How can I calculate Longitudinal Redundancy Check (LRC)?

问题

I've tried the example from wikipedia: http://en.wikipedia.org/wiki/Longitudinal_redundancy_check

This is the code for lrc (C#):

/// <summary>
/// Longitudinal Redundancy Check (LRC) calculator for a byte array. 
/// ex) DATA (hex 6 bytes): 02 30 30 31 23 03
///     LRC  (hex 1 byte ): EC    
/// </summary> 
public static byte calculateLRC(byte[] bytes)
{
    byte LRC = 0x00;
    for (int i = 0; i < bytes.Length; i++)
    {
        LRC = (LRC + bytes[i]) & 0xFF; 
    }
    return ((LRC ^ 0xFF) + 1) & 0xFF;
}

It said the result is "EC" but I get "71", what I'm doing wrong?

Thanks.

回答1:

Here's a cleaned up version that doesn't do all those useless operations (instead of discarding the high bits every time, they're discarded all at once in the end), and it gives the result you observed. This is the version that uses addition, but that has a negation at the end - might as well subtract and skip the negation. That's a valid transformation even in the case of overflow.

public static byte calculateLRC(byte[] bytes)
{
    int LRC = 0;
    for (int i = 0; i < bytes.Length; i++)
    {
        LRC -= bytes[i];
    }
    return (byte)LRC;
}

Here's the alternative LRC (a simple xor of bytes)

public static byte calculateLRC(byte[] bytes)
{
    byte LRC = 0;
    for (int i = 0; i < bytes.Length; i++)
    {
        LRC ^= bytes[i];
    }
    return LRC;
}

And Wikipedia is simply wrong in this case, both in the code (doesn't compile) and in the expected result.

回答2:

Guess this one looks cooler ;)

public static byte calculateLRC(byte[] bytes)
{
    return bytes.Aggregate<byte, byte>(0, (x, y) => (byte) (x^ y));
}

回答3:

If someone wants to get the LRC char from a string:

    public static char CalculateLRC(string toEncode)
    {
        byte[] bytes = Encoding.ASCII.GetBytes(toEncode);
        byte LRC = 0;
        for (int i = 0; i < bytes.Length; i++)
        {
            LRC ^= bytes[i];
        }
        return Convert.ToChar(LRC);
    }

回答4:

The corrected Wikipedia version is as follows:

private byte calculateLRC(byte[] b)
    {
        byte lrc = 0x00;
        for (int i = 0; i < b.Length; i++)
        {
            lrc = (byte)((lrc + b[i]) & 0xFF);
        }
        lrc = (byte)(((lrc ^ 0xff) + 2) & 0xFF);
        return lrc;
    }

回答5:

I created this for Arduino to understand the algorithm (of course it's not written in the most efficient way)

String calculateModbusAsciiLRC(String input)
{
  //Refer this document http://www.simplymodbus.ca/ASCII.htm

  if((input.length()%2)!=0) { return "ERROR COMMAND SHOULD HAVE EVEN NUMBER OF CHARACTERS"; } 
 // Make sure to omit the semicolon in input string and input String has even number of characters

   byte byteArray[input.length()+1];
   input.getBytes(byteArray, sizeof(byteArray));
    byte LRC = 0;
    for (int i = 0; i <sizeof(byteArray)/2; i++)
    {
      // Gettting the sum of all registers
     uint x=0;
     if(47<byteArray[i*2] && byteArray[i*2] <58) {x=byteArray[i*2] -48;}
     else { x=byteArray[i*2] -55;     }
       uint y=0;
     if(47<byteArray[i*2+1] && byteArray[i*2+1] <58) {y=byteArray[i*2+1] -48;}
     else { y=byteArray[i*2+1] -55;     }
     LRC  += x*16 + y;
    }   
    LRC = ~LRC + 1;   // Getting twos Complement
    String checkSum = String(LRC, HEX);
    checkSum.toUpperCase(); // Converting to upper case eg: bc to BC - Optional somedevices are case insensitve 
    return checkSum;
}

回答6:

I realize that this question pretty old, but I had trouble figuring out how to do this. It's working now, so I figured I should paste the code. In my case, the checksum needs to return as an ASCII string.

public function getLrc($string)
{
    $LRC = 0;
    // Get hex checksum.
    foreach (str_split($string, 1) as $char) {
        $LRC ^= ord($char);
    }
    $hex = dechex($LRC);
    // convert hex to string
    $str = '';
    for($i=0;$i<strlen($hex);$i+=2) $str .= chr(hexdec(substr($hex,$i,2)));
    return $str;
}

来源：https://stackoverflow.com/questions/12799122/how-can-i-calculate-longitudinal-redundancy-check-lrc

标签

checksum

parity