1. 程式人生 > >【學習組合語言】王爽的組合語言書中更改字母大小寫的一道題

【學習組合語言】王爽的組合語言書中更改字母大小寫的一道題

程式設計將datasg段中的每個單詞的前4個字母改為大寫字母。

datasg段為

<span style="font-family:KaiTi_GB2312;font-size:14px;"><strong>datasg segment
	db '1. display      '
	db '2. brows        '
	db '3. replace      '
	db '4. modify       '
datasg ends
</strong></span>

編寫程式如下
<span style="font-family:KaiTi_GB2312;font-size:14px;"><strong>assume cs:codesg, ss:stacksg, ds:datasg

stacksg segment
	dw 0,0,0,0,0,0,0,0	;定義一個棧段,儲存cx,以免和內層的cx混合
stacksg ends

datasg segment
	db '1. display      '	;長度為16個位元組
	db '2. brows        '
	db '3. replace      '
	db '4. modify       '
datasg ends

codesg segment
 start:mov ax,stacksg
	   mov ss,ax
	   mov sp,16	;sp等於16是讓其指向棧頂
	   mov ax,datasg
	   mov ds,ax
	   mov bx,0
	   
	   mov cx,4	;外層迴圈
	s0:push cx
	   mov si,3
	   mov cx,4	;內層迴圈
	s1:mov al,[bx + si] ;把第一個字母賦給al
	   and al,11011111b	;在al中把這個字母變為大寫,即二進位制第五位變為0
	   mov [bx + si],al	;再把大寫字元賦給原來的記憶體位置
	   inc si	;自加1
	   loop s1
	   
	   add bx,16	;到達第二個字母的開頭
	   pop cx	;再把外層迴圈賦給cx,因為例外層迴圈都是操作的cx
	   loop s0
	   
	   mov ax,4c00h
	   int 21h
	   
codesg ends

end start

下面是程式執行情況

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2.
<img src="data:image/png;base64,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" alt="" />
3.
<img src="data:image/png;base64,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" alt="" />
4.
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" alt="" />
5.
</strong></span>

注意:剛開始ds段中的內容13dd,需要把datasg段那段程式執行一下就會變成ds = 13ee的

希望大家一起學習,一起努力