目前最流行的加密算法莫过于RSA了,以下是我们.net/.net core C#生成环境用的RSA加密工具类,在此分享给大家。

using System;
using System.IO;
using System.Security.Cryptography;
using System.Text; namespace Common
{
/// <summary>
/// RSA加密工具类
/// </summary>
public class RSACryptoUtil
{
/// <summary>
/// rsa私钥
/// </summary>
private static readonly RSACryptoServiceProvider _privateKeyRsaProvider;
/// <summary>
/// rsa公钥
/// </summary>
private static readonly RSACryptoServiceProvider _publicKeyRsaProvider; static RSACryptoUtil()
{
//string root = AppDomain.CurrentDomain.RelativeSearchPath; string publicKey = @"MIIBIjANBgkqhkiG9w0BAQEFAAOCAQ8AMIIBCgKCAQEAqc7Mgsct5yaU+Ihxwz28luI/0xJe/uZQPwkMyOJpz+tDi5p9V0JYaYg3SrhIqkNQFluBBSRCnp1NNzfT3qUn93eJ1g9/8wwBloiK+W0s6DuSQj93+T8ZM1+qnnBOUiNrHBmynjR1frN4CJVmdXP1+w3CqLoMaHkw46Vy5UvEf9yedetjcCwIbmjRJzE2Mv3qQz67HbgQIDAQAB";//File.ReadAllText($"公钥位置", Encoding.ASCII);
string privateKey = @"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";//File.ReadAllText($"私钥位置", Encoding.ASCII); if (!string.IsNullOrWhiteSpace(publicKey))
{
_publicKeyRsaProvider = CreateRsaProviderFromPublicKey(publicKey);
}
if (!string.IsNullOrWhiteSpace(privateKey))
{
_privateKeyRsaProvider = CreateRsaProviderFromPrivateKey(privateKey);
}
} /// <summary>
/// 解密
/// </summary>
/// <param name="cipherText"></param>
/// <returns></returns>
public static string Decrypt(string cipherText)
{
if (_privateKeyRsaProvider == null)
{
LogUtil.Logger.Error("_privateKeyRsaProvider is null");
return string.Empty;
} try
{
return Encoding.UTF8.GetString(_privateKeyRsaProvider.Decrypt(Convert.FromBase64String(cipherText), false));
}
catch (Exception ex)
{
LogUtil.Logger.Error(ex, $"RSA解密失败:{cipherText}");
return string.Empty;
}
} /// <summary>
/// 加密
/// </summary>
/// <param name="text"></param>
/// <returns></returns>
public static string Encrypt(string text)
{
if (_publicKeyRsaProvider == null)
{
LogUtil.Logger.Error("_publicKeyRsaProvider is null");
return string.Empty;
} return Convert.ToBase64String(_publicKeyRsaProvider.Encrypt(Encoding.UTF8.GetBytes(text), false));
} /// <summary>
/// 创建rsa公钥对象
/// </summary>
/// <param name="publicKeyString"></param>
/// <returns></returns>
private static RSACryptoServiceProvider CreateRsaProviderFromPublicKey(string publicKeyString)
{
// encoded OID sequence for PKCS #1 rsaEncryption szOID_RSA_RSA = "1.2.840.113549.1.1.1"
byte[] SeqOID = { 0x30, 0x0D, 0x06, 0x09, 0x2A, 0x86, 0x48, 0x86, 0xF7, 0x0D, 0x01, 0x01, 0x01, 0x05, 0x00 };
byte[] x509key = Convert.FromBase64String(publicKeyString); // --------- Set up stream to read the asn.1 encoded SubjectPublicKeyInfo blob ------
using (MemoryStream mem = new MemoryStream(x509key))
{
using (BinaryReader binr = new BinaryReader(mem)) //wrap Memory Stream with BinaryReader for easy reading
{
ushort twobytes = binr.ReadUInt16();
if (twobytes == 0x8130) //data read as little endian order (actual data order for Sequence is 30 81)
binr.ReadByte(); //advance 1 byte
else if (twobytes == 0x8230)
binr.ReadInt16(); //advance 2 bytes
else return null; byte[] seq = binr.ReadBytes(15); //read the Sequence OID
if (!CompareBytearrays(seq, SeqOID)) //make sure Sequence for OID is correct
return null; twobytes = binr.ReadUInt16();
if (twobytes == 0x8103) //data read as little endian order (actual data order for Bit String is 03 81)
binr.ReadByte(); //advance 1 byte
else if (twobytes == 0x8203) binr.ReadInt16(); //advance 2 bytes
else return null; byte bt = binr.ReadByte();
if (bt != 0x00) //expect null byte next
return null; twobytes = binr.ReadUInt16();
if (twobytes == 0x8130) //data read as little endian order (actual data order for Sequence is 30 81)
binr.ReadByte(); //advance 1 byte
else if (twobytes == 0x8230) binr.ReadInt16(); //advance 2 bytes
else return null; twobytes = binr.ReadUInt16();
byte lowbyte = 0x00;
byte highbyte = 0x00; if (twobytes == 0x8102) //data read as little endian order (actual data order for Integer is 02 81)
lowbyte = binr.ReadByte(); // read next bytes which is bytes in modulus
else if (twobytes == 0x8202)
{
highbyte = binr.ReadByte(); //advance 2 bytes
lowbyte = binr.ReadByte();
}
else return null; byte[] modint = { lowbyte, highbyte, 0x00, 0x00 }; //reverse byte order since asn.1 key uses big endian order
int modsize = BitConverter.ToInt32(modint, 0); int firstbyte = binr.PeekChar();
if (firstbyte == 0x00)
{ //if first byte (highest order) of modulus is zero, don't include it
binr.ReadByte(); //skip this null byte
modsize -= 1; //reduce modulus buffer size by 1
} byte[] modulus = binr.ReadBytes(modsize); //read the modulus bytes if (binr.ReadByte() != 0x02) //expect an Integer for the exponent data
return null; int expbytes = binr.ReadByte(); // should only need one byte for actual exponent data (for all useful values)
byte[] exponent = binr.ReadBytes(expbytes); // ------- create RSACryptoServiceProvider instance and initialize with public key -----
RSACryptoServiceProvider RSA = new RSACryptoServiceProvider();
RSAParameters RSAKeyInfo = new RSAParameters();
RSAKeyInfo.Modulus = modulus;
RSAKeyInfo.Exponent = exponent;
RSA.ImportParameters(RSAKeyInfo); return RSA;
}
}
} /// <summary>
/// 创建rsa私钥对象
/// </summary>
/// <param name="privateKey"></param>
/// <returns></returns>
private static RSACryptoServiceProvider CreateRsaProviderFromPrivateKey(string privateKey)
{
var privateKeyBits = Convert.FromBase64String(privateKey); var RSA = new RSACryptoServiceProvider();
var RSAparams = new RSAParameters(); using (BinaryReader binr = new BinaryReader(new MemoryStream(privateKeyBits)))
{
ushort twobytes = binr.ReadUInt16();
if (twobytes == 0x8130) binr.ReadByte();
else if (twobytes == 0x8230) binr.ReadInt16();
else throw new Exception("Unexpected value read binr.ReadUInt16()"); twobytes = binr.ReadUInt16();
if (twobytes != 0x0102) throw new Exception("Unexpected version"); byte bt = binr.ReadByte();
if (bt != 0x00) throw new Exception("Unexpected value read binr.ReadByte()"); RSAparams.Modulus = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.Exponent = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.D = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.P = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.Q = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.DP = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.DQ = binr.ReadBytes(GetIntegerSize(binr));
RSAparams.InverseQ = binr.ReadBytes(GetIntegerSize(binr));
} RSA.ImportParameters(RSAparams);
return RSA;
} private static int GetIntegerSize(BinaryReader binr)
{
int count; byte bt = binr.ReadByte(); if (bt != 0x02) return 0;
bt = binr.ReadByte(); if (bt == 0x81) count = binr.ReadByte();
else if (bt == 0x82)
{
byte highbyte = binr.ReadByte();
byte lowbyte = binr.ReadByte();
byte[] modint = { lowbyte, highbyte, 0x00, 0x00 };
count = BitConverter.ToInt32(modint, 0);
}
else count = bt; while (binr.ReadByte() == 0x00) count -= 1; binr.BaseStream.Seek(-1, SeekOrigin.Current); return count;
} private static bool CompareBytearrays(byte[] a, byte[] b)
{
if (a.Length != b.Length) return false; int i = 0;
foreach (byte c in a)
{
if (c != b[i]) return false;
i++;
} return true;
}
}
}

以上公钥私钥不可用,如需生成请使用“支付宝开放平台密钥工具”,官方下载链接:密钥工具下载 - 支付宝文档中心 (alipay.com)

以下是工具使用步骤:

第一步:选择RSA2算法,生成密钥

第二步:复制公钥,直接赋值给工具类变量“publicKey”,复制私钥,进行下一步使用

第三步:到“格式转换”栏,把私钥粘贴到“应用私钥”,点击“转换”,我们可以看到下边有“PKCS1”字样,这就是.net环境中RSA算法支持的私钥格式,复制“输出”,赋值给“privateKey”即可。

以上就是工具使用步骤,快来用最安全的对称加密算法加密你的内容吧!

.net通用RSA加密工具类的更多相关文章

  1. RSA加密工具类(非对称加密算法)

    import com.jfinal.log.Log;import org.apache.commons.codec.binary.Base64; import javax.crypto.Cipher; ...

  2. java 加密工具类(MD5、RSA、AES等加密方式)

    1.加密工具类encryption MD5加密 import org.apache.commons.codec.digest.DigestUtils; /** * MD5加密组件 * * @autho ...

  3. Java中使用最频繁及最通用的Java工具类

    在Java中,工具类定义了一组公共方法,Java中使用最频繁及最通用的Java工具类. 一. org.apache.commons.io.IOUtils closeQuietly:关闭一个IO流.so ...

  4. App开发流程之加密工具类

    科技优家 2016-09-08 18:10 从这篇记录开始,记录的都算是干货了,都是一些编程日常的积累. 我建议先将基础的工具加入项目,后续的开发效率会呈指数增长.如果在专注功能开发过程中,才发现缺少 ...

  5. 加密工具类 - CryptoUtils.java

    加密工具类,包含MD5,BASE64,SHA,CRC32的加密与解密方法. 源码如下:(点击下载  - CryptoUtils.java.commons-io-2.4.jar.commons-code ...

  6. android开发MD5加密工具类(一)

    MD5加密工具类整理: package com.gzcivil.utils; import java.io.UnsupportedEncodingException; import java.secu ...

  7. wemall app商城源码android开发MD5加密工具类

    wemall-mobile是基于WeMall的android app商城,只需要在原商城目录下上传接口文件即可完成服务端的配置,客户端可定制修改.本文分享android开发MD5加密工具类主要代码,供 ...

  8. Java AES 加密工具类

    package com.microwisdom.utils; import java.security.NoSuchAlgorithmException; import java.security.S ...

  9. c# 加密工具类

    using System; using System.Collections.Generic; using System.IO; using System.Linq; using System.Sec ...

  10. java MD5Utils 加密工具类

    package com.sicdt.library.core.utils; import java.io.File; import java.io.FileInputStream; import ja ...

随机推荐

  1. VMware虚拟机---Ubuntu无法连接网络该怎么解决?

    在学习使用Linux系统时,由于多数同学们的PC上多是Windows系统,故会选择使用VMware创建一个虚拟机来安装Linux系统进行学习. 安装完成之后,在使用时总是会遇到各种各样的问题.本片随笔 ...

  2. Gusfield算法学习

    算法详解 等价流树正如其名,树上两点间的路径上的边权最小值为图上两点间的最小割. Gusfield算法就是建等价流树的一种算法.设当前正在处理的集合为 \(S(|S|\ge 2)\),从 \(S\) ...

  3. 2022-07-26:以下go语言代码输出什么?A:5;B:hello;C:编译错误;D:运行错误。 package main import ( “fmt“ ) type integer in

    2022-07-26:以下go语言代码输出什么?A:5:B:hello:C:编译错误:D:运行错误. package main import ( "fmt" ) type inte ...

  4. 2022-07-05:给定一个数组,想随时查询任何范围上的最大值。 如果只是根据初始数组建立、并且以后没有修改, 那么RMQ方法比线段树方法好实现,时间复杂度O(N*logN),额外空间复杂度O(N*

    2022-07-05:给定一个数组,想随时查询任何范围上的最大值. 如果只是根据初始数组建立.并且以后没有修改, 那么RMQ方法比线段树方法好实现,时间复杂度O(NlogN),额外空间复杂度O(Nlo ...

  5. 2021-06-23:给定一个数组arr,代表每个人的能力值。再给定一个非负数k,如果两个人能力差值正好为k,那么可以凑在一起比赛。一局比赛只有两个人,返回最多可以同时有多少场比赛。

    2021-06-23:给定一个数组arr,代表每个人的能力值.再给定一个非负数k,如果两个人能力差值正好为k,那么可以凑在一起比赛.一局比赛只有两个人,返回最多可以同时有多少场比赛. 福大大 答案20 ...

  6. Selenium - 元素操作(4) - alert弹窗处理

    Selenium - 元素操作 alert弹窗 Alert弹出框由于不是html的页面元素,而是JavaScript的控件:所以不能右键检查,用传统的方法去操作. 例如这种弹窗: # 获取告警弹框的文 ...

  7. 【GiraKoo】could not find UI helper 'git-credential-manager-ui'

    环境 Windows 11 git version 2.39.0.windows.1 TortoiseGit 现象 使用TortoiseGit执行git pull命令时,提示could not fin ...

  8. es 笔记二之基础查询

    本文首发于公众号:Hunter后端 原文链接:es笔记二之基础查询 这一篇笔记介绍 es 的基础查询. 基础查询包括很多,比如排序,类似数据库 limit 的操作,like 操作,与或非等,对于这些操 ...

  9. 深度学习基础入门篇[8]::计算机视觉与卷积神经网络、卷积模型CNN综述、池化讲解、CNN参数计算

    深度学习基础入门篇[8]::计算机视觉与卷积神经网络.卷积模型CNN综述.池化讲解.CNN参数计算 1.计算机视觉与卷积神经网络 1.1计算机视觉综述 计算机视觉作为一门让机器学会如何去"看 ...

  10. 聊聊ElasticeSearch并发写的乐观锁机制

    概述 ES的多客户端并发更新是基于乐观并发控制,通过版本号机制来实现冲突检测. 关键对象 ES的老版本是用过_version字段的版本号实现乐观锁的.现在新版增加了基于_seq_no与_primary ...