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dbrochart |
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#### ####
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#### noiser.py ####
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#### ####
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#### This file is part of the turbo decoder IP core project ####
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#### http://www.opencores.org/projects/turbocodes/ ####
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#### ####
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#### Author(s): ####
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#### - David Brochart(dbrochart@opencores.org) ####
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#### ####
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#### All additional information is available in the README.txt ####
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#### file. ####
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#### ####
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######################################################################
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#### ####
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#### Copyright (C) 2005 Authors ####
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#### ####
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#### This source file may be used and distributed without ####
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#### restriction provided that this copyright statement is not ####
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#### removed from the file and that any derivative work contains ####
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#### the original copyright notice and the associated disclaimer. ####
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#### ####
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#### This source file is free software; you can redistribute it ####
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#### and/or modify it under the terms of the GNU Lesser General ####
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#### Public License as published by the Free Software Foundation; ####
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#### either version 2.1 of the License, or (at your option) any ####
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#### later version. ####
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#### ####
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#### This source is distributed in the hope that it will be ####
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#### useful, but WITHOUT ANY WARRANTY; without even the implied ####
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#### warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR ####
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#### PURPOSE. See the GNU Lesser General Public License for more ####
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#### details. ####
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#### ####
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#### You should have received a copy of the GNU Lesser General ####
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#### Public License along with this source; if not, download it ####
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#### from http://www.opencores.org/lgpl.shtml ####
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#### ####
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######################################################################
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from random import gauss
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from myhdl import Signal, posedge, negedge, always
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def noiser(clk, rst, a, b, y1, y2, y1Int, y2Int, aNoisy, bNoisy, y1Noisy, y2Noisy, y1IntNoisy, y2IntNoisy, n = 4 , mu = 2**(4 - 1), sigma = 2**(4 - 2) + 2**(4 - 3)):
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""" Signal noiser (Gauss distribution).
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n -- number of bits for the coding of the noisy signals (= for the sampling of the received data)
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mu -- mean value for the distribution
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sigma -- standard deviation for the distribution (0 means no noise)
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clk, rst -- in : clock and negative reset
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a, b, y1, y2, y1Int, y2Int -- in : original coder signals, coded with 1 bit
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aNoisy, bNoisy, y1Noisy, y2Noisy, y1IntNoisy, y2IntNoisy -- out : noisy signals, coded with n bits and delayed by 1 clock cycle
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"""
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#mu = 2**(n - 1) #8
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#sigma = 2**(n - 2) + 2**(n - 3) #6
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# cnt = Signal(int(0))
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@always(clk.posedge, rst.negedge)
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def noiserLogic():
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if rst.val == 0:
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aNoisy.next = 0
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bNoisy.next = 0
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y1Noisy.next = 0
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y2Noisy.next = 0
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# cnt.next = 0
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else:
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# if cnt.val < 10:
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# cnt.next = cnt.next + 1
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# aNoisy.next = ((a.val * 2) - 1) * 7
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# bNoisy.next = ((b.val * 2) - 1) * 7
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# y1Noisy.next = ((y1.val * 2) - 1) * 7
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# y2Noisy.next = ((y2.val * 2) - 1) * 7
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# y1IntNoisy.next = ((y1Int.val * 2) - 1) * 7
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# y2IntNoisy.next = ((y2Int.val * 2) - 1) * 7
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# else:
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# cnt.next = 0
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# aNoisy.next = 7
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# bNoisy.next = 7
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# y1Noisy.next = 7
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# y2Noisy.next = 7
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# y1IntNoisy.next = 7
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# y2IntNoisy.next = 7
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if a.val == 0:
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aNoisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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aNoisy.next = int(round(gauss(mu - 1, sigma)))
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if b.val == 0:
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bNoisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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bNoisy.next = int(round(gauss(mu - 1, sigma)))
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if y1.val == 0:
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y1Noisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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y1Noisy.next = int(round(gauss(mu - 1, sigma)))
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if y2.val == 0:
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y2Noisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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y2Noisy.next = int(round(gauss(mu - 1, sigma)))
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if y1Int.val == 0:
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y1IntNoisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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y1IntNoisy.next = int(round(gauss(mu - 1, sigma)))
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if y2Int.val == 0:
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y2IntNoisy.next = int(round(gauss(-mu + 1, sigma)))
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else:
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y2IntNoisy.next = int(round(gauss(mu - 1, sigma)))
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return noiserLogic
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