| //`include "fpu_lib.sv" |
| module multiplier #(parameter exp_width = 8, parameter mant_width = 24) |
| ( |
| input wire [(exp_width + mant_width-1):0] a, |
| input wire [(exp_width + mant_width-1):0] b, |
| input wire [2:0] round_mode, |
| |
| output wire [4:0] exceptions, |
| output wire [(exp_width + mant_width)-1:0] out |
| ); |
| |
| localparam norm_dis_width = 5; |
| |
| wire sign_a, sign_b, sign_res; |
| wire exp_a_zero, mant_a_zero, exp_b_zero, mant_b_zero; |
| wire is_a_zero , is_a_special,is_b_zero , is_b_special; |
| wire is_out_inf, is_out_zero, is_out_NaN; |
| wire invalid_excep, infinite_excep; |
| |
| wire [9:0] check_a, check_b; |
| wire [exp_width:0] adj_exp_a, adj_exp_b; |
| wire [exp_width:0] expa, expb; |
| wire [(exp_width-1):0] exp_a, exp_b; |
| wire [(mant_width-2):0] mant_a, mant_b; |
| wire [(mant_width-2):0] subnorm_mant_a, subnorm_mant_b; |
| wire [(norm_dis_width - 1):0] norm_dist_a, norm_dist_b; |
| wire [(exp_width+mant_width):0] oper1, oper2; |
| |
| wire sign_oper1, sign_oper2; |
| wire [exp_width:0] exp_oper1, exp_oper2; |
| wire [(mant_width-2):0] mant_oper1, mant_oper2; |
| wire [mant_width:0] mant_1, mant_2; |
| wire signed [(exp_width+1):0] sexp_1, sexp_2; |
| wire signed [(exp_width+1):0] exp_unbais; |
| wire [(mant_width*2-1):0] mant_prod; |
| wire [(mant_width+2):0] prod_comp; |
| wire is_zero_oper1, is_zero_oper2; |
| |
| |
| assign {sign_a, exp_a, mant_a} = a; |
| assign {sign_b, exp_b, mant_b} = b; |
| |
| special_check #(exp_width, mant_width) spec_check_a (.in(a), .result(check_a)); |
| special_check #(exp_width, mant_width) spec_check_b (.in(b), .result(check_b)); |
| |
| assign exp_a_zero = (exp_a == 0); |
| assign exp_b_zero = (exp_b == 0); |
| assign mant_a_zero = (mant_a == 0); |
| assign mant_b_zero = (mant_b == 0); |
| |
| lead_zero_param #(mant_width-1, norm_dis_width) norm_a (mant_a, norm_dist_a); |
| lead_zero_param #(mant_width-1, norm_dis_width) norm_b (mant_b, norm_dist_b); |
| |
| assign subnorm_mant_a = (mant_a<<norm_dist_a)<<1; |
| assign subnorm_mant_b = (mant_b<<norm_dist_b)<<1; |
| assign adj_exp_a = (exp_a_zero ? norm_dist_a ^ ((1<<(exp_width + 1)) - 1) : exp_a) |
| + ((1<<(exp_width - 1)) | (exp_a_zero ? 2 : 1)); |
| assign adj_exp_b = (exp_b_zero ? norm_dist_b ^ ((1<<(exp_width + 1)) - 1) : exp_b) |
| + ((1<<(exp_width - 1)) | (exp_b_zero ? 2 : 1)); |
| assign is_a_zero = exp_a_zero && mant_a_zero; |
| assign is_b_zero = exp_b_zero && mant_b_zero; |
| assign is_a_special = (adj_exp_a[exp_width:(exp_width - 1)] == 'b11); |
| assign is_b_special = (adj_exp_b[exp_width:(exp_width - 1)] == 'b11); |
| assign expa[exp_width:(exp_width-2)] = is_a_special ? {2'b11, !mant_a_zero} : is_a_zero ? 3'b000 |
| : adj_exp_a[exp_width:(exp_width - 2)]; |
| assign expa[(exp_width - 3):0] = adj_exp_a; |
| assign expb[exp_width:(exp_width-2)] = is_b_special ? {2'b11, !mant_b_zero} : is_b_zero ? 3'b000 |
| : adj_exp_b[exp_width:(exp_width - 2)]; |
| assign expb[(exp_width - 3):0] = adj_exp_b; |
| assign oper1 = {sign_a, expa, exp_a_zero ? subnorm_mant_a : mant_a}; |
| assign oper2 = {sign_b, expb, exp_b_zero ? subnorm_mant_b : mant_b}; |
| |
| assign {sign_oper1, exp_oper1, mant_oper1} = oper1; |
| assign {sign_oper2, exp_oper2, mant_oper2} = oper2; |
| assign is_zero_oper1 = (exp_oper1>>(exp_width - 2) == 'b000); |
| assign is_zero_oper2 = (exp_oper2>>(exp_width - 2) == 'b000); |
| assign sexp_1 = exp_oper1; |
| assign sexp_2 = exp_oper2; |
| assign mant_1 = {1'b0, !is_zero_oper1, mant_oper1}; |
| assign mant_2 = {1'b0, !is_zero_oper2, mant_oper2}; |
| |
| assign infinite_excep = 1'b0; |
| assign invalid_excep = check_a[8] || check_b [8] || ((check_a[7] || check_a[0]) |
| && (check_b[4] || check_b [3])) || ((check_b[7] || check_b[0]) |
| && (check_a[4] || check_a[3])); |
| assign is_out_inf = check_a[7] || check_a[0] || check_b[7] || check_b [0]; |
| assign is_out_zero = check_a[4] || check_a[3] || check_b[4] || check_b [3]; |
| assign is_out_NaN = check_a[9] || check_b[9]; |
| assign sign_res = sign_a ^ sign_b; |
| assign exp_unbais = sexp_1 + sexp_2 - (1<<exp_width); |
| assign mant_prod = mant_1 * mant_2; |
| assign prod_comp = {mant_prod[(mant_width*2 - 1):(mant_width - 2)], |mant_prod[(mant_width - 3):0]}; |
| |
| round_excep #(exp_width, mant_width+2, exp_width,mant_width,0) round_exception |
| ( .invalid_excep(invalid_excep), .infinite_excep(infinite_excep), .in_is_NaN(is_out_NaN), |
| .in_is_inf(is_out_inf), .in_is_zero(is_out_zero),.in_sign(sign_res),.in_sexp(exp_unbais), |
| .in_mant(prod_comp),.round_mode(round_mode), .result(out), .exceptions(exceptions)); |
| endmodule |