搜索资源列表
MSP430_CRC
- 用MSP430实现CRC的方法 Cyclic Redundancy Code (CRC) -Cyclic Redundancy Code (CRC) is commonly used to determine the correctness of a data transmission or storage. This application note presents a solution to compute 16-bit and 32-bit CRCs on the ultr
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
CRC32
- 该程序源码包括了生成CRC32特征字表格的程序代码和CRC32校验程序代码。主要用于MODUBS、TCP/IP或其它通讯协议中数据的循环冗余校验。程序通过工程验证。-The program source code includes the features of word forms generated CRC32 and CRC32 checksum program code program code. Mainly used for MODUBS, TCP/IP or other commu
fengjihua
- 一个完整无误的CRC-16循环冗余校验MCS－51汇编源代码 网上提供的CRC-16循环冗余校验很多，但几乎没有一个完全正确的，参考网上的做了一些修改便通过了，供大家参考 -A complete and error-CRC-16 Cyclic Redundancy Check MCS-51 assembly source code available online for CRC-16 cyclic redundancy check a lot, but almost no one com
CRC_Test_Code
- 循环冗余校验码的测试和检验结果程序，包含了CRC的C语言实现代码-Cyclic redundancy check code and the test results of test procedures, including the CRC of the C language code
DS18B20_asm
- DS18B20汇编程序,12864液晶显示,带上位机通信,循环冗余码检测(CRC检测)-DS18B20 assembler, 12864 liquid crystal display, belt-bit machine communication, detection cyclic redundancy code (CRC detection), etc.
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
crcfunction
- CRC循环校验的具体算法，C语言代码，很不错-CRC cyclic check the specific algorithm, C language code, very good
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
fphuy
- This is the second energy entropy matlab code, Analysis of the signal time domain, frequency domain, cepstrum, cyclic spectrum, etc. The final weight matrix is ??the filter coefficient.