执行从x86汇编程序编译的程序时出现分段错误? [英] Segmentation fault when executing program compiled from x86 assembly?

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问题描述

我是汇编语言的新手,我必须实现一个函数(在我的情况下为sin(x)),可以从C源文件中调用该函数. 我必须制作2个单独的文件:* .c和* .s 在ubuntu上通过gcc编译时,一切都很好,但是当程序执行时,出现错误分段错误" ...

I'm new to assembly language and I have to implement a function, in my case sin(x), that could be called from a C source file. I have to make 2 separate files: *.c and *.s When compiling through gcc on ubuntu all good, but when the program executes it gives me the error "Segmentation fault"...

要进行编译,请输入:

gcc -c -o sinc.o sinx.c -g3
gcc -c -o sins.o sinx.s -g3
gcc -o sinx sinc.o sins.o -g3

当我启动程序时:

./sinx

它打印:

.......insert x:

我把x放进去,然后:

segmentation fault

,然后停止. 这是两个文件:

and it stops. Here are the two files:

/*-----------------------------------Sin[x]----------------------------------------*/

extern float Sin(float x);                                //extern assembly function

#include <stdio.h>                                             //necessary libraries

int main()                                                          // main function
{
    float x;                                      //allocate variable 'x' as a float
    float sine;                                //allocate variable 'sine' as a float

    printf("Calculate Sin[x], with 'x' in radians\n");      //purpose of the program

    printf("Insert 'x': ");                                            //user prompt
    scanf("%f",&x);                                                //get input value

    sine=Sin(x);                                                   //calculate sin(x)

    printf("Sin[%f]=%f\n",x,sine);                                     //print sin(x)

    return 0;                                                       //successful exit
}
/*----------------------------------------------------------------------------------*/

#---------------------------Sin[x]-----------------------------#
.data
.text
.globl Sin             #global function visible by main function

#function sumplus
sumplus:
   pushl  %ebp
   movl   %esp,%ebp
   fld1                                             #load 1 in ST(0)
   movl   12(%ebp),%ecx                                       #ecx=i
power:
   fmul   %st(0),%st(1)                   #ST(0)=ST(0)*ST(1),ST(1)=x
   loop   power                                #at the end ST(0)=x^i
   movl   12(%ebp),%ecx                                       #ecx=i
   xorl   %edx,%edx                           #reset edx used in mul
   movl   $1,%eax                                   #set accumulator
factorial:
   mul    %ecx                                          #eax=eax*ecx
   loop   factorial                               #at the end eax=i!
   pushl  %eax
   fild   -4(%ebp)                       #ST(0)=i!,ST(1)=x^i,ST(2)=x
   popl   %eax
   fdiv   %st(1),%st(0)                  #ST(1)=ST(1)/ST(0)=(x^i)/i!
   fld    8(%ebp)                      #load partial result in ST(0)
   fadd   %st(0),%st(2)                #ST(0)=updated partial result
   fstp   8(%ebp)               #store partial result into the stack
   fcomip %st(0),%st(0)                                      #pop i!
   fcomip %st(0),%st(0)                          #pop x^i/i!,ST(0)=x
   leave
   ret

#function summinus
summinus:
   pushl  %ebp
   movl   %esp,%ebp
   fld1                                             #load 1 in ST(0)
   movl   12(%ebp),%ecx                                       #ecx=i
power2:
   fmul   %st(0),%st(1)                   #ST(0)=ST(0)*ST(1),ST(1)=x
   loop   power2                               #at the end ST(0)=x^i
   movl   12(%ebp),%ecx                                       #ecx=i
   xorl   %edx,%edx                           #reset edx used in mul
   movl   $1,%eax                                   #set accumulator
factorial2:
   mul    %ecx                                          #eax=eax*ecx
   loop   factorial2                              #at the end eax=i!
   pushl  %eax
   fild   -4(%ebp)                       #ST(0)=i!,ST(1)=x^i,ST(2)=x
   popl   %eax
   fdiv   %st(1),%st(0)                  #ST(1)=ST(1)/ST(0)=(x^i)/i!
   fld    8(%ebp)                      #load partial result in ST(0)
   fsub   %st(0),%st(2)                #ST(0)=updated partial result
   fstp   8(%ebp)               #store partial result into the stack
   fcomip %st(0),%st(0)                                      #pop i!
   fcomip %st(0),%st(0)                          #pop x^i/i!,ST(0)=x
   leave
   ret

#function develop
develop:
   pushl %ebp
   movl  %esp,%ebp
   sub   $8,%esp                #allocate room for local variables
   movl  $9,-4(%ebp)       #store development-order,only odd values
   fldz                                          #load 0.0 in ST(0)
   fstp  -8(%ebp)           #store ST(0) and pop to collect results
Cycle:
   movl   -4(%ebp),%eax                    #eax=i,development-order
   xorl   %edx,%edx                       #reset edx because of div
   sub    $1,%eax                                              #i-1
   movl   $2,%ecx                                          #divisor
   div    %ecx                                   #eax=(i-1)/2,edx=0
   div    %ecx           #eax=((i-1)/2)/2,remainder edx=0 or edx!=0
   movl   %edx,%ecx                                  #ecx=remainder
   jecxz  Sumplus                                 #n even,(-1)^n=+1
Summinus:
   call   summinus                                 #n odd,(-1)^n=-1
   jmp    Restore                        #if sum- occured skip sum+
Sumplus:
   call   sumplus
Restore:
   movl   -4(%ebp),%ecx                            #restore counter
   sub    $2,-4(%ebp)                                 #update order
   loop   Cycle                                      #decrement ecx
   fcomip %st(0),%st(0)                                      #pop x
   fld    -8(%ebp)                       #load final result in ST(0)
   leave
   ret

#function sin
Sin:
   pushl %ebp
   movl  %esp,%ebp
   fld   8(%ebp)                   #push onto the stack 'x' value
   fldpi                           #load pi into ST(0),x in ST(1)
ControlPi:
   fcomi  %st(1)                                #compare pi and x
   jae    LoadNPi              #stop ControlPi, x is less than pi 
   fsub   %st(1),%st(0)                     #store (x-pi) in ST(1)
   jmp    ControlPi                            #return to control 
LoadNPi:            
   fimul   -1                           #(-pi) in ST(0),x in ST(1)                   
ControlPi2:
   fcomi  %st(1)                               #compare -pi and x
   jbe    PopStack        #stop ControlPi2, x is greater than -pi
   fadd   %st(1),%st(0)                     #store (x+pi) in ST(1)
   jmp    ControlPi2                           #return to control
PopStack:
   fcomip %st,%st(0)   #compare -pi to -pi then pop register stack
   call  develop                            #call develop function
   leave                                              #restore ebp
   ret                                                     #return

那么,错误在哪里?我怎么解决这个问题? 谢谢.

So,where are the errors? How can I solve this problem? Thank you.

推荐答案

我建议创建一个非常简单的汇编语言函数,该函数除了返回所传递的参数外,什么也不做.这将等效于C函数:

I would suggest creating a very simple assembly language function that does nothing but return the same argument it's passed. This would be equivalent to the C function:

float identity(float x) {
    return x;
}

完成此工作将确保您在开始实际编写代码之前正确设置了所有编译,组装,链接,调用约定等.一旦可行,编写一个将参数加1并返回的函数.然后,在进行一些练习之后,开始实现您的Sin()函数.到目前为止,对于刚接触汇编语言的人来说,这里有很多代码.

Making this work will ensure that you have all the compiling, assembling, linking, calling conventions, etc all set up properly before you start actually writing code. Once that works, write a function to add 1 to the argument and return that. Then, start implementing your Sin() function after you've got some practice. What you've got so far is a heck of a lot of code for somebody new to assembly language.

这篇关于执行从x86汇编程序编译的程序时出现分段错误?的文章就介绍到这了,希望我们推荐的答案对大家有所帮助,也希望大家多多支持IT屋!

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