搜索资源列表
crc_d8
- Verilog module containing a synthesizable CRC function // * polynomial: (0 1 8) // * data width: 8
crc32源码及资料
- CRC校验采用多项式编码方法。多项式乘除法运算过程与普通代数多项式的乘除法相同。多项式的加减法运算以2为模，加减时不进，错位，如同逻辑异或运算。-CRC polynomial used coding method. Polynomial multiply and divide computing process and the general polynomial algebra multiply and divide the same. Polynomial and subtract oper
CRC_16
- CRC-16循环冗余校验码，生成多项式为0xC005,调试软件是KEIL3-CRC-16 cyclic redundancy check code to generate the polynomial for the 0xC005, debugging software is KEIL3
crc8
- for microcontroller Calculate CRC-8 Values. Uses The CCITT-8 Polynomial, Expressed As X^8 + X^5 + X^4 + 1-for microcontroller Calculate CRC-8 Values. Uses The CCITT-8 Polynomial, Expressed As X^8+ X^5+ X^4+ 1
crc-gen
- CRC Generator is a command-line application that generates Verilog or VHDL code for CRC of any data width between 1 and 1024 and polynomial width between 1 and 1024. The code is written in C and is cross-platform compatible
crc
- CRC校验原理 1、循环校验码（CRC码）：是数据通信领域中最常用的一种差错校验码，其特征是信息字段和校验字段的长度可以任意选定。 2、生成CRC码的基本原理：任意一个由二进制位串组成的代码都可以和一个系数仅为‘0’和‘1’取值的多项式一一对应。例如：-Principle 1 CRC checksum, cyclic checksum (CRC code): is the data communications of the most commonly used error checki
CE356_CRC
- PIC24FJ64GB004 this code , CRC in PIC24FJ646GB004 is used to generate checksum for Data using predefined polynomial
CRC16_2
- IAR Asm for MSP430. Calculate the CCITT/ITU/CRC-16 parameters for this CRC are: Polynomial: x^16 + x^12 + x^5 + 1 (0x1021) Start value 0xFFFF Data receives from USART Checksum in R11.-IAR Asm for MSP430. Calculate the CCITT/ITU/CRC-
Lecture_COE_341_071_6
- Know how of CRC polynomial calulation
CRC_16
- Modbus CRC calculation software - Can be changed by changing Polynomial.
Perl_for_CRC
- Cyclic Redundancy Check (CRC) is an error-checking code that is widely used in data communication systems and other serial data transmission systems. CRC is based on polynomial manipulations using modulo arithmetic. Some of the common Cyclic Redu
15693_CRC
- ISO/IEC 3309CRC used for 1443 or 15693 RF-ID crc-ISO/IEC 3309 CRC CRC type Length Polynomial Direction bits X16+ X12+ X5+ 1
CRC
- CRC编码解码C++程序，可以选择译码方式有五种国际标准的生成多项式，也可自由更改-CRC encoding and decoding C++ program, you can select the decoding mode there are five international standard generator polynomial can also be free to change the
A-Fast-CRC-Implementation-on-FPGA
- CRC错误检测是一个非常 电信应用上常见的功能。 对提高数据速率的发展要求 更多和更sofisticated实现。 在本文中，我们提出了一个方法来实现 管道结构为基础的CRC功能 多项式除法。它非常有效地改善 高速性能，允许从1 Gb / s的数据传输速率 4千兆位/秒，基于FPGA implementions根据 并行化水平（8至32位）。- The CRC error detection is a very common functio
CRC32_D82
- CRC 校验 // polynomial: (0 1 4 5 7 8 10 11 12 16 18 22 23 26 32) // data width: 8 // convention: the first serial bit is D[7]- // polynomial: (0 1 4 5 7 8 10 11 12 16 18 22 23 26 32) // data width: 8 // convention: the first serial bit i
循环冗余校验码
- Cyclic Redundancy checking (CRC)循环冗余校验，又称多项式码。 在循环冗余校验中，不是通过将各比特位相加来得到期望的校验，而是通过在数据单元末尾加一串冗余比特，称作循环冗余校验码或循环冗余校验余数，使得整个数据单元可以被另一个预定的二进制数所整除(Cyclic, Redundancy, checking (CRC) cyclic redundancy check, also called polynomial code.In the cyclic redundan
CRC
- MODBUS RTU协议的仪表通信时需要进行CRC校验，单片机可以用此程序生成CRC校验码，多项式是0xA001 所用单片机为STC15系列单片机，不过CRC生成过程很简单，通用的51单片机都可以生成(MODBUS RTU protocol instrument communication needs CRC verification, SCM can use this procedure to generate CRC checksum, the polynomial is 0xA001
CRC
- CRC32:polynomial: (0 1 2 4 5 7 8 10 11 12 16 22 23 26 32) * data width: 8 CRC16:polynomial: (0 1 2 4 5 7 8 10 11 12 16 22 23 26 32) * data width: 8