C语言单片和C#语言服务器端DES及3DES加密的实现

2023-05-21,,

原文:C语言单片和C#语言服务器端DES及3DES加密的实现

公司最近在做单片机和C#语言的通信。用的是Socket通信。传输的数据是明文,后来 在会上讨论准备用DES加密(对称加密)来做。

双方约定 相应的“密钥”。

以前做的加密一般都是用C#加密和C#解密。一直以为是个简单的问题,现在和用C写的单片机通信的时候却出了问题。

问题是什么呢?

我找了几个在线加密 解密的网站,还下了几个加密解密的工具。结果相同的数据,用相同的密钥却得到不同的结果。

而且现在网上C语言实现的DES资料基本上是不靠谱,好多是错误的,都是你抄我,我抄你,抄来抄去,抄到最后没有一个完整实现DES几种模式加密的。

没办法,赶紧去找DES的原理来看,好研究了一番现在终于解决完成。保证了自己写的代码和几种工具一样的结果。现在将代码奉上,希望能帮上大家的忙。

一,ECB模式
ECB(Electronic
Code
book电码本)模式,相对简单,将数据按照每8字节一段进行DES加解密的(一次加解密操作必须是8字节,这是算法决定的),如果最后一段不足8字节,
则按照需要补0x00或者0xFF进行计算.之后按照数据顺序将所有的数据连接在一起。

这个模式说了这么多,我也不明白啥意思,不过 现在网上流传的C语言实现的DES加密算法基本上都是这种模式。

采用这个模式以后 ,设置不设置 加密向量都没有用的。

请注意,我在这里实现的都是 采用这种模式,所以 文中出现的加密向量有关的语句,你都可以把它给无视掉,你删除掉它,也会得到相同的结果。
二,CBC模式
CBC(Cipher-block chaining密文分组链接)模式,该模式使得各段数据存在一些联系,实现原理比较复杂,我也没有搞懂,不过以前写C#代码的时候,有个加密向量,就像下面代码这样子的Byte数组

  private static byte[] IV = { 0x01, 0x23, 0x45, 0x67, 0x89, 0xAB, 0xCD, 0xEF };

我一直不明白它有什么用,现在我终于明白了,C#默认的就是这种模式。

现在奉上C#的实现代码:

using System;
using System.Collections.Generic;
using System.IO;
using System.Linq;
using System.Security.Cryptography;
using System.Text;
using System.Threading.Tasks; namespace ConsoleApplication3
{
class Program
{
static void Main(string[] args)
{
string str = "abcdefgh";
string str1 = ""; string str2 = DES3Encrypt(str, str1);
Console.WriteLine(str2); Console.WriteLine(DES3Decrypt(str2, str1));
} #region DES加解密 private static byte[] IV = { 0x01, 0x23, 0x45, 0x67, 0x89, 0xAB, 0xCD, 0xEF };///这段代码可以删除掉
//默认密钥向量
//private static byte[] IV = { 0xEF, 0xCD, 0xAB, 0x89, 0x67, 0x45, 0x23, 0x01 };
/// <summary>
/// DES加密
/// </summary>
/// <param name="input">待加密的字符串</param>
/// <param name="key">加密密钥</param>
/// <returns></returns>
public static string Encrypt(string pToEncrypt, string sKey)
{
DESCryptoServiceProvider provider = new DESCryptoServiceProvider();
provider.Mode = CipherMode.CBC;
//provider.Padding = PaddingMode.None;
byte[] bytes = Encoding.Default.GetBytes(pToEncrypt);
provider.Key = Encoding.ASCII.GetBytes(sKey);
provider.IV = Encoding.ASCII.GetBytes(sKey); /* 创建一个内存流对象 */
MemoryStream stream = new MemoryStream(); /* 创建一个加密流对象 */
CryptoStream stream2 = new CryptoStream(stream, provider.CreateEncryptor(), CryptoStreamMode.Write); /* 将要加密的文本写到加密流中 */
stream2.Write(bytes, , bytes.Length); /* 更新缓冲 */
stream2.FlushFinalBlock(); /* 获取加密过的文本 */
StringBuilder builder = new StringBuilder();
foreach (byte num in stream.ToArray())
{
builder.AppendFormat("{0:X2}", num);
}
stream2.Close();
stream.Close();
return builder.ToString(); //return Convert.ToBase64String(stream.ToArray()); //byte[] bytes4 = stream.ToArray();
//string str=Encoding.Default.GetString(bytes4);
//return str;
}
/// <summary>
/// DES解密
/// </summary>
/// <param name="input">待解密的字符串</param>
/// <param name="key">解密密钥,要求为8位,和加密密钥相同</param>
/// <returns>解密成功返回解密后的字符串,失败返源串</returns>
public static string Decrypt(string DecryptString, string Key)
{
try
{
//byte[] inputByteArray = Convert.FromBase64String(DecryptString); /**
**将一个字符串转16进制字节数组而已
**/
byte[] inputByteArray = new byte[DecryptString.Length / ];
for (int x = ; x < DecryptString.Length / ; x++)
{
int i = (Convert.ToInt32(DecryptString.Substring(x * , ), ));
inputByteArray[x] = (byte)i;
}
//byte[] inputByteArray = Encoding.UTF8.GetBytes(DecryptString); DESCryptoServiceProvider des = new DESCryptoServiceProvider();
des.Mode = CipherMode.CBC;
des.Padding = PaddingMode.None; des.Key = Encoding.ASCII.GetBytes(Key);
des.IV = Encoding.ASCII.GetBytes(Key); MemoryStream mStream = new MemoryStream();
CryptoStream cStream = new CryptoStream(mStream, des.CreateDecryptor(), CryptoStreamMode.Write);
cStream.Write(inputByteArray, , inputByteArray.Length);
cStream.FlushFinalBlock(); mStream.Close();
cStream.Close();
return Encoding.Default.GetString(mStream.ToArray());
}
catch
{
return "";
}
}
#endregion #region 3DES 加密解密 public static string DES3Encrypt(string data, string key)
{
TripleDESCryptoServiceProvider DES = new TripleDESCryptoServiceProvider(); //DES.GenerateKey();
//byte[] cKey = DES.Key; DES.Key = ASCIIEncoding.ASCII.GetBytes(key);
DES.Mode = CipherMode.ECB;
DES.Padding = PaddingMode.None; ICryptoTransform DESEncrypt = DES.CreateEncryptor(); byte[] Buffer = ASCIIEncoding.ASCII.GetBytes(data); byte[] result = DESEncrypt.TransformFinalBlock(Buffer, , Buffer.Length);
StringBuilder builder = new StringBuilder();
foreach (byte num in result)
{
builder.AppendFormat("{0:X2}", num);
}
return builder.ToString();
//return Convert.ToBase64String(DESEncrypt.TransformFinalBlock(Buffer, 0, Buffer.Length));
} public static string DES3Decrypt(string DecryptString, string key)
{
TripleDESCryptoServiceProvider DES = new TripleDESCryptoServiceProvider();
//DES.GenerateKey();
DES.Key = ASCIIEncoding.ASCII.GetBytes(key);
DES.Mode = CipherMode.ECB;
DES.Padding = PaddingMode.None;
ICryptoTransform DESDecrypt = DES.CreateDecryptor();
string result = "";
try
{
//byte[] Buffer = Convert.FromBase64String(data);
/*字符串转16进制字节数组*/
byte[] inputByteArray = new byte[DecryptString.Length / ];
for (int x = ; x < DecryptString.Length / ; x++)
{
int i = (Convert.ToInt32(DecryptString.Substring(x * , ), ));
inputByteArray[x] = (byte)i;
} //byte[] Byteresult = DESDecrypt.TransformFinalBlock(inputByteArray, 0, inputByteArray.Length);
//StringBuilder builder = new StringBuilder();
//foreach (byte num in Byteresult)
//{
// builder.AppendFormat("{0:X2}", num);
//}
//return builder.ToString();
result = ASCIIEncoding.ASCII.GetString(DESDecrypt.TransformFinalBlock(inputByteArray, , inputByteArray.Length));
}
catch (Exception e)
{
}
return result;
} #endregion
}
}

然后我们对比一下效果:

这是一个工具加密后的效果,使用的是DES。

要加密的字符串是:abcdefg

加密的密钥为:12345678

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" 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这是C#的加密 解密效果图:

aaarticlea/png;base64,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" alt="">

OK一样的效果。

然后再把单片机那那边的实现效果给展示一下:

当然C语言版本的是我下载别人的代码,链接在这里

http://files.cnblogs.com/erwin/yxyDES2_C_Edition.rar

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" 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C语言单片和C#语言服务器端DES及3DES加密的实现的相关教程结束。

《C语言单片和C#语言服务器端DES及3DES加密的实现.doc》

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