算法CRC-12 [英] Algorithm CRC-12

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本文介绍了算法CRC-12的处理方法,对大家解决问题具有一定的参考价值,需要的朋友们下面随着小编来一起学习吧!

问题描述

我正在尝试为12位CRC和算法创建crc_table,但始终会得到错误的结果。

I am trying to do crc_table for 12-bit CRC and the algorithm, but always I got wrong results.

您能帮我吗?要创建crc表,我尝试:

Can you help me? To create crc table I try:

void crcInit(void)
{
    unsigned short  remainder;
    int    dividend;
    unsigned char  bit;

    for (dividend = 0; dividend < 256; ++dividend)
    {
        remainder = dividend << 4;

        for (bit = 8; bit > 0; --bit)
        {
            if (remainder & 0x800)
            {
                remainder = (remainder << 1) ^ 0x180D; //Polynomio of CRC-12
            }
            else
            {
                remainder = (remainder << 1);
            }
        }
       crcTable[dividend] = remainder;
    }

}

我对此进行了更新,CRC算法是:

I updated that and CRC algorithm is:

unsigned short crcFast(unsigned char const message[], int nBytes)
{
    unsigned short remainder = 0x0000;
    unsigned char  data;
    int  byte;


    /*
     * Divide the message by the polynomial, a byte at a time.
     */
    for (byte = 0; byte < nBytes; ++byte)
    {
        data = message[byte] ^ (remainder >> 4);
    remainder = crcTable[data] ^ (remainder << 8);
    }

    /*
     * The final remainder is the CRC.
     */
    return (remainder ^ 0);

}

但是它不起作用.....

But It isn't working.....

推荐答案

这似乎不正确:

if (remainder & 10000000)

您似乎打算将此数字用作是二进制,但实际上是十进制。您应该使用十六进制字面量(0x80)。

It looks like you are intending this number to be binary, but it is actually decimal. You should use a hex literal instead (0x80).

此数字以及您执行的移位大小似乎也存在问题:此测试应检查如果余数的高位被设置。由于您要执行12位CRC,因此掩码应为0x800(二进制100000000000)。高于此的偏移应该是:

There also seem to be problems with this number, and with the size of the shift you do: This test should check if the high-order bit of the remainder is set. Since you are doing a 12-bit CRC, the mask should be 0x800 (binary 100000000000). And the shift above that should probably be:

remainder = dividend << 4;

设置其余部分的最左8位。

to set the leftmost 8 bits of the remainder.

这篇关于算法CRC-12的文章就介绍到这了,希望我们推荐的答案对大家有所帮助,也希望大家多多支持IT屋!

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