Corrections of CRC-32 algorithm for 32 bit systems. Mentioning of start value.
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#define Cdrskin_timestamP "2012.04.13.202654"
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#define Cdrskin_timestamP "2012.05.08.080449"
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@ -130,6 +130,16 @@
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And this is what function crc_ccitt() does, modulo swapping the exor
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operants and the final bit inversion which is prescribed by ECMA-130
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and MMC-3 Annex J.
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The start value of the table driven byte shifting algorithm may be
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different from the start value of an equivalent bit shifting algorithm.
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This is because the final flushing by zero bits is already pre-computed
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in the table. So the start value of the table driven algorithm must be
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the CRC of the 0-polynomial under the start value of the bit shifting
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algorithm.
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This fact is not of much importance here, because the start value of
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the bit shifter is 0x0000 which leads to CRC 0x0000 and thus to start
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value 0x0000 with the table driven byte shifter.
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*/
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@ -312,7 +322,7 @@ unsigned int rfl32(unsigned int acc)
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*/
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static unsigned int crc_18001801b(unsigned char *data, int count, int flag)
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{
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unsigned long int acc = 0, top;
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unsigned int acc = 0, top;
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long int i;
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unsigned int inv_acc;
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@ -328,11 +338,11 @@ static unsigned int crc_18001801b(unsigned char *data, int count, int flag)
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acc |= ((data[i / 8] >> (i % 8)) & 1);
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}
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if (top)
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acc ^= 0x18001801b;
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acc ^= 0x8001801b;
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}
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if (flag & 1)
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return (unsigned int) acc;
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return (unsigned int) (acc & 0xffffffff);
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/* The bits of the whole 32 bit result are mirrored for ECMA-130
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output compliance and for sector.c habit to store CRC little endian
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@ -387,6 +397,9 @@ static unsigned int crc_18001801b(unsigned char *data, int count, int flag)
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rfl8() can be implemented as lookup table.
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The start value of the bit shifting iteration is 0x00000000, which leads
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to the same start value for the table driven byte shifting.
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The following function crc32_by_tab() yields the same results as functions
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crc_18001801b() and crc_32():
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