OPENSSL安装:(VS)

1:第一步和所有的软件安装一样。

2:将OPENSSL中INLUCDE 和 LIB 分别拷贝到VS中VC的INLUCDE 和LIB目录下(我的机器上的目录是:C:\Program Files\Microsoft Visual Studio 10.0\VC。

3:在VS中项目的属性中,添加链接库,include链接库

如下图:

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" 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(1)添加链接库

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" 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加入下图红色的LIB

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" alt="" />

(2)添加INCLUDE文件,指向OPENSSL的INCLUDE文件夹

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" alt="" />

搞定!!

下面是源码!

#pragma once

//#include "targetver.h"

#include <stdio.h>
#include <tchar.h>
#include "openssl/evp.h"
#include "openssl/rsa.h"
#include "openssl/aes.h"
#include "openssl/rand.h" #include<iostream>
using namespace std; void main()
{
bool do_encrypt(unsigned char *iv,unsigned char *key,unsigned char *inBuffer,int inLen,unsigned char *outBuffer,int * pOutLen);
bool do_decrypt(unsigned char *iv,unsigned char *key,unsigned char *inBuffer,int inLen,unsigned char *outBuffer,int * pOutLen);
void print_hex(unsigned char *buf,unsigned int len);
void print_char(unsigned char *buf,unsigned int len); char RIV[] = "helloUSTCThisCourseIsCalledInformationSecurtiy";
unsigned char iv[];
unsigned char *inBuffer=new unsigned char[];
unsigned char *aseOutBuffer=new unsigned char[]; unsigned char key[]="this'is'a'test!";
char c=' ';
int i=,outLen,inLen; for (int k=;k<;k++)
{
int x = rand()%sizeof(RIV);
iv[k] = RIV[x];
}
cout<<"请输入需要加密的明文,以*作为结束符:";
while(c!='*')
{
c=getchar();
inBuffer[i++]=c;
}
cout<<endl;
do_encrypt(iv,key,inBuffer,i-,aseOutBuffer,&outLen);
cout<<"使用AES进行加密,生成的密文为:";
print_hex(aseOutBuffer,outLen);
cout<<endl<<endl; do_decrypt(iv,key,aseOutBuffer,outLen,inBuffer,&inLen);
cout<<"使用AES进行解密,解密得到明文为:";
print_hex(inBuffer,inLen);
cout<<endl;
cout<<"即:";
print_char(inBuffer,inLen);
cout<<endl<<endl;
system("pause");
} bool do_encrypt(unsigned char *iv,unsigned char *key,unsigned char *inBuffer,int inLen,unsigned char *outBuffer,int * pOutLen)
{
int tmplen;
EVP_CIPHER_CTX ctx;
EVP_CIPHER_CTX_init(&ctx);
EVP_EncryptInit_ex(&ctx,EVP_aes_128_cbc(),NULL,key,iv); if(!EVP_EncryptUpdate(&ctx,outBuffer,pOutLen,inBuffer,inLen))
{
return false;
} if(!EVP_EncryptFinal_ex(&ctx,outBuffer+*pOutLen,&tmplen))
{
return false;
}
*pOutLen+=tmplen;
EVP_CIPHER_CTX_cleanup(&ctx);
return true;
} bool do_decrypt(unsigned char *iv,unsigned char *key,unsigned char *inBuffer,int inLen,unsigned char *outBuffer,int * pOutLen)
{
int tmplen;
EVP_CIPHER_CTX ctx;
EVP_CIPHER_CTX_init(&ctx);
EVP_DecryptInit_ex(&ctx,EVP_aes_128_cbc(),NULL,key,iv);
if(!EVP_DecryptUpdate(&ctx,outBuffer,pOutLen,inBuffer,inLen))
{
return false;
}
if(!EVP_DecryptFinal_ex(&ctx,outBuffer+*pOutLen,&tmplen))
{
return false;
}
*pOutLen+=tmplen;
EVP_CIPHER_CTX_cleanup(&ctx);
return true;
} void print_hex(unsigned char *buf,unsigned int len)
{
for(int i=;i<len;i++)
printf("%0.2x",buf[i]);
} void print_char(unsigned char *buf,unsigned int len)//字符形式显示数组内容
{
for(int i=;i<len;i++)
printf("%c",buf[i]); }

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