如何使用 PKCS 7 和 SHA 算法在 C# 中创建数字签名并对其进行验证

Question

我正在尝试对 xml 文档进行数字签名，并使用带有 public 密钥和签名文档的原始 xml 文件验证签名。我有一个 java 代码供参考。我需要将 java 代码转换为 C#，其中我有 java 代码，如下所示：

   certList = new ArrayList<X509Certificate>();
   certList.add(signerCert);
   certStore = new JcaCertStore(certList);
   signedDataGenerator = new CMSSignedDataGenerator();
   ContentSigner sha2Signer = new JcaContentSignerBuilder("SHA512with" + privateKey.getAlgorithm()).build(privateKey);

   ignedDataGenerator.addSignerInfoGenerator(new JcaSignerInfoGeneratorBuilder(new JcaDigestCalculatorProviderBuilder().build()).setDirectSignature(true).build(sha2Signer, signerCert));
   signedDataGenerator.addCertificates(certStore);
   CMSSignedData sigData = signedDataGenerator.generate(new CMSProcessableFile(inputXmlFile), false);
   signedBytes = sigData.getEncoded();

我已经将 java 代码转换为 C#，如下所示：

        X509Store my = new X509Store(StoreName.My, StoreLocation.LocalMachine);
        my.Open(OpenFlags.ReadOnly);
        // Find the certificate we’ll use to sign
        RSACryptoServiceProvider csp = null;
        foreach (X509Certificate2 cert in my.Certificates)
        {
            if (cert.Subject.Contains(certSubject))
            {
                // We found it.
                // Get its associated CSP and private key
                csp = (RSACryptoServiceProvider)cert.PrivateKey;                  
            }
        }
        if (csp == null)
        {
            throw new Exception("oppose no valid application was found");
        }
        // Hash the data
        SHA512Managed sha1 = new SHA512Managed();
        UnicodeEncoding encoding = new UnicodeEncoding();
        byte[] data = encoding.GetBytes(text);
        byte[] hash = sha1.ComputeHash(data);
        // Sign the hash
        return csp.SignHash(hash, CryptoConfig.MapNameToOID("SHA1"));

这两天我一直在尝试转换它，它正在生成符号字节数组但无法验证。在验证它抛出 bad hash\r\n 错误时，我将非常感谢您提供的任何帮助。我知道我在将 java 代码转换为 C# 时出错了。我可以验证代码但无法签署文档

Answer 1

我已经使用这样的 System.Security.Cryptography.Pkcs 库生成了签名

    public static byte[] Sign(byte[] data, X509Certificate2 certificate)
    {
        if (data == null)
            throw new ArgumentNullException("data");
        if (certificate == null)
            throw new ArgumentNullException("certificate");

        // setup the data to sign
        ContentInfo content = new ContentInfo(data);
        SignedCms signedCms = new SignedCms(content, false);
        CmsSigner signer = new CmsSigner(SubjectIdentifierType.IssuerAndSerialNumber, certificate);
        // create the signature
        signedCms.ComputeSignature(signer);
        return signedCms.Encode();
    }

并像这样验证签名

  private static bool VerifySignatures(FileInfo contentFile, Stream signedDataStream)
    {
        CmsProcessable signedContent = null;
        CmsSignedData cmsSignedData = null;
        Org.BouncyCastle.X509.Store.IX509Store store = null;
        ICollection signers = null;
        bool verifiedStatus = false;
        try
        {
            //Org.BouncyCastle.Security.addProvider(new BouncyCastleProvider());
            signedContent = new CmsProcessableFile(contentFile);
            cmsSignedData = new CmsSignedData(signedContent, signedDataStream);
            store = cmsSignedData.GetCertificates("Collection");//.getCertificates();
            IX509Store certStore = cmsSignedData.GetCertificates("Collection");
            signers = cmsSignedData.GetSignerInfos().GetSigners();
            foreach (var item in signers)
            {
                SignerInformation signer = (SignerInformation)item;
                var certCollection = certStore.GetMatches(signer.SignerID);
                IEnumerator iter = certCollection.GetEnumerator();
                iter.MoveNext();
                var cert = (Org.BouncyCastle.X509.X509Certificate)iter.Current;
                verifiedStatus = signer.Verify(cert.GetPublicKey());
            }

        }
        catch (Exception e)
        {
            throw e;
        }

        return verifiedStatus;
    }

对我有用

如何使用 PKCS 7 和 SHA 算法在 C# 中创建数字签名并对其进行验证

How to Create Digital Signature and Verify it in C# using PKCS 7 and SHA algorithm

c#

java

code-conversion