看了很久网上没有现成的代码和好一点的图,因此当一回搬运工。转自stackoverflow
布斯乘法器的Mips实现方法:
.data promptStart: .asciiz "This program does AxB without using mult or div" getA: .asciiz "Please enter the first number(multiplicand): " getB: .asciiz "Please enter the second number(multiplier): " space: .asciiz " " result: .asciiz "The product, using my program is: " mipMult: .asciiz "The product, using MIPs multu is: " endLine: .asciiz " " .text main: #"welcome" screen li $v0,4 # code for print_string la $a0,promptStart # point $a0 to prompt string syscall # print the prompt li $v0,4 # code for print_string la $a0,endLine # point $a0 to prompt string syscall # print the prompt #prompt for multiplicand li $v0,4 # code for print_string la $a0,getA # point $a0 to prompt string syscall # print the prompt #acquire multiplicand li $v0,5 # code for read_int syscall # get an int from user --> returned in $v0 move $s0,$v0 # move the resulting int to $s0 move $s5,$s0 # copy of multiplicand to use in multu #prompt for multiplier li $v0,4 # code for print_string la $a0,getB # point $a0 to prompt string syscall # print the prompt #acquire multiplier li $v0,5 # code for read_int syscall # get an int from user --> returned in $v0 move $s1,$v0 # move the resulting int to $s0 move $s6,$s1 # copy of multiplier to use in multu jal MyMult j print MyMult: move $s3, $0 # lw product move $s4, $0 # hw product beq $s1, $0, done beq $s0, $0, done move $s2, $0 # extend multiplicand to 64 bits loop: andi $t0, $s0, 1 # LSB(multiplier) beq $t0, $0, next # skip if zero addu $s3, $s3, $s1 # lw(product) += lw(multiplicand) sltu $t0, $s3, $s1 # catch carry-out(0 or 1) addu $s4, $s4, $t0 # hw(product) += carry addu $s4, $s4, $s2 # hw(product) += hw(multiplicand) next: # shift multiplicand left srl $t0, $s1, 31 # copy bit from lw to hw sll $s1, $s1, 1 sll $s2, $s2, 1 addu $s2, $s2, $t0 srl $s0, $s0, 1 # shift multiplier right bne $s0, $0, loop done: jr $ra print: # print result string li $v0,4 # code for print_string la $a0,result # point $a0 to string syscall # print the result string # print out the result li $v0,1 # code for print_int move $a0,$s4 # put result in $a0 syscall # print out result li $v0,4 # code for print_string la $a0,space # point $a0 to string syscall # print the result string li $v0,1 # code for print_int move $a0,$s3 # put result in $a0 syscall # print out result # print the line feed li $v0,4 # code for print_string la $a0,endLine # point $a0 to string syscall # print the linefeed doMult: #Do same computation using Mult multu $s5, $s6 mfhi $t0 mflo $t1 li $v0,4 # code for print_string la $a0,mipMult # point $a0 to string syscall # print out the result li $v0,1 # code for print_int move $a0,$t0 # put high in $a0 syscall # print out result li $v0,4 # code for print_string la $a0,space # point $a0 to string syscall # print the result string # print out the result li $v0,1 # code for print_int move $a0,$t1 # put low in $a0 syscall # print out result # print the line feed li $v0,4 # code for print_string la $a0,endLine # point $a0 to string syscall # print the linefeed # All done, thank you! li $v0,10 # code for exit syscall # exit program
网上的图太糊了,我重新做了以下,仅供参考。
本贴永久地址:http://www.cnblogs.com/liutianchen/p/6535776.html