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Description: 32位CRC循环冗余源代码
符合ANSI X3.66标准，运用于CCITT s X.25协议-32 Cyclic Redundancy source code conforms to the ANSI X3.66 standard, used CCITT s X.25
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Size: 4187 |
Author: 赵磊 |
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Description: 能够对十六进制的数据进行CRC校验，校验码为ccitt码。
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Size: 32206 |
Author: 王先生 |
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Description: 用VC++6编写的CRC校验小程序，有操作界面，可直接输入需要校验的十六进制数据-With VC++ 6 prepared CRC checksum applet, there are user interface, can be directly input hexadecimal checksum data
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Size: 4468736 |
Author: jiarui |
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Description: test upload file -test upload file 1111111
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Size: 54272 |
Author: roy |
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Description: 使用C开发的一个计算循环冗余码的程序,希望对大家有用-Use C to develop a calculation of cyclical redundancy procedures, in the hope that useful to everybody
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Size: 92160 |
Author: 洪武 |
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Description: crc 51 单片机计算程序，保证51利用串口通讯的可靠传输-crc 51 single-chip computing
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Size: 6144 |
Author: bysoft |
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Description:
The file lib_crc.c contains source code for functions to calculate
five commonly used CRC values: CRC-16, CRC-32, CRC-DNP, CRC-SICK,
CRC-Kermit and CRC-CCITT. The functions can be freely used.
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The file lib_crc.c contains source code for functions to calculate
five commonly used CRC values: CRC-16, CRC-32, CRC-DNP, CRC-SICK,
CRC-Kermit and CRC-CCITT. The functions can be freely used.
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Size: 8192 |
Author: freaX |
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Description: CCITT Parallel CRC 16-bit
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Size: 1024 |
Author: timngo |
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Description: crc－ccitt校验原理及编程实现，硬件采用ＦＰＧＡ实现ＣＣＩＴＴ校验．-usefull material for crc check ,including the funcion of crc and program.
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Size: 230400 |
Author: nihao |
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Description: 循环冗余校验 CRC 的算法分析和程序实现。通信的目的是要把信息及时可靠地传送给对方，因此要求一个通信系统传输消息必须可靠与快速，在数字通信系统中可靠与快速往往是一对矛盾。为了解决可靠性，通信系统都采用了差错控制。本文详细介绍了循环冗余校验CRC（Cyclic Redundancy Check）的差错控制原理及其算法实现-Cyclic Redundancy Check
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Size: 106496 |
Author: 朱红 |
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Description: 实用的RS232串口通信及CRC校验源码，计算LRC.CRC余式表 CRC-CCI-RS232 serial communication and practical source CRC checksum calculated LRC.CRC remainder table CRC-CCITT
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Size: 1024 |
Author: Oscar |
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Description:
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Size: 1024 |
Author: zhangshcong |
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Description: 详细介绍了循环冗余校验 CRC（Cyclic Redundancy Check）的差错控制原理及其算法实
现。 -Details of the cyclic redundancy check CRC (Cyclic Redundancy Check) error control principle and algorithm.
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Size: 106496 |
Author: 李为 |
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Description: CRC-CCITT码实现，即（k，k+16）码实现算法-CRC-CCITT code to achieve, namely (k, k+16) code algorithm
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Size: 27648 |
Author: 高元媛 |
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Description: CRC-CCITT的算法实现，以及自己的心得-CRC-CCITT algorithm, as well as their own experiences
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Size: 397312 |
Author: 郑渊悦 |
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Description: FPGA中并行实现CRC-CCITT标准的循环冗余校验码的生成-FPGA to achieve CRC-CCITT standard parallel cyclic redundancy check code generation
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Size: 660480 |
Author: 黄欣睿 |
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Description: EP3C120硬件下的NIOSii运行，经过测试ok，CRC校验源码。-A table-driven implementation of CRC-CCITT checksums.
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Size: 2048 |
Author: 李栋 |
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Description: This mysterious table is just the CRC of each possible byte.
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Size: 2048 |
Author: jufunxie |
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Description: The idea behind CRC calculation is to look at the data as one largebinary number. This number is divided by a certain value and the remainder ofthe calculation is called the CRC. Dividing in the CRC calculation at firstlooks to cost a lot of computing power, but it can be performed very quickly ifwe use a method similar to the one learned at school. We will as an examplecalculate the remainder for the character m —which is 1101101in binary notation—by dividing it by 19or 10011. Please note that 19 isan odd number. This is necessary as we will see further on. Please refer toyour schoolbooks as the binary calculation method here is not very different the decimal method you learned when you were young. It might only look alittle bit strange. Also notations differ between countries, but the method issimilar.-The idea behind CRC calculation is to look at the data as one largebinary number. This number is divided by a certain value and the remainder ofthe calculation is called the CRC. Dividing in the CRC calculation at firstlooks to cost a lot of computing power, but it can be performed very quickly ifwe use a method similar to the one learned at school. We will as an examplecalculate the remainder for the character m —which is 1101101in binary notation—by dividing it by 19or 10011. Please note that 19 isan odd number. This is necessary as we will see further on. Please refer toyour schoolbooks as the binary calculation method here is not very different the decimal method you learned when you were young. It might only look alittle bit strange. Also notations differ between countries, but the method issimilar.
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Size: 20480 |
Author: saadawais |
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Description: LABVIEW开发的用来做CRC校验的工具， 结果运算正确，分享给大家，请大家下载使用。
谢谢！(That is the demo for CRC calculation, developed by labview, you can download to use)
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Size: 10240 |
Author: fordyu
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