10896 lines
127 KiB
Plaintext
10896 lines
127 KiB
Plaintext
![]() |
$date
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Sep 19, 2019 11:13:29
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$end
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$version
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TOOL: ncsim(64) 15.20-s060
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$end
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$timescale
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1 ns
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$end
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$scope module ffdiv_32bit_tb $end
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$var reg 1 ! clk $end
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$var reg 1 " rst_n $end
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$var reg 1 # en $end
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$var reg 32 $ operand1 [31:0] $end
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$var reg 32 % operand2 [31:0] $end
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$var reg 5 & itr_count [4:0] $end
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$var reg 32 ' result [31:0] $end
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$var reg 5 ( flag [4:0] $end
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$var reg 1 ) ready $end
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$var real 64 * op1 $end
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$var real 64 + op2 $end
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$var reg 32 , soft_division [31:0] $end
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$var reg 32 - error [31:0] $end
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$var integer 32 . count_sum $end
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$var integer 32 / count_run $end
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$var integer 32 0 run_count $end
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$scope module test_bus $end
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$var wire 1 1 clk $end
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$var wire 1 2 rst_n $end
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$var wire 1 3 en $end
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$var wire 32 4 operand1 [31:0] $end
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$var wire 32 5 operand2 [31:0] $end
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$var reg 5 6 itr_count [4:0] $end
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$var reg 32 7 result [31:0] $end
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$var reg 5 8 flag [4:0] $end
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$var reg 1 9 ready $end
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$var reg 1 : sign1 $end
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$var reg 1 ; sign2 $end
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$var reg 9 < unb_exp1 [8:0] $end
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$var reg 9 = unb_exp2 [8:0] $end
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$var reg 24 > sgfnd1 [23:0] $end
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$var reg 24 ? sgfnd2 [23:0] $end
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$var reg 1 @ is_denorm1 $end
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$var reg 1 A is_denorm2 $end
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$var reg 1 B is_norm1 $end
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$var reg 1 C is_norm2 $end
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$var reg 32 D res_nan [31:0] $end
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$var reg 1 E res_indet $end
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$var reg 1 F res_inf $end
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$var reg 1 G res_zero $end
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$var reg 1 H dec_valid $end
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$var reg 1 I sign $end
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$var reg 8 J exp [7:0] $end
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$var reg 23 K frac [22:0] $end
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$var reg 1 L nanf $end
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$var reg 1 M ovf $end
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$var reg 1 N inf $end
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$var reg 1 O uf $end
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$var reg 1 P zf $end
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$upscope $end
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$scope module ffdiv32bit $end
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$scope module ffdiv_bus $end
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$var wire 1 1 clk $end
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$var wire 1 2 rst_n $end
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$var wire 1 3 en $end
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$var wire 32 4 operand1 [31:0] $end
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$var wire 32 5 operand2 [31:0] $end
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$var reg 5 Q itr_count [4:0] $end
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$var reg 32 R result [31:0] $end
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$var reg 5 S flag [4:0] $end
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$var reg 1 T ready $end
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$var reg 1 U sign1 $end
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$var reg 1 V sign2 $end
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$var reg 9 W unb_exp1 [8:0] $end
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$var reg 9 X unb_exp2 [8:0] $end
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$var reg 24 Y sgfnd1 [23:0] $end
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$var reg 24 Z sgfnd2 [23:0] $end
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$var reg 1 [ is_denorm1 $end
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$var reg 1 \ is_denorm2 $end
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$var reg 1 ] is_norm1 $end
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$var reg 1 ^ is_norm2 $end
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$var reg 32 _ res_nan [31:0] $end
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$var reg 1 ` res_indet $end
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$var reg 1 a res_inf $end
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$var reg 1 b res_zero $end
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$var reg 1 c dec_valid $end
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$var reg 1 d sign $end
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$var reg 8 e exp [7:0] $end
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$var reg 23 f frac [22:0] $end
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$var reg 1 g nanf $end
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$var reg 1 h ovf $end
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$var reg 1 i inf $end
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$var reg 1 j uf $end
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$var reg 1 k zf $end
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$upscope $end
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$scope module decoder $end
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$var reg 1 l dec_state [0:0] $end
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$var reg 1 m dec_nxt_state [0:0] $end
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$var reg 1 n is_snan_1 $end
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$var reg 1 o is_snan_2 $end
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$var reg 1 p is_qnan_1 $end
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$var reg 1 q is_qnan_2 $end
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$var reg 1 r is_inf_1 $end
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$var reg 1 s is_inf_2 $end
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$var reg 1 t is_zero_1 $end
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$var reg 1 u is_zero_2 $end
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$var reg 1 v is_norm_1 $end
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$var reg 1 w is_norm_2 $end
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$var reg 1 x is_denorm_1 $end
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$var reg 1 y is_denorm_2 $end
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$var reg 1 z is_finite_1 $end
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$var reg 1 { is_finite_2 $end
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$var reg 1 | op1_sign $end
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$var reg 1 } op2_sign $end
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$var reg 8 ~ op1_exp [7:0] $end
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$var reg 8 !! op2_exp [7:0] $end
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$var reg 24 "! op1_sgfnd [23:0] $end
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$var reg 24 #! op2_sgfnd [23:0] $end
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$var reg 5 $! ffdiv_exp1_shift [4:0] $end
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$var reg 5 %! ffdiv_exp2_shift [4:0] $end
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$upscope $end
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$scope module divider $end
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$var reg 3 &! ffdiv_state [2:0] $end
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$var reg 3 '! ffdiv_nxt_state [2:0] $end
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$var reg 32 (! div_i [31:0] $end
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$var reg 29 )! div_i_low [28:0] $end
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$var reg 32 *! qnt_i [31:0] $end
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$var reg 29 +! qnt_i_low [28:0] $end
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$var reg 32 ,! prev_qnt [31:0] $end
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$var reg 32 -! qnt_diff [31:0] $end
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$var reg 25 .! qnt_rounded [24:0] $end
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$var reg 1 /! is_operands_finite $end
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$var reg 1 0! ffdiv_res_sign $end
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$var reg 9 1! ffdiv_unb_exp [8:0] $end
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$var reg 5 2! ffdiv_dnrm_frc_shift [4:0] $end
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$var reg 1 3! ffdiv_sgfcnd_cmp $end
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$var reg 1 4! is_ffdiv_res_nan $end
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$var reg 1 5! is_ffdiv_negexp_ovf $end
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$var reg 1 6! is_ffdiv_posexp_ovf $end
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$var reg 1 7! is_ffdiv_res_denorm $end
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$var reg 2 8! ffdiv_divident_shift [1:0] $end
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$var reg 1 9! is_ffdiv_mixing $end
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$upscope $end
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$upscope $end
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$scope task ff_div $end
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$var reg 32 :! opr1 [31:0] $end
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$var reg 32 ;! opr2 [31:0] $end
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$upscope $end
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$upscope $end
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$enddefinitions $end
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$dumpvars
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0!
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0"
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0#
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b0 $
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b0 %
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r0 +
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b0 ,
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b0 -
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b0 /
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bx ?
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xA
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xB
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xC
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bx D
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xE
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xF
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xG
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xH
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xI
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bx J
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bx K
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xL
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xM
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xN
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xO
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b0 Q
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bx :!
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bx ;!
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$end
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#5
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1!
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11
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#10
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0!
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11
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#30
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b10000000000000000000000000000001 :!
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b10000000000010100000000000000000 ;!
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01
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12
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b1 8!
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#35
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11
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b10000000000000000000000000000001 $
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b10000000000010100000000000000000 %
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b110101110011001100110011001101 ,
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r1.060997895976702e-314 *
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r1.061321686344295e-314 +
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1l
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b10000000000010100000000000000000 5
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b10000000000000000000000000000001 4
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1y
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b10100000000000000000 #!
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1}
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b1 "!
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b10111 $!
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b100 %!
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1z
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#40
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1U
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1V
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b101101011 W
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b100000000000000000000000 Y
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1!
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11
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b1 &!
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b1000000000000000000000000000000 *!
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b101000000000000000000000000000 (!
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b11111111111111111111111111111111 ,!
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b11111111111111111111111111111111 -!
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b111101100 1!
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#55
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1!
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11
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b10 &!
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b1 Q
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b1000000000000000000000000000000 ,!
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b110000000000000000000000000000 *!
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b1 6
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b1 &
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#70
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01
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b10 Q
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b110000000000000000000000000000 ,!
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b1110000000000000000000000000000 -!
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b11111111000000000000000000000 (!
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b110011000000000000000000000000 *!
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b10 6
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b10 &
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#75
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1!
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11
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#80
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0!
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01
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b11 Q
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b110011000000000000000000000000 ,!
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b11000000000000000000000000 -!
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b11111111111111110000000000000 (!
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b110011001100110000000000000000 *!
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b11 6
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b11 &
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#85
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1!
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11
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#90
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0!
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01
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b100 Q
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b110011001100110000000000000000 ,!
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b1100110000000000000000 -!
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b11111111111111111111111111111 (!
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b110011001100110011001100110011 *!
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b100 6
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b100 &
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#95
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1!
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11
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#100
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0!
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01
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b101 Q
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b110011001100110011001100110011 ,!
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b11001100110011 -!
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b11111111111111111111111111111 )!
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b10011001100110011001100110011 +!
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b110011001100110011001100110100 *!
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b101 6
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b101 &
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#105
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1!
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11
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#110
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0!
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01
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b110 Q
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b110011001100110011001100110100 ,!
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b111 -!
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b10011001100110011001100110100 +!
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b110011001100110011001100110101 *!
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b11 '!
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b110 6
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b110 &
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11
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b11 &!
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b100 '!
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#120
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0!
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01
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b110011001100110011001100 .!
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#125
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1!
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11
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b100 &!
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b0 '!
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b10110 2!
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1T
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0m
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19
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1)
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#130
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0!
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01
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b1101011 e
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b10011001100110011001100 f
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#135
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1!
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11
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b0 &!
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0l
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b110101110011001100110011001100 R
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b1 '!
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b0 2!
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0T
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b0 $!
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b0 %!
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1m
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09
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b110101110011001100110011001100 7
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