i] ^~ BB[WIDTH-1:i];
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assign PP = AA[WIDTH-1:i] ^~ BB[WIDTH-1:i];
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@ -66,8 +66,8 @@ generate
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assign GG[WIDTH-i-1] = AA[WIDTH-1] & ~BB[WIDTH-1];
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assign GG[WIDTH-i-1] = AA[WIDTH-1] & ~BB[WIDTH-1];
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for (j = WIDTH-i-2; j >= 0; j=j-1)
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for (j = WIDTH-i-2; j >= 0; j=j-1)
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assign GG[j] = &PP[WIDTH-i-1:j+1] & (AA[i+j] & ~BB[i+j]);
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assign GG[j] = &PP[WIDTH-i-1:j+1] & (AA[i+j] & ~BB[i+j]);
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assign P[i/gt_width] = &PP[WIDTH-i-1:0];
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assign P[i/cmp_width] = &PP[WIDTH-i-1:0];
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assign G[i/gt_width] = |GG[WIDTH-i-1:0];
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assign G[i/cmp_width] = |GG[WIDTH-i-1:0];
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end
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end
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end
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end
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// For $ge operation, start with the assumption that A and B are
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// For $ge operation, start with the assumption that A and B are
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