Embedded LC BPTC Progress
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bptc.py
42
bptc.py
@ -9,6 +9,7 @@
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from __future__ import print_function
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from bitarray import bitarray
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import hamming
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from time import time
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# Does anybody read this stuff? There's a PEP somewhere that says I should do this.
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__author__ = 'Cortney T. Buffington, N0MJS'
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@ -133,11 +134,6 @@ def encode_19696(_data):
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return _bdata
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#------------------------------------------------------------------------------
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# Used to execute the module directly to run built-in tests
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#------------------------------------------------------------------------------
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#------------------------------------------------------------------------------
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# BPTC Embedded LC Decoding Routines
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#------------------------------------------------------------------------------
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@ -147,10 +143,39 @@ def encode_19696(_data):
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# BPTC Embedded LC Encoding Routines
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#------------------------------------------------------------------------------
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# Accepts 12 byte LC header + 5-bit checksum, converts to binary and builts out the BPTC
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# encoded result with hamming(16,11,4) and parity.
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def encode_emblc(_lc, _csum5):
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# Create a bitarray from the 4 bytes of LC data (includes 5-bit checksum).
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_binlc = bitarray(endian='big')
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_binlc.frombytes(_lc)
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# Insert the checksum bits at the right location in the matrix (this is actually faster than with a for loop)
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_binlc.insert(32, _csum5[0])
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_binlc.insert(43,_csum5[1])
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_binlc.insert(54,_csum5[2])
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_binlc.insert(65,_csum5[3])
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_binlc.insert(76,_csum5[4])
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# Insert the hamming bits at the right location in the matrix
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for index in xrange(0,112,16):
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for hindex,hbit in zip(xrange(index+11,index+16), hamming.enc_16114(_binlc[index:index+11])):
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_binlc.insert(hindex,hbit)
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# TO DO NEXT:
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# ADD PARITY BIT CALUCATIONS AND INTERLEAVE, RETURN A TUPLE OR LIBRARY OR EACH SEGMENT OF THE LC
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#------------------------------------------------------------------------------
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# Used to execute the module directly to run built-in tests
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#------------------------------------------------------------------------------
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if __name__ == '__main__':
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from binascii import b2a_hex as h
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from time import time
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import crc
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def to_bytes(_bits):
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#add_bits = 8 - (len(_bits) % 8)
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@ -205,4 +230,9 @@ if __name__ == '__main__':
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print('ENCODED vs. DECODED:')
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print('enc:', enc_data)
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print('dec:', deint_data)
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print(enc_data == deint_data)
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print(enc_data == deint_data)
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orig_data = '\x00\x10\x20\x00\x0c\x30\x2f\x9b\xe5'
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orig_csum = crc.csum5(orig_data)
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emblc = encode_emblc(orig_data, orig_csum)
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2
crc.py
2
crc.py
@ -22,12 +22,14 @@ def csum5(_data):
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_data = bytearray(_data)
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accum = 0
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assert len(_data) == 9, 'csum5 expected 9 bytes of data and got something else'
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for i in xrange(9):
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accum += _data[i]
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accum = chr(accum % 31)
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csum = bitarray()
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csum.frombytes(accum)
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del csum[0:3]
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return csum
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@ -117,6 +117,7 @@ def dec_1393(_data):
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# ENCODER - returns a bitarray object containing the hamming checksums
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def enc_16114(_data):
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assert len(_data) == 11, 'Hamming Encoder 16,11,4: Data not 11 bits long {}'
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csum = bitarray(5)
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csum[0] = _data[0] ^ _data[1] ^ _data[2] ^ _data[3] ^ _data[5] ^ _data[7] ^ _data[8]
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csum[1] = _data[1] ^ _data[2] ^ _data[3] ^ _data[4] ^ _data[6] ^ _data[8] ^ _data[9]
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