📄 extinf.py
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########################################################################## ######## extInf.py ######## ######## This file is part of the turbo decoder IP core project ######## http://www.opencores.org/projects/turbocodes/ ######## ######## Author(s): ######## - David Brochart(dbrochart@opencores.org) ######## ######## All additional information is available in the README.txt ######## file. ######## ############################################################################## ######## Copyright (C) 2005 Authors ######## ######## This source file may be used and distributed without ######## restriction provided that this copyright statement is not ######## removed from the file and that any derivative work contains ######## the original copyright notice and the associated disclaimer. ######## ######## This source file is free software; you can redistribute it ######## and/or modify it under the terms of the GNU Lesser General ######## Public License as published by the Free Software Foundation; ######## either version 2.1 of the License, or (at your option) any ######## later version. ######## ######## This source is distributed in the hope that it will be ######## useful, but WITHOUT ANY WARRANTY; without even the implied ######## warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR ######## PURPOSE. See the GNU Lesser General Public License for more ######## details. ######## ######## You should have received a copy of the GNU Lesser General ######## Public License along with this source; if not, download it ######## from http://www.opencores.org/lgpl.shtml ######## ##########################################################################from myhdl import Signal, intbvdef extInf(llr0, llr1, llr2, llr3, zin, a, b, zout, r = 5, n = 4, q = 8): """ Extrinsic information. r -- extrinsic information width n -- systematic data width q -- accumulated distance width llr0 -- in : LLR for (a, b) = (0, 0) llr1 -- in : LLR for (a, b) = (0, 1) llr2 -- in : LLR for (a, b) = (1, 0) llr3 -- in : LLR for (a, b) = (1, 1) zin -- in : extrinsic information input signal a, b -- in : decoder systematic input signals zout -- out : extrinsic information output signal """ a_plus_b = intbv(0, -(2**(n-1)), 2**(n-1)) a_min_b = intbv(0, -(2**(n-1)), 2**(n-1)) tmp = [intbv(0, -(2**(n-1)) - (2**r), 2**q + 2**(n-1)) for i in range(7)] tmp2 = [intbv(0, 0, 2**q + 2**(n-1) + (2**(n-1)) + (2**r)) for i in range(4)] while 1: a_plus_b = (a.val + b.val) / 2 a_min_b = (a.val - b.val) / 2 tmp[0] = llr0.val - a_plus_b - zin[0].val tmp[1] = llr1.val - a_min_b - zin[1].val tmp[2] = llr2.val + a_min_b - zin[2].val tmp[3] = llr3.val + a_plus_b - zin[3].val if tmp[0] < tmp[1]: tmp[4] = tmp[0] else: tmp[4] = tmp[1] if tmp[2] < tmp[3]: tmp[5] = tmp[2] else: tmp[5] = tmp[3] if tmp[4] < tmp[5]: tmp[6] = tmp[4] else: tmp[6] = tmp[5] tmp2[0] = intbv(tmp[0] - tmp[6]) tmp2[1] = intbv(tmp[1] - tmp[6]) tmp2[2] = intbv(tmp[2] - tmp[6]) tmp2[3] = intbv(tmp[3] - tmp[6]) if tmp2[0] >= 2**r: zout[0].next = 2**r - 1 else: zout[0].next = tmp2[0] if tmp2[1] >= 2**r: zout[1].next = 2**r - 1 else: zout[1].next = tmp2[1] if tmp2[2] >= 2**r: zout[2].next = 2**r - 1 else: zout[2].next = tmp2[2] if tmp2[3] >= 2**r: zout[3].next = 2**r - 1 else: zout[3].next = tmp2[3] yield llr0, llr1, llr2, llr3, zin[0], zin[1], zin[2], zin[3], a, b
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