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语音服务API参考隐私号A路报备加解密
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问问助手- 代码Demo（Java）
import lombok.extern.slf4j.Slf4j;
import org.apache.commons.codec.binary.Base64;
import org.apache.commons.codec.digest.DigestUtils;
import javax.crypto.Cipher;
import javax.crypto.spec.SecretKeySpec;
import java.nio.charset.StandardCharsets;
import java.nio.file.Files;
import java.nio.file.Paths;
@Slf4j
public class AesUtil {
public static String readFileAndEncodeAes(String filePath, String key) {
try {
byte[] keyBytes = DigestUtils.md5(key);
byte[] bytes = Files.readAllBytes(Paths.get(filePath));
byte[] aesBytes = encrypt(bytes, keyBytes);
return new String(Base64.encodeBase64(aesBytes), StandardCharsets.UTF_8);
} catch (Exception e) {
log.warn("decodeAES error", e);
}
return null;
}
public static String encodeAES(String text, String key) {
byte[] keyBytes = DigestUtils.md5(key);
try {
byte[] bytes = text.getBytes(StandardCharsets.UTF_8);
byte[] aesBytes = encrypt(bytes, keyBytes);
return new String(Base64.encodeBase64(aesBytes), StandardCharsets.UTF_8);
} catch (Exception e) {
log.warn("encodeAES error", e);
}
return null;
}
public static String decodeAES(String text, String key) {
try {
byte[] keyBytes = DigestUtils.md5(key);
byte[] debase64Bytes = Base64.decodeBase64(text);
return new String(decrypt(debase64Bytes, keyBytes), StandardCharsets.UTF_8);
} catch (Exception e) {
log.warn("decodeAES error", e);
}
return null;
}
public static byte[] decodeAESBinary(String text, String key) {
try {
byte[] keyBytes = DigestUtils.md5(key);
byte[] debase64Bytes = Base64.decodeBase64(text);
return decrypt(debase64Bytes, keyBytes);
} catch (Exception e) {
log.warn("decodeAES error", e);
}
return null;
}
public static byte[] encrypt(byte[] text, byte[] key) throws Exception {
SecretKeySpec aesKey = new SecretKeySpec(key, "AES");
Cipher cipher = Cipher.getInstance("AES/ECB/PKCS5Padding");
cipher.init(Cipher.ENCRYPT_MODE, aesKey);
return cipher.doFinal(text);
}
public static byte[] decrypt(byte[] text, byte[] key) throws Exception {
SecretKeySpec aesKey = new SecretKeySpec(key, "AES");
Cipher cipher = Cipher.getInstance("AES/ECB/PKCS5Padding");
cipher.init(Cipher.DECRYPT_MODE, aesKey);
return cipher.doFinal(text);
}
}
- 样例
- 文本加解密
操作 | 文本 | token | 结果 |
操作 | 文本 | token | 结果 |
加密 | 123456 | 123456 | xf3RtLWSWzgVF5Ejs+ceZg== |
加密 | c77f3545-a0e9-4fc3-8720-dffa02fbf521_0babbcc6-fc2e-4792-88b5-c0433b96811b | 7364d844ccf8480c82d575c9c8c1d7c6 | wlyT4F0ESzHEW8CW5bogDAP0FHoYOM+CA7v7QeMblR5Qqxt8FizZYcni/dhUmlSRg2ywJoRwRwToj3rJSdjfDx6ULJrOpAG1LLXjCe7wIkc= |
解密 | xf3RtLWSWzgVF5Ejs+ceZg== | 123456 | 123456 |
- 二进制数据
以上文件加密并用base64编码之后的值为，加密key为“123456”
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