搜索资源列表
AES_RTL
- 使用Verilog HDL 實現AES硬體加解密
AES
- AES单片机加解密程序 很好的一个程序，大家赶快下载
aes.rar
- AES加解密算法的C语言实现，可用于嵌入式，PC机程序,source code for AES, c language
aes
- verilog实现的AES-128加解密程序，FPGA验证通过-verilog implementation of AES-128 encryption and decryption process, FPGA verification through
AES
- 利用verilog HDL实现的AES算法，在密码芯片加解密中显示出了突出的优越性-The reference-AES.V which has been uploaded is particularly useful for researchers who are dedicated to the password-chip researching.
aes
- 此程序完成aes的硬件语言实现部分，通过vhdl语言完成加解密过程。-This process is complete aes hardware language section, vhdl language to complete the encryption and decryption process.
sam_test
- 一款加解密SAM芯片的测试程序，包括AES，RSA，伪随机数模块！-An encryption and decryption SAM chip testing procedures, including AES, RSA, pseudo-random number generation module
AESzuihou
- 在赛灵思软件ISE上实现的ＡＥＳ加解密算法，并且在ＭＯＤＥＬＳＩＭ上仿真。希望对你有所帮助-The Xilinx software ISE AES encryption and decryption algorithms, and simulation MODELSIM on. I hope for your help
NOIS-II_AES
- 基于NOIS II的AES加解密系统 完整的工程文件 -NOIS II-based AES encryption and decryption of a complete project file system
AES
- AES算法加解密过程的Verilog代码，包括测试文件，通过FPGA验证。-AES algorithm encryption and decryption process Verilog code, including test files through the FPGA verification.
aes
- philip 单片机实现ase加解密算法-ase encryption and decryption algorithm
aes
- AES128/196/256 加解密源码，可实现ECB模式加密，HEX输出。密码及明文没有补齐功能，需手动补齐。无需特殊库文件，适合单片机使用。已测试，可正常使用。-AES128/196/256 encryption source code, can achieve ECB mode encryption, HEX output. The password and the plaintext without the need to manually fill up function. No sp
ARM 加解密功能算法
- 文件包为ARM加解密库，都是C代码。 内部包含对称算法如AES、SHA、XXTA等。非对称算法包含RSA、ECC等。(The file package is the ARM encryption and decryption library, all of which are C code. The internal contains symmetric algorithms such as AES, SHA, XXTA, etc.. Asymmetric algorithms incl
16字节加解密的AES算法
- 基于STM32的16字节加解密的AES算法(STM32 based AES algorithm for 16 byte encryption and decryptio)
各种密码算法的FPGA实现情况
- 各种密码算法的FPGA实现情况 1.AES算法FPGA实现分析 2.DES加密算法的高速FPGA实现 3.RSA加解密运算的FPGA硬件实现研究(FPGA implementation of various cryptographic algorithms)