crc_calc | A calculator for the UK Carbon Reduction Commitment | Development Tools library
kandi X-RAY | crc_calc Summary
kandi X-RAY | crc_calc Summary
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crc_calc Examples and Code Snippets
Community Discussions
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QUESTION
I'm trying to implement a CRC algorithm as defined in some video interface standards:
The raw data is 10 bit words that are squashed into 8 bit bytes which I have no issues extracting and working with in numpy.
the CRC has polynomial:
...ANSWER
Answered 2021-Jan-28 at 08:44The CRC calculation must be done reflected. (Clue in note on Table 9: "NOTE – CRC0 is the MSB of error detection codes.")
This C routine checks the CRCs in your example correctly:
QUESTION
I am working on calculating a CRC16-CCITT/KERMIT so that I can check data integrity on transmissions of 64-byte data packets between a C# Winforms Application and a microcontroller (PSoC5LP/Arm Cortex-M3). I'm close, but just not quite getting the CRC calculation to line up between the two and having a tough time figuring out why. The example data packet I am calculating the CRC for is:
02 03 01 02 03 04 05 07 08 09 0A 0B 00 00 06 0E 0C 0D 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00 00
The CRC for this packet comes out to 0x4D8C in both my Winforms application as well as for this online CRC calculator
Since these line up, I'm assuming the calculation in the C# calculation is legit. Regardless, here's the code. Pulled from this page with the only change being the I hardcoded the polynomial (0x8408):
...ANSWER
Answered 2019-Sep-11 at 17:14Of course I get it less than 10 minutes after posting the question (isn't that always how it goes?)
The C code I thought was for CRC-16/KERMIT looks to actually be CRC-16/X-25. I think I got confused because the question I took the code from the answer of was asking about KERMIT, but the answer says it's X-25.
Removing the bitwise invert of crc at the start of the function:
QUESTION
I've iterated of lots of articles - for some reason I couldn't find any which describes what must be a simple procedure: How to combine a calculated CRC with the original message, so that calculating CRC again results in 0 (=checks out as correct)? I did find several examples with 'longhand' calculations (only 2 or 3 bit CRCs), but no example which uses a library function such as [crcmod][1]
(Python library).
Here's a simple program I wrote to check it out:
...ANSWER
Answered 2018-Jul-06 at 07:28crc_calc.update(new_msg)
adds the entire content of new_msg
to the CRC. Since crc_calc
already holds the result of 313233343536373839
, you are effectively calculating the CRC of 31323334353637383931323334353637383931c3
and this is indeed 00ef
.
To add only the two bytes to the calculation, use
QUESTION
I'm trying to understand (and subsequently implement) the crc16 verification employed by the clean flight quadrocopter firmware for the srxl package verification.
SRXL is a simple Serial Protocol for transmitting servo values via a single serial line.
the package structure is like this:
the crc16 is verified by the following function:
...ANSWER
Answered 2017-Jan-24 at 18:06If a CRC is stored properly at the end of a message, it has the property that the CRC of the message and the concatenated CRC is a constant, assuming no errors. Depending on the definition of the CRC, that constant can be zero.
The reason is that a CRC is essentially the remainder of a polynomial division of the message times xn, where n is the CRC length in bits. So when you add the CRC to the message, you are replacing those last n zeros with the remainder, resulting in the division of the whole thing having no remainder. (Note that the negative of a binary polynomial is that polynomial, since the exclusive-or of something with itself is zero.)
Yes, if you like you can instead compute the CRC on just the message, and then compare the result to the CRC appended to the message.
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