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This adds the best HD=4 CRC32 polynomial. The discovery is the result of research by Philip Koopman of Carnegie Mellon University, and is well documented at https://users.ece.cmu.edu/~koopman/crc/. The user is given the option of trading 1024B of RAM to improve the execution speed. The unit tests are parameterized with this KConfig option. Signed-off-by: JP Hutchins <jp@intercreate.io>pull/88230/head
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/*
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* Copyright (c) 2024 Intercreate, Inc. |
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* |
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* SPDX-License-Identifier: Apache-2.0 |
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*/ |
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#include <zephyr/sys/crc.h> |
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uint32_t crc32_k_4_2_update(uint32_t crc, const uint8_t *const data, const size_t len) |
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{ |
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#if defined(CONFIG_CRC32_K_4_2_TABLE_256) |
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/**
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* CRC table generated from polynomial 0x93a409eb CRC-32K/4.2 (*op) (Koopman) |
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* |
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* pycrc --width 32 --poly 0x93a409eb --reflect-in False --xor-in 0 --reflect-out False |
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* --xor-out 0 --generate table --table-idx-width 8 |
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*/ |
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static const uint32_t table[256] = { |
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0x00000000, 0x93a409eb, 0xb4ec1a3d, 0x274813d6, 0xfa7c3d91, 0x69d8347a, 0x4e9027ac, |
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0xdd342e47, 0x675c72c9, 0xf4f87b22, 0xd3b068f4, 0x4014611f, 0x9d204f58, 0x0e8446b3, |
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0x29cc5565, 0xba685c8e, 0xceb8e592, 0x5d1cec79, 0x7a54ffaf, 0xe9f0f644, 0x34c4d803, |
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0xa760d1e8, 0x8028c23e, 0x138ccbd5, 0xa9e4975b, 0x3a409eb0, 0x1d088d66, 0x8eac848d, |
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0x5398aaca, 0xc03ca321, 0xe774b0f7, 0x74d0b91c, 0x0ed5c2cf, 0x9d71cb24, 0xba39d8f2, |
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0x299dd119, 0xf4a9ff5e, 0x670df6b5, 0x4045e563, 0xd3e1ec88, 0x6989b006, 0xfa2db9ed, |
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0xdd65aa3b, 0x4ec1a3d0, 0x93f58d97, 0x0051847c, 0x271997aa, 0xb4bd9e41, 0xc06d275d, |
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0x53c92eb6, 0x74813d60, 0xe725348b, 0x3a111acc, 0xa9b51327, 0x8efd00f1, 0x1d59091a, |
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0xa7315594, 0x34955c7f, 0x13dd4fa9, 0x80794642, 0x5d4d6805, 0xcee961ee, 0xe9a17238, |
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0x7a057bd3, 0x1dab859e, 0x8e0f8c75, 0xa9479fa3, 0x3ae39648, 0xe7d7b80f, 0x7473b1e4, |
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0x533ba232, 0xc09fabd9, 0x7af7f757, 0xe953febc, 0xce1bed6a, 0x5dbfe481, 0x808bcac6, |
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0x132fc32d, 0x3467d0fb, 0xa7c3d910, 0xd313600c, 0x40b769e7, 0x67ff7a31, 0xf45b73da, |
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0x296f5d9d, 0xbacb5476, 0x9d8347a0, 0x0e274e4b, 0xb44f12c5, 0x27eb1b2e, 0x00a308f8, |
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0x93070113, 0x4e332f54, 0xdd9726bf, 0xfadf3569, 0x697b3c82, 0x137e4751, 0x80da4eba, |
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0xa7925d6c, 0x34365487, 0xe9027ac0, 0x7aa6732b, 0x5dee60fd, 0xce4a6916, 0x74223598, |
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0xe7863c73, 0xc0ce2fa5, 0x536a264e, 0x8e5e0809, 0x1dfa01e2, 0x3ab21234, 0xa9161bdf, |
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0xddc6a2c3, 0x4e62ab28, 0x692ab8fe, 0xfa8eb115, 0x27ba9f52, 0xb41e96b9, 0x9356856f, |
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0x00f28c84, 0xba9ad00a, 0x293ed9e1, 0x0e76ca37, 0x9dd2c3dc, 0x40e6ed9b, 0xd342e470, |
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0xf40af7a6, 0x67aefe4d, 0x3b570b3c, 0xa8f302d7, 0x8fbb1101, 0x1c1f18ea, 0xc12b36ad, |
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0x528f3f46, 0x75c72c90, 0xe663257b, 0x5c0b79f5, 0xcfaf701e, 0xe8e763c8, 0x7b436a23, |
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0xa6774464, 0x35d34d8f, 0x129b5e59, 0x813f57b2, 0xf5efeeae, 0x664be745, 0x4103f493, |
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0xd2a7fd78, 0x0f93d33f, 0x9c37dad4, 0xbb7fc902, 0x28dbc0e9, 0x92b39c67, 0x0117958c, |
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0x265f865a, 0xb5fb8fb1, 0x68cfa1f6, 0xfb6ba81d, 0xdc23bbcb, 0x4f87b220, 0x3582c9f3, |
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0xa626c018, 0x816ed3ce, 0x12cada25, 0xcffef462, 0x5c5afd89, 0x7b12ee5f, 0xe8b6e7b4, |
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0x52debb3a, 0xc17ab2d1, 0xe632a107, 0x7596a8ec, 0xa8a286ab, 0x3b068f40, 0x1c4e9c96, |
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0x8fea957d, 0xfb3a2c61, 0x689e258a, 0x4fd6365c, 0xdc723fb7, 0x014611f0, 0x92e2181b, |
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0xb5aa0bcd, 0x260e0226, 0x9c665ea8, 0x0fc25743, 0x288a4495, 0xbb2e4d7e, 0x661a6339, |
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0xf5be6ad2, 0xd2f67904, 0x415270ef, 0x26fc8ea2, 0xb5588749, 0x9210949f, 0x01b49d74, |
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0xdc80b333, 0x4f24bad8, 0x686ca90e, 0xfbc8a0e5, 0x41a0fc6b, 0xd204f580, 0xf54ce656, |
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0x66e8efbd, 0xbbdcc1fa, 0x2878c811, 0x0f30dbc7, 0x9c94d22c, 0xe8446b30, 0x7be062db, |
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0x5ca8710d, 0xcf0c78e6, 0x123856a1, 0x819c5f4a, 0xa6d44c9c, 0x35704577, 0x8f1819f9, |
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0x1cbc1012, 0x3bf403c4, 0xa8500a2f, 0x75642468, 0xe6c02d83, 0xc1883e55, 0x522c37be, |
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0x28294c6d, 0xbb8d4586, 0x9cc55650, 0x0f615fbb, 0xd25571fc, 0x41f17817, 0x66b96bc1, |
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0xf51d622a, 0x4f753ea4, 0xdcd1374f, 0xfb992499, 0x683d2d72, 0xb5090335, 0x26ad0ade, |
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0x01e51908, 0x924110e3, 0xe691a9ff, 0x7535a014, 0x527db3c2, 0xc1d9ba29, 0x1ced946e, |
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0x8f499d85, 0xa8018e53, 0x3ba587b8, 0x81cddb36, 0x1269d2dd, 0x3521c10b, 0xa685c8e0, |
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0x7bb1e6a7, 0xe815ef4c, 0xcf5dfc9a, 0x5cf9f571}; |
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for (size_t i = 0; i < len; i++) { |
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crc = (crc << 8) ^ table[((crc >> 24) ^ data[i]) & 0xff]; |
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} |
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#else |
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/**
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* CRC table generated from polynomial 0x93a409eb CRC-32K/4.2 (*op) (Koopman) |
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* |
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* pycrc --width 32 --poly 0x93a409eb --reflect-in False --xor-in 0 --reflect-out False |
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* --xor-out 0 --generate table --table-idx-width 4 |
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*/ |
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static const uint32_t table[16] = {0x00000000, 0x93a409eb, 0xb4ec1a3d, 0x274813d6, |
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0xfa7c3d91, 0x69d8347a, 0x4e9027ac, 0xdd342e47, |
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0x675c72c9, 0xf4f87b22, 0xd3b068f4, 0x4014611f, |
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0x9d204f58, 0x0e8446b3, 0x29cc5565, 0xba685c8e}; |
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for (size_t i = 0; i < len; i++) { |
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crc = (crc << 4) ^ table[((crc >> 28) ^ (data[i] >> 4)) & 0x0f]; |
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crc = (crc << 4) ^ table[((crc >> 28) ^ data[i]) & 0x0f]; |
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} |
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#endif |
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return crc; |
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} |
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