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Description: CRC-CCITT码: G(x)=X16+X12+X5+1
多项式为 0x08408
用VC++写的DLL
用VB调用的
有调用实例
-CRC-CCITT code : G (x) = X16 X12 X5 to a polynomial with VC 0x08408 written with VB DLL called the Call example
Platform: |
Size: 231179 |
Author: 李慎丹 |
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Description: 一个生成反相CRC-CCITT校验码表的单片机C程序,反相CRC-CCITT= 0x8408,开发环境为Keil C51-a generation RP-CRC-CCITT CRC table of SCM C procedures, RP-CRC-CCITT = 0x8408, the development environment for Keil C51
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Size: 12444 |
Author: 吴健 |
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Description: 计算xk+1除CRC-CCITT后的余式,k从1到32768
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Size: 2622 |
Author: 小刀 |
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Description: CRC校验程序,使用了CRC-16和CRC-CCITT方法 -CRC inspection program, which use crc-16 and crc-ccitt method
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Size: 1024 |
Author: 站长 |
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Description: CRC-16 CRC-32 算法介绍,程序代码-CRC-16 CRC-32 algorithm, the program code
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Size: 5120 |
Author: 管冬兵 |
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Description: vb关于CRC校验的程序-vb about CRC verification procedure
Platform: |
Size: 25600 |
Author: 王宁 |
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Description: ARM开发详解CRC算法原理及C语言实现-CRC algorithms for C Language
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Size: 5120 |
Author: 王兴锋 |
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Description: 计算CRC16/CRC8/CRC32的程序,可获得CRC-CCITT/CRC-16/CRC-8/CRC-32的计算结果。 提供Delphi源代码和MCS51单片机的汇编源代码,分别采用两至三种不同算法实现。有比较详细的调用和使用说明。 更新历史: 2003/05/04 新增CRC-8算法的实现。 2004/02/02 修改CRC-8算法,新增CRC-32算法,增加比较详细的调用和使用说明。-CRC16/CRC8/CRC32 calculation procedures available CRC-CCITT/CRC-16/CRC-8/CRC-32 the calculated results. Delphi provide source code and compile the MCS51 source code, adopted two to three different algorithm. A more detailed calls and use. Update History : 2003/05/02 new CRC-8 algorithm implementation. 2004/02/02 changes CRC-8 algorithm, the new CRC-32 algorithm, adding more detailed calls and use.
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Size: 134144 |
Author: 邓光 |
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Description: CRC的全称为Cyclic Redundancy Check,中文名称为循环冗余校验。它是一类重要的线性分组码,编码和解码方法简单,检错和纠错能力强,在通信领域广泛地用于实现差错控制-CRC called the Cyclic Redundancy Check, the Chinese name of the Cyclic Redundancy Check. It is an important class of linear block codes, encoding and decoding method is simple, and error detection and correction capability in the field of communication widely used to achieve error control
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Size: 27648 |
Author: jojo |
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Description: 本代码是C语言实现的CRC循环校验具体算法-the code is the C language CRC checksum algorithm for the cycle
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Size: 2048 |
Author: 汪永威 |
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Description: CRC 校验源码分析,说明了CRC 校验中CRC 值是如何计算出来的,体现的多项式正是X16+X12+X5+1。
Serial Data 即是需要校验的数据。-CRC source analyzed that the CRC value of the CRC calculation of the show that the polynomial is an X16 X12 X5. Serial Data that is the need for calibration data.
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Size: 19456 |
Author: 小康 |
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Description: CRC循环冗余,是一种查表法,实现数据的自动打包问题-Cyclic Redundancy is a look-up table method, the data is automatically packaged problems
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Size: 14336 |
Author: 黄宁 |
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Description: CRC-CCITT码: G(x)=X16+X12+X5+1
多项式为 0x08408
用VC++写的DLL
用VB调用的
有调用实例
-CRC-CCITT code : G (x) = X16 X12 X5 to a polynomial with VC 0x08408 written with VB DLL called the Call example
Platform: |
Size: 234496 |
Author: 李慎丹 |
Hits:
Description: 一个生成反相CRC-CCITT校验码表的单片机C程序,反相CRC-CCITT= 0x8408,开发环境为Keil C51-a generation RP-CRC-CCITT CRC table of SCM C procedures, RP-CRC-CCITT = 0x8408, the development environment for Keil C51
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Size: 12288 |
Author: 吴健 |
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Description: 生成多项式的最高位必须是1。例如:CRC-CCITT标准的16位生成多项式:g(x)= x16+x12+x1+1;阶数r = 16
即:0x11021.最高位通常为1。-Generating polynomial must be the highest one. For example: CRC-CCITT standard 16-bit generation polynomial: g (x) = x16+ X12+ X1+ 1 order of r = 16 that is: 0x11021. Highest one usually.
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Size: 3072 |
Author: xuhailun |
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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: 31744 |
Author: 王先生 |
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Description: 计算xk+1除CRC-CCITT后的余式,k从1到32768-Calculated xk+ 1 In addition to the post-CRC-CCITT congruence, k from 1-32768
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Size: 2048 |
Author: 小刀 |
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Description: 根据不同的生成多项,生成CRC的初始表值,包括CRC16,CRC-CCITT,CRC32-According to a number of different generation, CRC generation of the initial table values, including the CRC16, CRC-CCITT, CRC32
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Size: 2048 |
Author: 林司令 |
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Description: CRC校验VB源码,直接可以使用,有注释-CRC Checksum VB source, can be used directly, has the Notes
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Size: 2048 |
Author: sunshuwen |
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Description: The 16-bit CRC checksum. The algorithm used is CRC-CCITT. The CRC calcula-
tion includes all bytes of the frame. The data bytes have to be calculated as a
word. At first you have to shift in the high byte of the data word. This is the opposite
way you transmit the data word. The 16-bit generator polynomial ‘x16
+x12
+x5
+1’ is
used for the calculation.
-The 16-bit CRC checksum. The algorithm used is CRC-CCITT. The CRC calcula-
tion includes all bytes of the frame. The data bytes have to be calculated as a
word. At first you have to shift in the high byte of the data word. This is the opposite
way you transmit the data word. The 16-bit generator polynomial ‘x16
+x12
+x5
+1’ is
used for the calculation.
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Size: 159744 |
Author: jj |
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