琉璃蔷薇 发表于 2020-5-24 18:43:51

实验五

(5)
assume cs:code
a segment
      db 1,2,3,4,5,6,7,8
a ends
b segment
      db 1,2,3,4,5,6,7,8
b ends
c segment
      db 0,0,0,0,0,0,0,0
c ends
code segment
start:
                mov ax,a
                mov ds,ax
                mov ax,c
                mov es,ax
               
                mov bx,0
                mov cx,8            
addNumber:
                mov dl,ds:   ;把a的第bx+1个数据放入dl中
                mov ax,b
                mov ds,ax
                add dl,ds:      ;把b的第bx+1个数据和dl相加后再放入dl中
                mov es:,dl      ;把得到的数据dl放入es:中,即存进c中
                inc bx
                loop addNumber            
code ends
end start
file:///C:\Users\Administrator\AppData\Roaming\Tencent\Users\1911698322\QQ\WinTemp\RichOle\](5Y35IQHA6Y0DA6NGQJBPR.png

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
(6)
assume cs:code
a segment
    dw 1,2,3,4,5,6,7,8,9,0aH,0bH,0cH,0eH,0fH,0ffH
a ends
b segment
    dw 0,0,0,0,0,0,0,0
b ends
code segment
start: mov ax,a
       mov ds,ax
       mov ax,b
       mov ss,ax
       mov sp,16
       mov cx,8
       mov bx,0
s:   push ds:
       add bx,2
       loop s
       mov cx,8
       mov bx,0                  
       mov ax,4c00h
       int 21h
code ends
end start




游聚三国战纪 发表于 2020-9-3 18:08:05

最好的答案!

maplevip 发表于 2021-8-15 20:08:35

哥们,那个上面的assume里面都没有abc,你确定管用嘛。

a83711140 发表于 2021-11-5 20:04:23

我有一个疑问,你刚开始把a设为数据段,进入循环后就把b设为数据段了,一直到循环结束!那么岂不是a的数据没有加进去?

将个烂就. 发表于 2021-11-17 22:04:03

a83711140 发表于 2021-11-5 20:04
我有一个疑问,你刚开始把a设为数据段,进入循环后就把b设为数据段了,一直到循环结束!那么岂不是a的数据 ...

确实感觉不对

兔子不吃窝边草 发表于 2021-11-29 18:33:52

本帖最后由 兔子不吃窝边草 于 2021-11-29 18:38 编辑

mov cx,8
mov dl,ds:
mov es:,dl
这个是按字节复制的,你又循环8次,确定是对的吗?
按照你这个c中的结果应该为02h,00h,04h,00h,06h,00h,06h,00h

兔子不吃窝边草 发表于 2021-11-29 18:42:25

楼上的也说得对的,按照你的思路应该在循环中重设a段的地址给ds

黎永恒之夜 发表于 2022-4-4 21:19:46

assume cs:code

a segment
      db 1,2,3,4,5,6,7,8
a ends

b segment
   db 1,2,3,4,5,6,7,8
b ends

c segment
   db 0,0,0,0,0,0,0,0
c ends

code segment

start:         mov ax,c
                mov ds,ax
                mov bx,0
                mov cx,8
        s:        mov dl,0
                mov ax,a
                mov es,ax
                add dl,es:
                mov ax,b
                mov es,ax
                add dl,es:
                mov ds:,dl
                inc bx
        loop s

                mov ax,4c00h
      int 21h
code ends
end start   

(6)应该是对的

Tricker135 发表于 2022-5-3 11:24:20

循环最后把a地址再赋予ds就行了

maoping26 发表于 2022-11-2 15:21:06

第(5)题过程有误吧,程序第一次运行时,没有进入循环时,是正确的,进入循环后,你将ds重新指向了b段数据,程序继续运行下去,跟a段数据没关系了,因为a,b段数据一样,所以你测不出来,把b段数据改下, 就看出问题了

StyMan 发表于 2023-10-26 15:46:28

没有assume的段都放在一个段地址里面的
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