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Add flooring modulo operator

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The $div and $mod cells use truncating division semantics (rounding
towards 0), as defined by e.g. Verilog. Another rounding mode, flooring
(rounding towards negative infinity), can be used in e.g. VHDL. The
new $modfloor cell provides this flooring modulo (also known as "remainder"
in several languages, but this name is ambiguous).

This commit also fixes the handling of $mod in opt_expr, which was
previously optimized as if it was $modfloor.
This commit is contained in:
Xiretza 2020-04-08 19:30:47 +02:00
parent 0d99522b3c
commit 17163cf43a
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GPG key ID: 17B78226F7139993
23 changed files with 280 additions and 37 deletions
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79
techlibs/common/techmap.v
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@ -364,7 +364,8 @@ module \$__div_mod_u (A, B, Y, R);
end endgenerate
endmodule
module \$__div_mod (A, B, Y, R);
// truncating signed division/modulo
module \$__div_mod_trunc (A, B, Y, R);
parameter A_SIGNED = 0;
parameter B_SIGNED = 0;
parameter A_WIDTH = 1;
@ -420,7 +421,7 @@ module _90_div (A, B, Y);
(* force_downto *)
output [Y_WIDTH-1:0] Y;
\$__div_mod #(
\$__div_mod_trunc #(
.A_SIGNED(A_SIGNED),
.B_SIGNED(B_SIGNED),
.A_WIDTH(A_WIDTH),
@ -448,7 +449,79 @@ module _90_mod (A, B, Y);
(* force_downto *)
output [Y_WIDTH-1:0] Y;
\$__div_mod #(
\$__div_mod_trunc #(
.A_SIGNED(A_SIGNED),
.B_SIGNED(B_SIGNED),
.A_WIDTH(A_WIDTH),
.B_WIDTH(B_WIDTH),
.Y_WIDTH(Y_WIDTH)
) div_mod (
.A(A),
.B(B),
.R(Y)
);
endmodule
// flooring signed division/modulo
module \$__div_mod_floor (A, B, Y, R);
parameter A_SIGNED = 0;
parameter B_SIGNED = 0;
parameter A_WIDTH = 1;
parameter B_WIDTH = 1;
parameter Y_WIDTH = 1;
localparam WIDTH =
A_WIDTH >= B_WIDTH && A_WIDTH >= Y_WIDTH ? A_WIDTH :
B_WIDTH >= A_WIDTH && B_WIDTH >= Y_WIDTH ? B_WIDTH : Y_WIDTH;
input [A_WIDTH-1:0] A;
input [B_WIDTH-1:0] B;
output [Y_WIDTH-1:0] Y, R;
wire [WIDTH-1:0] A_buf, B_buf;
\$pos #(.A_SIGNED(A_SIGNED), .A_WIDTH(A_WIDTH), .Y_WIDTH(WIDTH)) A_conv (.A(A), .Y(A_buf));
\$pos #(.A_SIGNED(B_SIGNED), .A_WIDTH(B_WIDTH), .Y_WIDTH(WIDTH)) B_conv (.A(B), .Y(B_buf));
wire [WIDTH-1:0] A_buf_u, B_buf_u, Y_u, R_u, R_s;
assign A_buf_u = A_SIGNED && A_buf[WIDTH-1] ? -A_buf : A_buf;
assign B_buf_u = B_SIGNED && B_buf[WIDTH-1] ? -B_buf : B_buf;
\$__div_mod_u #(
.WIDTH(WIDTH)
) div_mod_u (
.A(A_buf_u),
.B(B_buf_u),
.Y(Y_u),
.R(R_u)
);
// For negative results, if there was a remainder, subtract one to turn
// the round towards 0 into a round towards -inf
assign Y = A_SIGNED && B_SIGNED && (A_buf[WIDTH-1] != B_buf[WIDTH-1]) ? (R_u == 0 ? -Y_u : -Y_u-1) : Y_u;
// truncating modulo
assign R_s = A_SIGNED && B_SIGNED && A_buf[WIDTH-1] ? -R_u : R_u;
// Flooring modulo differs from truncating modulo only if it is nonzero and
// A and B have different signs - then `floor - trunc = B`
assign R = (R_s != 0) && A_SIGNED && B_SIGNED && (A_buf[WIDTH-1] != B_buf[WIDTH-1]) ? $signed(B_buf) + $signed(R_s) : R_s;
endmodule
(* techmap_celltype = "$modfloor" *)
module _90_modfloor (A, B, Y);
parameter A_SIGNED = 0;
parameter B_SIGNED = 0;
parameter A_WIDTH = 1;
parameter B_WIDTH = 1;
parameter Y_WIDTH = 1;
(* force_downto *)
input [A_WIDTH-1:0] A;
(* force_downto *)
input [B_WIDTH-1:0] B;
(* force_downto *)
output [Y_WIDTH-1:0] Y;
\$__div_mod_floor #(
.A_SIGNED(A_SIGNED),
.B_SIGNED(B_SIGNED),
.A_WIDTH(A_WIDTH),