本文主要是介绍【信号处理】Python实现2PSK、QPSK、8PSK、N-QAM的调制和解调，对大家解决编程问题具有一定的参考价值，需要的程序猿们随着小编来一起学习吧！

目录

• 1 引言
• 2 实现
• • 2.1 调制
  • 2.2 解调
• 3 完整编码和解码的例子

1 引言

本文不涉及原理讲解，只提供实现方法。需要借助Commpy开源包去实现通信中的各种处理。
安装方法，源码下载地址Commpy源码下载

方法一
pip install scikit-commpy
方法二
git clone https://github.com/veeresht/CommPy.git
cd CommPy
python setup.py install

2 实现

2.1 调制

import commpy as cpy
bits = np.random.binomial(n=1,p=0.5,size=(128))
Modulation_type ="BPSK"
if Modulation_type=="BPSK":
	bpsk = cpy.PSKModem(2)
  symbol = bpsk.modulate(bits)
  return symbol
elif Modulation_type=="QPSK":
	qpsk = cpy.PSKModem(4)
  symbol = qpsk.modulate(bits)
  return symbol
elif Modulation_type=="8PSK":
	psk8 = cpy.PSKModem(8)
  symbol = psk8.modulate(bits)
  return symbol
elif Modulation_type=="8QAM":
	qam8 = cpy.QAMModem(8)
  symbol = qam8.modulate(bits)
  return symbol
elif Modulation_type=="16QAM":
	qam16 = cpy.QAMModem(16)
  symbol = qam16.modulate(bits)
  return symbol
elif Modulation_type=="64QAM":
	qam64 = cpy.QAMModem(64)
  symbol = qam64.modulate(bits)
  return symbol

2.2 解调

# 和调制一样，需要先定义调制方法的类，再去调用解调的函数。
import commpy as cpy
bits = np.random.binomial(n=1,p=0.5,size=(128))
# Modem : QPSK
modem = mod.QAMModem(4)
signal = modem.modulate(bits)
modem.demodulate(signal, 'hard')

3 完整编码和解码的例子

来源Commpy 例子

# Authors: CommPy contributors
# License: BSD 3-Clause

from __future__ import division, print_function  # Python 2 compatibility

import math

import matplotlib.pyplot as plt
import numpy as np

import commpy.channelcoding.convcode as cc
import commpy.channels as chan
import commpy.links as lk
import commpy.modulation as mod
import commpy.utilities as util

# =============================================================================
# Convolutional Code 1: G(D) = [1+D^2, 1+D+D^2]
# Standard code with rate 1/2
# =============================================================================

# Number of delay elements in the convolutional encoder
memory = np.array(2, ndmin=1)

# Generator matrix
g_matrix = np.array((0o5, 0o7), ndmin=2)

# Create trellis data structure
trellis1 = cc.Trellis(memory, g_matrix)

# =============================================================================
# Convolutional Code 1: G(D) = [1+D^2, 1+D^2+D^3]
# Standard code with rate 1/2
# =============================================================================

# Number of delay elements in the convolutional encoder
memory = np.array(3, ndmin=1)

# Generator matrix (1+D^2+D^3 <-> 13 or 0o15)
g_matrix = np.array((0o5, 0o15), ndmin=2)

# Create trellis data structure
trellis2 = cc.Trellis(memory, g_matrix)

# =============================================================================
# Convolutional Code 2: G(D) = [[1, 0, 0], [0, 1, 1+D]]; F(D) = [[D, D], [1+D, 1]]
# RSC with rate 2/3
# =============================================================================

# Number of delay elements in the convolutional encoder
memory = np.array((1, 1))

# Generator matrix & feedback matrix
g_matrix = np.array(((1, 0, 0), (0, 1, 3)))
feedback = np.array(((2, 2), (3, 1)))

# Create trellis data structure
trellis3 = cc.Trellis(memory, g_matrix, feedback, 'rsc')

# =============================================================================
# Basic example using homemade counting and hard decoding
# =============================================================================

# Traceback depth of the decoder
tb_depth = None  # Default value is 5 times the number or memories

for trellis in (trellis1, trellis2, trellis3):
    for i in range(10):
        # Generate random message bits to be encoded
        message_bits = np.random.randint(0, 2, 1000)

        # Encode message bits
        coded_bits = cc.conv_encode(message_bits, trellis)

        # Introduce bit errors (channel)
        coded_bits[np.random.randint(0, 1000)] = 0
        coded_bits[np.random.randint(0, 1000)] = 0
        coded_bits[np.random.randint(0, 1000)] = 1
        coded_bits[np.random.randint(0, 1000)] = 1

        # Decode the received bits
        decoded_bits = cc.viterbi_decode(coded_bits.astype(float), trellis, tb_depth)

        num_bit_errors = util.hamming_dist(message_bits, decoded_bits[:len(message_bits)])

        if num_bit_errors != 0:
            print(num_bit_errors, "Bit Errors found!")
        elif i == 9:
            print("No Bit Errors :)")

# ==================================================================================================
# Complete example using Commpy features and compare hard and soft demodulation. Example with code 1
# ==================================================================================================

# Modem : QPSK
modem = mod.QAMModem(4)

# AWGN channel
channels = chan.SISOFlatChannel(None, (1 + 0j, 0j))

# SNR range to test
SNRs = np.arange(0, 6) + 10 * math.log10(modem.num_bits_symbol)


# Modulation function
def modulate(bits):
    return modem.modulate(cc.conv_encode(bits, trellis1, 'cont'))


# Receiver function (no process required as there are no fading)
def receiver_hard(y, h, constellation, noise_var):
    return modem.demodulate(y, 'hard')


# Receiver function (no process required as there are no fading)
def receiver_soft(y, h, constellation, noise_var):
    return modem.demodulate(y, 'soft', noise_var)


# Decoder function
def decoder_hard(msg):
    return cc.viterbi_decode(msg, trellis1)


# Decoder function
def decoder_soft(msg):
    return cc.viterbi_decode(msg, trellis1, decoding_type='soft')


# Build model from parameters
code_rate = trellis1.k / trellis1.n
model_hard = lk.LinkModel(modulate, channels, receiver_hard,
                          modem.num_bits_symbol, modem.constellation, modem.Es,
                          decoder_hard, code_rate)
model_soft = lk.LinkModel(modulate, channels, receiver_soft,
                          modem.num_bits_symbol, modem.constellation, modem.Es,
                          decoder_soft, code_rate)

# Test
BERs_hard = model_hard.link_performance(SNRs, 10000, 600, 5000, code_rate)
BERs_soft = model_soft.link_performance(SNRs, 10000, 600, 5000, code_rate)
plt.semilogy(SNRs, BERs_hard, 'o-', SNRs, BERs_soft, 'o-')
plt.grid()
plt.xlabel('Signal to Noise Ration (dB)')
plt.ylabel('Bit Error Rate')
plt.legend(('Hard demodulation', 'Soft demodulation'))
plt.show()

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