Joh*_*ohn 14 .net c# cryptography rsa encryption-asymmetric
我已经在CodeProject上发表了一篇文章,解释了如何使用RSA提供程序加密和解密:
虽然2009年的旧版本是错误的,但新的2012版本(支持System.Numerics.BigInteger)似乎更可靠.这是什么版本缺少虽然是一种方法加密与公共密钥和解密使用私有密钥.
所以,我自己尝试了,但是当我解密时却得到了垃圾.我不熟悉RSA提供商,所以我在这里很黑.很难找到关于它应该如何工作的更多信息.
有人看到这有什么问题吗?以下是带有PUBLIC密钥的ENcryption:
// Add 4 byte padding to the data, and convert to BigInteger struct
BigInteger numData = GetBig( AddPadding( data ) );
RSAParameters rsaParams = rsa.ExportParameters( false );
//BigInteger D = GetBig( rsaParams.D ); //only for private key
BigInteger Exponent = GetBig( rsaParams.Exponent );
BigInteger Modulus = GetBig( rsaParams.Modulus );
BigInteger encData = BigInteger.ModPow( numData, Exponent, Modulus );
return encData.ToByteArray();
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当我这样做时,我是否使用提供商提供的大"D"?可能不是因为它是没有"D"的公钥.
然后是对应的(使用PRIVATE键进行DEcrypting):
BigInteger numEncData = new BigInteger( cipherData );
RSAParameters rsaParams = rsa.ExportParameters( true );
BigInteger D = GetBig( rsaParams.D );
//BigInteger Exponent = GetBig( rsaParams.Exponent );
BigInteger Modulus = GetBig( rsaParams.Modulus );
BigInteger decData = BigInteger.ModPow( numEncData, D, Modulus );
byte[] data = decData.ToByteArray();
byte[] result = new byte[ data.Length - 1 ];
Array.Copy( data, result, result.Length );
result = RemovePadding( result );
Array.Reverse( result );
return result;
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我需要"D"或指数吗?
显然,我需要加密来兼顾私人 - 公共 - 私人.任何帮助深表感谢!
Iva*_*nin 17
以此编码/解码示例为例
byte[] toEncryptData = Encoding.ASCII.GetBytes("hello world");
//Generate keys
RSACryptoServiceProvider rsaGenKeys = new RSACryptoServiceProvider();
string privateXml = rsaGenKeys.ToXmlString(true);
string publicXml = rsaGenKeys.ToXmlString(false);
//Encode with public key
RSACryptoServiceProvider rsaPublic = new RSACryptoServiceProvider();
rsaPublic.FromXmlString(publicXml);
byte[] encryptedRSA = rsaPublic.Encrypt(toEncryptData, false);
string EncryptedResult = Encoding.Default.GetString(encryptedRSA);
//Decode with private key
var rsaPrivate = new RSACryptoServiceProvider();
rsaPrivate.FromXmlString(privateXml);
byte[] decryptedRSA = rsaPrivate.Decrypt(encryptedRSA, false);
string originalResult = Encoding.Default.GetString(decryptedRSA);
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Dar*_*l42 10
这是一个例子:
public static void rsaPlayground()
{
byte[] data = new byte[] { 1, 2, 3, 4, 5 };
RSACryptoServiceProvider csp = new RSACryptoServiceProvider();//make a new csp with a new keypair
var pub_key = csp.ExportParameters(false); // export public key
var priv_key = csp.ExportParameters(true); // export private key
var encData = csp.Encrypt(data, false); // encrypt with PKCS#1_V1.5 Padding
var decBytes = MyRSAImpl.plainDecryptPriv(encData, priv_key); //decrypt with own BigInteger based implementation
var decData = decBytes.SkipWhile(x => x != 0).Skip(1).ToArray();//strip PKCS#1_V1.5 padding
}
public class MyRSAImpl
{
private static byte[] rsaOperation(byte[] data, BigInteger exp, BigInteger mod)
{
BigInteger bData = new BigInteger(
data //our data block
.Reverse() //BigInteger has another byte order
.Concat(new byte[] { 0 }) // append 0 so we are allways handling positive numbers
.ToArray() // constructor wants an array
);
return
BigInteger.ModPow(bData, exp, mod) // the RSA operation itself
.ToByteArray() //make bytes from BigInteger
.Reverse() // back to "normal" byte order
.ToArray(); // return as byte array
/*
*
* A few words on Padding:
*
* you will want to strip padding after decryption or apply before encryption
*
*/
}
public static byte[] plainEncryptPriv(byte[] data, RSAParameters key)
{
MyRSAParams myKey = MyRSAParams.fromRSAParameters(key);
return rsaOperation(data, myKey.privExponent, myKey.Modulus);
}
public static byte[] plainEncryptPub(byte[] data, RSAParameters key)
{
MyRSAParams myKey = MyRSAParams.fromRSAParameters(key);
return rsaOperation(data, myKey.pubExponent, myKey.Modulus);
}
public static byte[] plainDecryptPriv(byte[] data, RSAParameters key)
{
MyRSAParams myKey = MyRSAParams.fromRSAParameters(key);
return rsaOperation(data, myKey.privExponent, myKey.Modulus);
}
public static byte[] plainDecryptPub(byte[] data, RSAParameters key)
{
MyRSAParams myKey = MyRSAParams.fromRSAParameters(key);
return rsaOperation(data, myKey.pubExponent, myKey.Modulus);
}
}
public class MyRSAParams
{
public static MyRSAParams fromRSAParameters(RSAParameters key)
{
var ret = new MyRSAParams();
ret.Modulus = new BigInteger(key.Modulus.Reverse().Concat(new byte[] { 0 }).ToArray());
ret.privExponent = new BigInteger(key.D.Reverse().Concat(new byte[] { 0 }).ToArray());
ret.pubExponent = new BigInteger(key.Exponent.Reverse().Concat(new byte[] { 0 }).ToArray());
return ret;
}
public BigInteger Modulus;
public BigInteger privExponent;
public BigInteger pubExponent;
}
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