为什么代码在执行过程中cs ip的内容被改变了
我在写王爽汇编语言的实验7时遇到一个问题data:image/png;base64,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
在循环执行第二遍时
程序在指向div指令这一步时 cs==078d ip==003d 这是对的
但是在执行完除法这一步后 cs和ip就突然变成了野指针 指向一块无关的内存 为什么
代码全文如下:
assume cs:code,ds:data
data segment
db '1975','1976','1977','1978','1979','1980','1981','1982','1983'
db '1984','1985','1986','1987','1988','1989','1990','1991','1992'
db '1993','1994','1995'
dd 16,22,382,1356,2390,8000,16000,24486,50065,97479,140417,197514
dd 345980,590827,803530,1183000,1843000,2759000,3753000,4649000,5937000
dw 3,7,9,13,28,38,130,220,476,778,1001,1442,2258,2793,4037,5635,8226
dw 11542,14430,15257,17800
data ends
table segment
db 21 dup ('year summ ne ?? ')
table ends
code segment
start: mov ax,data
mov ds,ax
mov ax,table
mov es,ax
mov bx,0
mov di,0
mov si,0
mov cx,21
s: mov ax,ds:
mov word ptr es:.0h,ax
mov ax,ds:84
mov word ptr es:.5h,ax
add di,2
mov ax,ds:
mov word ptr es:.2h,ax
mov ax,ds:84
mov word ptr es:.07h,ax
mov ax,ds:168
mov word ptr es:.0ah,ax
mov ax,ds:84
mov dx,ds:84
div word ptr ds:168 出错
mov word ptr es:.0dh,ax
add di,2
add si,2
add bx,16
loop s
mov ax,4c00h
int 21h
code ends
end start
在您提供的代码中,`div`指令后出现CS和IP变成野指针的问题,通常是由于`div`指令出现了除零错误(Division by zero)或其他除法相关的异常。以下是可能导致该问题的几个原因以及相应解决方案:
1. **除零检查**:确保除数在执行除法之前不是0。根据代码,您使用的是`div word ptr ds:168`,请确认`ds:168`的值不为0。可以在执行`div`之前插入以下代码来检查:
cmp word ptr ds:, 0
je handle_div_error
2. **结果超出范围**: 确保`div`指令的结果不会超出AX和DX寄存器的范围(16位)。如果结果可能超出范围,请缩小被除数或者增加检查机制。
3. **初始化**: 确保DX和AX寄存器在执行`div`指令前被正确赋值。DX应默认为0,除非需要使用更大的被除数:
xor dx, dx; Clear DX before division, if not used
4. **数据段的问题**: 确保数据和表的起始地址没有溢出,导致寻址错误。数据指针的计算方式要准确无误。
5. **指令前的偏移量和地址计算**:确保偏移量和地址计算没有错误,导致错误的内存访问。
如果CS和IP变成了野指针,极有可能是中断或异常在`div`指令执行时被触发,程序错误地跳转到未初始化的中断向量。确保保护和设置中断向量表正确,以避免此类问题。
最后,建议您通过使用调试器单步执行代码,观察`div`指令前后的寄存器状态和内存数据,以准确识别问题根源。
以上回复来自 FishC AI 小助理,如未能正确解答您的问题,请继续追问。 本帖最后由 jackz007 于 2025-1-4 22:01 编辑
应该是发生了被 0 除错误,此错误会自动触发 int 0 中断,CPU 会无条件转到 0000:0000 -0000:0004 所登记的 4 个字节的地址处继续执行,就像执行 int 21h中断时,CPU 会转到 0000:0084 - 0000:0088所登记的 4 个字节的地址处继续执行一样,在 debug.exe 中,只要采用 t 命令跟踪,就可以直接跟踪到这个跳转(int 21h)。
为了加深理解,楼主可以试一试编译、跟踪下面的代码:
ASSUME CS:CODE,DS:DATA
STACK SEGMENT PARA STACK 'STACK'
DB 400H DUP(0)
STACK ENDS
DATA SEGMENT PARA PUBLIC 'DATA'
ADDR DW 0 , 0
MSG1DB 'Bingo !', 0DH , 0AH , 'I' , 27H , 'm in INT0 now.' , 0DH , 0AH , '$' , 0
MSG2DB 'Game Over .' , 0DH , 0AH , '$' , 0
DATA ENDS
CODE SEGMENT PARA PUBLIC 'CODE'
INT0 PROC FAR ; int 0 中断处理程序
PUSH BP
MOV BP,SP
PUSH AX
PUSH BX
PUSH CX
PUSH DX
PUSH SI
PUSH DI
PUSH DS
PUSH ES
MOV AX,DATA
MOV DS,AX
MOV DX,Offset MSG1
MOV AH,9
INT 21H ; 屏显信息 MSG1
ADD WORD PTR SS:,2 ; 返回地址的 IP 加 2,以便越过触发 int 0 的指令(div cl),这条指令的长度为 2 个字节。
POP ES
POP DS
POP DI
POP SI
POP DX
POP CX
POP BX
POP AX
MOV SP,BP
POP BP
IRET
INT0 ENDP
SETUP PROC NEAR ; 安装 int 0 中断程序
PUSH AX
PUSH ES
XOR AX,AX
MOV ES,AX
PUSH WORD PTR ES:
POP WORD PTR DS:
PUSH WORD PTR ES:
POP WORD PTR DS:
CLI
MOV WORD PTR ES:,OFFSET INT0
MOV WORD PTR ES:,CS
STI
POP ES
POP AX
RETN
SETUP ENDP
RESTORE PROC NEAR ; 复原 int 0 中断程序
PUSH AX
PUSH ES
XOR AX,AX
MOV ES,AX
CLI
PUSH WORD PTR DS:
POP WORD PTR ES:
PUSH WORD PTR DS:
POP WORD PTR ES:
STI
POP ES
POP AX
RETN
RESTORE ENDP
MAIN PROC FAR ; 程序入口
MOV AX,DATA
MOV DS,AX
CALL SETUP ; 安装 int 0 中断程序
XOR CL,CL ; 除数置 0
DIV CL ; 触发 int 0 中断
CALL RESTORE ; 复原 int 0 中断程序
MOV DX,OFFSET MSG2
MOV AH,09H
INT 21H ; 屏显信息 MSG2
XOR AX,AX
INT 16H ; 等待按下回车键
MOV AX,4C00H
INT 21H
MAIN ENDP
CODE ENDS
END MAIN
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