{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Цифровая обработка сигналов - Лекция 2\n", "# Тема: Преобразование Фурье: Амлитудный и фазовый спектр\n", "\n", "## Введение\n", "\n", "Перед вами обучающий материал по основам **цифровой обработки сигналов** с использованием средств языка программирования Python. Предполагается, что читатель имеет базовые знания из области высшей математики, а также владеет языком Python и хотя бы поверхностно знает различные python-библиотеки - numpy/scipy, matplotlib и другие. \n", "\n", "Для пользователей MATLAB / GNU Octave освоение материала с точки зрения программного кода не составит труда, поскольку основные функции и их атрибуты во многом идентичны и схожи с методами из python-библиотек.\n", "\n", "## Спектр сигнала\n", "\n", "Из предыдущей части вы узнали, что *сигнал* - это физический процесс во времени, параметры которого изменяются в соответствии с передаваемым сообщением. Мы научились представлять дискретные (цифровые) сигналы во времени. В этом разделе будет показан переход между временной и частотной областями для дискретных сигналов.\n", "\n", "### Прямое преобразование Фурье\n", "\n", "Чтобы преобразовать сигнал из временной области в частотную и обратно необходимо выполнить операцию под названием дискретное **преобразование Фурье**.\n", "\n", "Запишем формулу прямого преобразования Фурье для дискретной последовательности x(nT). Прямым дискретным преобразованием Фурье (ДПФ) называется преобразование последовательности `x(n), n = 0, ... , N–1` в последовательность `X(k), k = 0, ..., N–1` по следующей формуле:\n", "\n", "$$ X(k) = \\sum_{n=0}^{N-1}x(nT)\\cdot e^{(-2\\pi j\\cdot nk/N)} = \\sum_{n=0}^{N-1}x(nT)\\cdot W^{-nk} \\tag{2.1}$$ \n", "\n", "где $k = 0, ..., N-1$.\n", "\n", "- $N$ – количество компонент разложения, число измеренных за период значений сигнала;\n", "- $n$ – номер отсчета дискретизированного сигнала, n = 0,1, ... , N–1;\t\n", "- $k$ – номер гармоники компонента преобразования, а T — период времени, в течение которого брались входные данные; \n", "- $W = e^{-2\\pi j / N}$ – поворотный множитель.\n", "\n", "В этой формуле $X(kT) = X(e^{j\\omega T})$ является спектральной плотностью (спектром) дискретной последовательности. Выражение для спектра дискретной последовательности можно найти, заменив в её Z-форме переменную $z = e^{j\\omega T}$ \n", "\n", "Для аналоговых сигналов выражение суммы превращается в интеграл.\n", "\n", "Используя **формулу Эйлера**\n", "\n", "$$ e^{j\\omega T} = cos(\\omega T) + j\\cdot sin(\\omega T) \\tag{2.2}$$\n", "\n", "можно определить *вещественную* и *мнимую* составляющие, а также **модуль** и **аргумент** спектральной плотности, которые связаны с вещественной и мнимой частями спектра через формулы теории функции комплексного переменного. \n", "\n", "Модуль: \n", "\n", "$$ |X(kT)| = \\sqrt{Re(X)^2 + Im(X)^2} \\tag{2.3}$$ \n", "\n", "Фаза: \n", "\n", "$$ arg(X(kT)) = \\arctan{\\frac{Im(X)}{Re(X)}} \\tag{2.4}$$ \n", "\n", "Таким образом, ДПФ для $N$ входных отсчетов сигнала ставит в соответствие N спектральных отсчётов. Из формулы ДПФ для вычисления одного спектрального отсчета требуется N операций комплексного умножения и сложения. Поскольку таких операций $N$, то общая вычислительная сложность ДПФ равна $N^2$\n", "\n", "### Обратное преобразование Фурье\n", "\n", "**Обратное дискретное преобразование Фурье** (ОДПФ) есть перевод последовательности `X(k), k = 0, ..., N–1` в последовательность `x(n), n = 0, ... , N–1` по формуле:\n", "\n", "$$ x(nT) = \\frac{1}{N}\\sum_{n=0}^{N-1}X(k)\\cdot e^{(2\\pi j\\cdot nk/N)} = \\frac{1}{N}\\sum_{n=0}^{N-1}X(k)\\cdot W^{nk} \\tag{2.5}$$ \n", "\n", "где `x(n)` – измеренная последовательность в дискретных временных точках, значения которой являются исходными данными для прямого преобразования и выходными для обратного\n", "`X(k)` – N–последовательность комплексных амплитуд синусоидальных сигналов, образующих исходный сигнал `x(n)`; значения последовательности являются выходными данными для *прямого* преобразования и входными для *обратного*\n", "\n", "Поскольку амплитуды спектральных отсчетов - комплексные величины, то по ним можно вычислить одновременно и амплитуду, и фазу сигнала.\n", "\n", "____\n", "\n", "Как следует из теоремы **Найквиста-Котельникова**, ДПФ точно соответствует непрерывному преобразованию Фурье, если преобразуемая функция есть функция с ограниченным спектром, при этом частота дискретизации **Fд** должна быть не меньше удвоенной максимальной частоты спектра **Fв**. Следует отметить, что для ДПФ справедливы правила и свойства, которые были рассмотрены для Z-преобразования. Матрицей $ k * n $ элементов можно определить ДПФ. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "____\n", "\n", "### Особенности спектров дискретных сигналов. \n", "1. Спектральная плотность дискретного сигнала – периодическая функция с периодом, равным частоте дискретизации.\n", "\n", "2. Если дискретная последовательность **вещественная**, то модуль спектральной плотности такой последовательности есть **четная** функция, а аргумент – **нечетная** функция частоты. \n", "\n", "3. При сдвиге спектра $X(e^{j\\omega T})$ последовательности $x(nT)$ по оси частот вправо на величину $\\psi$ получим спектр $Y(e^{j\\omega T}) = Y(e^{j(\\omega-\\psi) T})$ Такому спектру соответствует комплексная последовательность:\n", "\n", "$$ y(nT) = e^{j\\psi nT} \\cdot x(nT) = \\cos{(\\psi nT)} \\cdot x(nT) + j \\sin{(\\psi nT)} \\cdot x(nT) \\tag{2.6}$$\n", "\n", "Сдвиг спектра $X(e^{j\\omega T})$ последовательности $x(nT)$ по оси частот влево на величину $\\psi$ происходит путем умножения последовательности $x(nT)$ на комплексную экспоненту $e^{j\\psi nT}$\n", "\n", "4. При сдвиге дискретного сигнала $x(nT)$ **вправо** по временной оси на m тактов (реализация задержки) получаем сигнал $x(n) = x(nT - mT)$, Z-преобразование и спектральная плотность которого имеют вид:\n", "\n", "$$ Z[y(nT)] = Z[x(nT-mT)] = X(z)\\cdot z^{-m} \\tag{2.7}$$\n", "\n", "$$ Y(\\omega) = e^{-j\\omega mT} \\cdot X(e^{j\\omega T}) \\tag{2.8}$$" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "from scipy.fftpack import fft, ifft, fftshift\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Пример. Найдите модуль и аргумент спектральной плотности для следующей последовательности `x(nT) = {1, 2, 0, 1}`.\n", "\n", "В библиотеке scipy есть пакет **fftpack**, который содержит основные функции для вычисления ДПФ (в частности БПФ)." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# signal\n", "x = np.array([-1, 2, 0, 1, 3, 3, 2, 0])\n", "\n", "# Z-form:\n", "# X(z) = 1 + 2z^(-1)+z^(-3), where z = exp(-jwT)\n", "\n", "# Forward FFT\n", "N = 512\n", "\n", "xFFT = fftshift(fft(x, N))\n", "# Magnitude spectrum\n", "xA = np.abs(xFFT)\n", "# Phase spectrum\n", "xF = np.angle(xFFT)\n", "\n", "# Complex\n", "xReal = np.real(xFFT)\n", "xImag = np.imag(xFFT)\n", "\n", "# List of signals\n", "xT = [x, xA, xF, np.array([xReal, xImag]).T]\n", "lst_title = ['Signal', 'Spectrum', 'Phase', 'Real / Imag']\n", "\n", "# Plot results\n", "fig = plt.figure(figsize=(12, 6), dpi=80)\n", "for i, sig in enumerate(xT):\n", " plt.subplot(2, 2, i+1)\n", " plt.ylabel('Level')\n", " plt.title(lst_title[i])\n", " if i == 0:\n", " plt.stem(sig, use_line_collection=True, basefmt='C0')\n", " plt.xlabel('Time samples')\n", " plt.xlim([-0.25, len(x)-0.75])\n", " else:\n", " plt.plot(sig)\n", " plt.xlabel('Freq samples')\n", " plt.xlim([0, N-1])\n", " plt.grid()\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Свойства дискретного преобразования Фурье\n", "\n", "1. **Линейность**: сумма спектров сигналов равна спектру суммы сигналов. \n", "\n", "Это свойство говорит о том, что спектр суммы независимых дискретных сигналов равен сумме спектров этих сигналов, а при умножении дискретного сигнала на константу, его спектр также умножается на эту константу.\n", "\n", "2. **Сдвиг по отсчетам** (по времени)\n", "\n", "Циклический сдвиг сигнала на m отсчётов приводит к повороту фазового спектра, а амплитудный спектр при этом не изменяется. \n", "\n", "$$ X'(k) = X(k) \\cdot e^{- \\frac{2\\pi j}{N} k m} \\tag{2.9}$$\n", "\n", "3. **ДПФ от чётных и нечётных функций** \n", "\n", "ДПФ четной функции вырождается в косинусное преобразование Фурье \n", "\n", "$$ X(k) = \\sum_{n=0}^{N-1}x(n)\\cdot \\cos{(2\\pi nk/N)} \\tag{2.10}$$\n", "\n", "ДПФ нечетной функции вырождается в синусное преобразование Фурье \n", "\n", "$$ X(k) = \\sum_{n=0}^{N-1}x(n)\\cdot \\sin{(2\\pi nk/N)} \\tag{2.11}$$\n", "\n", "где $k = 0, ..., N-1$.\n", "\n", "4. **ДПФ циклической свёртки сигналов** \n", "\n", "Для сигнала $x(n)$, который является результатом циклической свертки двух сигналов $a(b)$ и $b(n)$: \n", "\n", "$$ x(n) = \\sum_{m=0}^{N-1}a(n)\\cdot b(n-m) \\tag{2.12}$$\n", "\n", "N-точечное ДПФ последовательности равно: \n", "\n", "$$ X(k) = A(k) \\cdot B(k) \\tag{2.13}$$\n", "\n", "где $A(k), B(k)$ - спектры сигналов. \n", "\n", "Таким образом, спектр циклической свертки двух сигналов равен произведению спектров этих сигналов. Это свойство позволяет использовать быстрые алгоритмы ДПФ для вычисления свертки.\n", "\n", "5. **ДПФ произведения сигналов** \n", "\n", "Для сигнала $x(n)$, который является результатом произведения двух сигналов $a(b)$ и $b(n)$ спектр равен:\n", "\n", "$$ X(k) = \\frac{1}{N} \\sum_{m=0}^{N-1}A(m)\\cdot B(k-m) \\tag{2.14}$$\n", "\n", "Спектр произведения двух сигналов представляет собой циклическую свертку спектров этих сигналов.\n", "\n", "6. **Сдвиг по частоте** \n", "\n", "Аналогично второму свойству (временной сдвиг), если имеется сдвинутый по частоте на m спектр $X(k–m)$, то после ОДПФ последовательность $x(n)$ принимает следующий вид: \n", "\n", "$$ x'(n) = x(n)\\cdot e^{\\frac{2\\pi j}{N} k m} \\tag{2.15}$$ \n", "\n", "Отсюда следует, что сдвиг спектра осуществляется умножением сигнала на комплексную экспоненту. Это свойсто используется для переноса частот по диапазону. Заметим, что после умножения на экспоненту сигнал будет комплексным, а его спектр перестанет быть симметричным.\n", "\n", "7. **Теорема Парсеваля** \n", "\n", "Средняя мощность дискретизированной функции времени равна сумме мощностей отдельных спектральных составляющих и не зависит от их фаз. Нормированная энергия сигнала $x(n)^2$ равна:\n", "\n", "$$ \\sum_{n=0}^{N-1}x^{2}(n) = \\frac{1}{N} \\sum_{n=0}^{N-1} |{X^{2}(k)}| \\tag{2.16}$$\n", "\n", "Как видно, свойства ДПФ имеют свойство двойственности, которое заключается в том, что все свойства ДПФ справедливы как для сигнала, так и для спектра. \n", "\n", "____" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Спектр гармонического сигнала\n", "\n", "Покажем, как выглядит спектр гармонического сигнала. Для этого зададимся длиной БПФ `N = 32` отсчёта. Посмотрим, что происходит при вычислении ОБПФ для сигнала, который задан в частотной области в виде единичного отсчета на определенной позиции.\n", "\n", "Обратите внимание, что вычисляется прямое БПФ, поскольку операции БПФ и ОБПФ равнозначны и отличаются на константу и знак в поворачивающих множителях." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "N, M = 64, 4\n", "\n", "# Create freq signal\n", "x = np.zeros((N,M))\n", "\n", "# Fill freqs of signal\n", "freqs = 0, 1, 3, 8\n", "for idx, i in enumerate(freqs):\n", " x[i][idx] = 1\n", "\n", "\n", "# Calculate FFT\n", "X = fft(x, axis=0)\n", "\n", "# Plot results\n", "fig = plt.figure(figsize=(16, 16), dpi=100)\n", "for i in range(M*3):\n", " plt.subplot(4, 3, i+1)\n", " if i % 3 == 0:\n", " plt.title('Spectrum')\n", " plt.stem(x[:,i//3], use_line_collection=True, basefmt='C0', label=f\"Freq = {freqs[i//3]}\")\n", " plt.legend(loc=\"upper right\")\n", " if (i-1) % 3 == 0:\n", " plt.title('Real Part (cos)')\n", " plt.plot(np.real(X[:,i//3]), '-o')\n", " if (i-2) % 3 == 0:\n", " plt.title('Imag Part (sin)')\n", " plt.plot(np.imag(X[:,i//3]), '-o') \n", " plt.xlim([-0.5, N-0.5])\n", " plt.xlabel('samples')\n", " plt.grid()\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Спектр суммы гармонических сигналов\n", "\n", "Покажем, как выглядит спектр суммы гармонических сигналов (работает **аддитивный закон**: спектр суммы сигналов равен сумме спектров сигналов).\n", "\n", "Сигнал состоит из трех гармонических компонент. \n", "Амплитуды гармоник: `A1, A2, A3 = 5, 1, 3` \n", "\n", "Частоты гармоник: `f1, f2, f3 = 2, 7, 12` " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "N = 128\n", "# Time vector\n", "t = np.linspace(0, 1, N)\n", "\n", "# Amplitudes and freqs\n", "f1, f2, f3 = 2, 7, 12\n", "A1, A2, A3 = 5, 1, 3\n", "\n", "# Signal\n", "x = A1 * np.cos(2*np.pi*f1*t) + A2 * np.cos(2*np.pi*f2*t) + A3 * np.cos(2*np.pi*f3*t)\n", "\n", "# Calculate FFT\n", "X = fft(x)\n", "X = 2*np.abs(X) / N\n", "\n", "# Plot results\n", "fig = plt.figure(figsize=(16, 5), dpi=100)\n", "# Time: signal\n", "plt.subplot(1, 2, 1)\n", "plt.title('Signal')\n", "plt.stem(x, use_line_collection=True, basefmt='C0')\n", "plt.xlim([0, N-1])\n", "plt.xlabel('samples')\n", "plt.grid()\n", "\n", "# Freq: Spectrum\n", "plt.subplot(1, 2, 2)\n", "plt.title('Spectrum')\n", "plt.stem(X, use_line_collection=True, basefmt='C0')\n", "plt.xlim([0, N//2-1])\n", "plt.xlabel('frequency')\n", "plt.grid()\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Периодическая последовательность\n", "\n", "Посмотрим, как изменится спектральная плотность периодической последовательности `x(nT)`, если её повторить $M$ раз через определенное число тактов с периодом $N$, где $M$ – количество повторений дискретной последовательности.\n", "\n", "В качестве примера возьмем последовательность `x(nT) = {1, 1, 1}, M = 4, N = 9`." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([1., 1., 1., 0., 0., 0., 0., 0., 0., 1., 1., 1., 0., 0., 0., 0., 0.,\n", " 0., 1., 1., 1., 0., 0., 0., 0., 0., 0., 1., 1., 1., 0., 0., 0., 0.,\n", " 0., 0.])" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "N = 9 # Signal period\n", "M = 4 # Number of repeats\n", "\n", "# Signal\n", "x = np.zeros(N)\n", "x[0:3] = 1\n", "y = np.tile(x, M)\n", "y" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Max amplitude = sum of ones * M = 12.0\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Forward FFT\n", "NFFT = 1024\n", "xFFT = fft(y, NFFT)\n", "# Magnitude spectrum\n", "yA = np.abs(xFFT)\n", "print('Max amplitude = sum of ones * M = {}'.format(yA.max()))\n", "yA /= np.max(yA)\n", "# Phase spectrum\n", "yF = np.angle(xFFT)\n", "\n", "\n", "# FFT for input signal\n", "xFFT = fft(x, NFFT)\n", "# Magnitude spectrum\n", "xA = np.abs(xFFT)\n", "xA /= np.max(xA)\n", "\n", "# FFT for repeats\n", "xFFT = fft(x, NFFT//N)\n", "# Magnitude spectrum\n", "xM = np.abs(xFFT)\n", "xM /= np.max(xM)\n", "xM = np.tile(xM, N)\n", "#List of signals\n", "xT = [y, yA]\n", "lst_title = ['Signal', 'Spectrum', 'Phase']\n", "\n", "# Plot results\n", "fig = plt.figure(figsize=(16, 10), dpi=100)\n", "for i, sig in enumerate(xT):\n", " plt.subplot(2, 1, int(2**i))\n", " plt.ylabel('Level')\n", " plt.title(lst_title[i])\n", " if i == 0:\n", " plt.stem(sig, use_line_collection=True, basefmt='C0')\n", " plt.xlabel('Time samples')\n", " plt.ylim([0, 1.2])\n", " plt.xlim([-0.5, N*M-0.5])\n", " else:\n", " \n", " plt.plot(sig, '-', linewidth=2.5, label='Result Spectrum y(t)')\n", " plt.plot(xA, '--', linewidth=1.5, label='Input Spectrum x(t)')\n", " plt.plot(xM, '-.', linewidth=1.5, label='Repeats by M = %d' % M)\n", " plt.xlabel('Freq samples')\n", " plt.xlim([0, NFFT-1])\n", " plt.legend(loc='upper right')\n", " plt.grid()\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "На нулевой частоте модуль спектра численно равен сумме количества отсчетов непериодической последовательности `N = 3`. После перемножения двух спектров, получим результирующий спектр периодической последовательности. Уровень сигнала на нулевой частоте равен сумме единичных импульсов, а т.к. последовательность периодична, это можно записать через формулу: \n", "\n", "$$ A_0 = \\sum_{n=0}^{NM}x(nT) \\tag{2.17}$$\n", "\n", "Таким образом, чтобы получить итоговый спектр периодической последовательности, необходимо проделать следующие шаги:\n", "1. Разделить интервал на N частей (период сигнала),\n", "2. Каждую часть интервалов разбить на M частей (период повторения),\n", "3. Найти модуль спектра множителя повторения | M(ejωT) |,\n", "4. Найти спектр исходной последовательности | X(ejωT) |,\n", "5. Перемножить спектры | M(ejωT) | и | X(ejωT) |, получив спектр периодической последовательности с периодом N и числом повторений М.\n", "\n", "____\n", "\n", "### Поворотные множители\n", "Коэффициенты матрицы ДПФ (*twiddle factor*) или поворотные множители $W_{nk}$ можно найти по следующей формуле:\n", "\n", "$$ W_{k,n} = e^{\\frac{-2\\pi j}{N}nk} \\tag{2.18}$$ \n", "\n", "Таким образом, матрица ДПФ без учета нормирующего множителя устроена так: первые строка и столбец состоят из единиц, во второй строке стоят корни из единицы порядка n в естественном порядке, следующие строки являются последовательными степенями второй строки. В качестве примера приведем матрицу размерностью 4х4.\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[[ 1.+0.j 1.+0.j 1.+0.j 1.+0.j]\n", " [ 1.+0.j 0.-1.j -1.-0.j -0.+1.j]\n", " [ 1.+0.j -1.-0.j 1.+0.j -1.-0.j]\n", " [ 1.+0.j -0.+1.j -1.-0.j 0.-1.j]]\n" ] } ], "source": [ "N = 4\n", "nk = np.array([i*j for i in range(N) for j in range(N)]).reshape(N, N)\n", "\n", "# Twiddle\n", "Wnk = np.round(np.exp(-2j*np.pi*nk/N), 3)\n", "print(Wnk)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Построим графики реальной и мнимой части матрицы поворачивающих множителей при `N = 8`." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[[ 1. +0.j 1. +0.j 1. +0.j 1. +0.j 1. +0.j\n", " 1. +0.j 1. +0.j 1. +0.j ]\n", " [ 1. +0.j 0.707-0.707j 0. -1.j -0.707-0.707j -1. -0.j\n", " -0.707+0.707j -0. +1.j 0.707+0.707j]\n", " [ 1. +0.j 0. -1.j -1. -0.j -0. +1.j 1. +0.j\n", " 0. -1.j -1. -0.j -0. +1.j ]\n", " [ 1. +0.j -0.707-0.707j -0. +1.j 0.707-0.707j -1. -0.j\n", " 0.707+0.707j 0. -1.j -0.707+0.707j]\n", " [ 1. +0.j -1. -0.j 1. +0.j -1. -0.j 1. +0.j\n", " -1. -0.j 1. +0.j -1. -0.j ]\n", " [ 1. +0.j -0.707+0.707j 0. -1.j 0.707+0.707j -1. -0.j\n", " 0.707-0.707j -0. +1.j -0.707-0.707j]\n", " [ 1. +0.j -0. +1.j -1. -0.j 0. -1.j 1. +0.j\n", " -0. +1.j -1. -0.j -0. -1.j ]\n", " [ 1. +0.j 0.707+0.707j -0. +1.j -0.707+0.707j -1. -0.j\n", " -0.707-0.707j -0. -1.j 0.707-0.707j]]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "N = 8\n", "nk = np.array([i*j for i in range(N) for j in range(N)]).reshape(N, N)\n", "\n", "# Twiddle\n", "Wnk = np.round(np.exp(-2j*np.pi*nk/N), 3)\n", "print(Wnk)\n", "\n", "fig = plt.figure(figsize=(16, 4), dpi=80)\n", "\n", "plt.subplot(1, 2, 1)\n", "for i in range(N):\n", " plt.plot(np.real(Wnk[i,:]), '--o', linewidth=1.15)\n", "plt.grid(True)\n", "plt.subplot(1, 2, 2)\n", "for i in range(N):\n", " plt.plot(np.imag(Wnk[i,:]), '--o', linewidth=1.15)\n", "plt.grid(True)\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Построим графики *реальной части* матрицы поворачивающих множителей при `N = 16`." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "N = 16\n", "nk = np.array([i*j for i in range(N) for j in range(N)]).reshape(N, N)\n", "\n", "# Twiddle\n", "Wnk = np.round(np.exp(-2j*np.pi*nk/N), 5)\n", "\n", "fig = plt.figure(figsize=(16, 12), dpi=100)\n", "for i in range(N):\n", " plt.subplot(N//4, 4, i+1)\n", " plt.plot(np.real(Wnk[i,:]), '--o', linewidth=1.25, label='W{}'.format(i))\n", " plt.grid(True)\n", " plt.legend(loc='upper right')\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Переход от ДПФ к БПФ\n", "\n", "Преобразование Фурье лежит в основе методов свертки и проектировании цифровых корреляторов, активно применяется при спектральном анализе, используется при работе с длинными числами. Однако до появления компьютеров ДПФ использовалось редко, поскольку вычисление ДПФ даже для 64 отсчетов требует 4096 операции комплексного умножения и практически столько же операций сложения, что вручную считать довольно долго и трудоемко. Для N = 1024 потребуется около миллиона операций комплексного умножения и миллион операций комплексного умножения. Чем больше точек вычисления (чем больше длина ДПФ), тем больше времени затрачивается на вычисления в связи с увеличением количества операций.\n", "\n", "Вычисление преобразования Фурье по стандартной формуле предполагает выполнение *большого числа операций сложения и умножения*. Очевидно, что возникает необходимость разработать алгоритмы, которые уменьшают число математических действий при расчёте ДПФ. \n", "\n", "Следует заметить что, вычислять ДПФ напрямую не обязательно и можно обойтись существенно меньшим числом операций. Рассмотрим основную идею БПФ, которая состоит в разбиении исходной N–мерной последовательности $x(n), n = 0, ... , N–1$ на части. При этом для каждой части можно вычислить ДПФ отдельно, а затем линейно просуммировать с остальными, чтобы получить исходное преобразование. В свою очередь, эти части меньшего размера можно разбить на ещё меньшие части, и проделать те же самые операции. \n", "\n", "Пусть длина периодической последовательности равна $N$ , тогда для вычисления одного спектрального отсчета потребуется $N$ операций комплексного умножения и сложения. Таким образом, общая вычислительная сложность алгоритма ДПФ составит $N^2$ умножений и сложений. Если разделить исходную последовательность на две равные части по $N/2$ элементов, то для выполнения вычисления преобразования по классической формуле на каждом этапе потребуется в **два раза меньше** операций сложения и умножения. \n", "\n", "При этом каждое из N/2–точечных ДПФ также можно вычислить путем замены $N/2$–точечного ДПФ на два $N/4$–точечных. В этом случае количество операций комплексного сложения и умножения уменьшается еще в два раза. Суть данного алгоритма ДПФ заключается в том, что можно продолжать разбиение исходной последовательности до тех пор, пока возможно целочисленное деление последовательности на двойку. Понятно, что если длина входной последовательности $N = 2m$, где $m$ – положительное целое число, то исходную последовательность можно разделить пополам всего m раз. Алгоритмы БПФ, с длиной последовательности $N = 2m$, называются **алгоритмы БПФ по основанию 2** (Radix-2 FFT). \n", "\n", "Эффективность алгоритма БПФ полностью зависит от способа разбиения и объединения последовательности. Очевидно, что делить последовательности на две части можно по-разному, однако от этого зависит, сможем ли мы при объединении получить неискаженный спектр сигнала и чего с точки зрения вычислительных затрат и объема использования ресурсов это будет нам стоить. Количество операций БПФ линейно зависит от длины последовательности $N$. \n", "\n", "\n", "### Сравнение эффективности\n", "\n", "Ниже представлена таблица, показывающая сравнение эффективности алгоритмов БПФ в сравнении с ДПФ. Эффективность алгоритма БПФ и количество выполняемых операций линейно зависит от длины последовательности N\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
NДПФБПФОтношение числа комплексных сложенийОтношение числа комплексных умножений
Число операций умноженияЧисло операций сложенияЧисло операций умноженияЧисло операций сложения
2421241
416124841.5
8645612245.32.3
16256240326483.75
3210249928016012.86.2
644096403219238421.310.5
128163841625644889636.618.1
.....................
409616777216167731202457649152683341
81926710886467100672532481064961260630
\n", "\n", "Из таблицы видно, что использование БПФ существенно экономит на количестве операций, причем, чем больше длина последовательности N, тем больше экономия. \n", "\n", "Например, для $N = 8192$ отсчётов при вычислении ДПФ потребуется 67 миллионов операций комплексного сложения и умножения! Используя алгоритмы БПФ, можно снизить эти числа в $~1260$ и $~630$ раз соответственно!!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Алгоритмы БПФ\n", "\n", "Существует два основных метода вычисления БПФ по основанию 2 (Radix-2): с прореживанием (или децимацией) по **частоте** и по **времени**. Рассмотрим оба варианта. \n", "\n", "Рассмотрим первый способ разбиения последовательности – прореживание по времени, который также называют алгоритмом БПФ с «децимацией по времени» **FFT Decimation-in-time [DIT]**. Идея заключается в том, что исходная последовательность отсчётов $x(n)$ с длиной N разбивается на две последовательности $x0(n)$ и $x1(n)$ равной длины $N/2$. \n", "\n", "Причем $x0(n)$ - последовательность четных отсчетов - \n", "\n", "$x0(n) = x(2n), n = 0, ..., N/2 - 1$ \n", "\n", "а $x1(n)$ - последовательность нечетных отсчетов - \n", "\n", "$x1(n) = x(2n+1), n = 0, ..., N/2 - 1$\n", "\n", "Минуя математические выкладки (их можно найти в любой литературе по цифровой обработке сигналов), запишем основные правила вычисления БПФ путём разбиения последовательности на четные и нечетные.\n", "\n", "**Алгоритм БПФ с децимацией по времени**:\n", "- осуществить двоично-инверсную перестановку отсчетов входного сигнала, обеспечив разбиение исходной последовательности;\n", "- сделать N/2 операций «Бабочка» для получения первого объединения, используя поворотные коэффициенты;\n", "- повторить операцию «Бабочка» для перехода на следующие этапы, также используя поворотные коэффициенты.\n", "\n", "После всех вышеописанных действий получим на выходе ДПФ входной последовательности. \n", "\n", "«Бабочка» - направленный граф, с помощью которого вычисляется пара комплексных отсчетов по предыдущим значениям. Для БПФ с прореживанием по времени бабочка по основанию 2 записывается по формуле (2.19):\n", "\n", "$$\n", "X = A + B\\cdot W^{-k}_{N} \\\\\n", "Y = A - B\\cdot W^{-k}_{N}\n", "\\tag{2.19}\n", "$$\n", "\n", "В алгоритме БПФ с децимацией по времени производилось разделение исходного сигнала в соответствии с двоично-инверсной перестановкой – на четные и нечетные части. Тем самым получем первую и вторую половину спектра. В алгоритме с прореживанием по частоте наоборот, исходный сигнал делится пополам, а на выходе получаются две последовательности спектральных отсчетов – четная и нечетная (поэтому алгоритм и называется «прореживание по частоте»). \n", "\n", "Последовательность отсчётов $x(n)$ с длиной N разбивается на две последовательности $x0(n)$ и $x1(n)$ равной длины $N/2$. \n", "\n", "Причем $x0(n)$ - последовательность первой половины данных - \n", "\n", "$x0(n) = x(n), n = 0, ..., N/2 - 1$ \n", "\n", "а $x1(n)$ - последовательность второй половины данных - \n", "\n", "$x1(n) = x(n), n = N/2, ..., N - 1$\n", "\n", "Принципиальная разница алгоритмов в том, что при прореживании по времени умножение на поворотные коэффициенты производилось после ДПФ четной и нечетной последовательности, а при использовании децимации по частоте умножение производится до ДПФ. \n", "\n", "При этом вычислительная эффективность и скорость обоих алгоритмов идентична.\n", "\n", "**Алгоритм БПФ с децимацией по частоте**:\n", "- сделать N/2 операций «Бабочка» для получения первого объединения, используя поворотные коэффициенты;\n", "- повторить операцию «Бабочка» для перехода на следующие этапы, также используя поворотные коэффициенты.\n", "- осуществить двоично-инверсную перестановку результирующего сигнала; \n", "\n", "Бабочка в этом случае выглядит несколько иначе:\n", "\n", "$$\n", "X = A + B \\\\\n", "Y = (A - B)\\cdot W^{-k}_{N}\n", "\\tag{2.20}\n", "$$ \n", "\n", "____" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Python библиотека БПФ\n", "\n", "Python библиотека scipy для вычисления различных преобразований Фурье (синусное, косинусное, прямое, обратное, многомерное, вещественное) содержит одноименный пакет **fftpack**. Для импорта пакета в проект необходимо выполнить команду:\n", "\n", "```python\n", "from scipy.fftpack import *\n", "# or\n", "from scipy.fftpack import fft, ifft, fftshift\n", "```\n", "\n", "### Список функций из пакета fftpack:\n", "\n", "**Быстрое преобразование Фурье**\n", "\n", "| **Function** | **Description** |\n", "| --- | --- | \n", "| `fft(x[, n, axis, overwrite_x])` | Прямое БПФ |\n", "| `ifft(x[, n, axis, overwrite_x])` | Обратное БПФ |\n", "| `fft2(x[, shape, axes, overwrite_x])` | Двумерное прямое БПФ |\n", "| `ifft2(x[, shape, axes, overwrite_x])` | Двумерное обратное БПФ |\n", "| `fft2(x[, shape, axes, overwrite_x])` | Многомерное прямое БПФ |\n", "| `ifft2(x[, shape, axes, overwrite_x])` | Многомерное обратное БПФ |\n", "| `rfft(x[, n, axis, overwrite_x])` | Прямое БПФ вещественного сигнала |\n", "| `irfft(x[, n, axis, overwrite_x])` | Обратное БПФ вещественного сигнала |\n", "| `dct(x[, type, n, axis, norm, overwrite_x])` | Прямое косинусное ПФ |\n", "| `idct(x[, type, n, axis, norm, overwrite_x])` | Обратное косинусное ПФ |\n", "| `dctn(x[, type, shape, axes, norm, overwrite_x])` | Многомерное прямое косинусное ПФ |\n", "| `idctn(x[, type, shape, axes, norm, overwrite_x])` | Многомерное обратное косинусное БПФ |\n", "| `dst(x[, type, n, axis, norm, overwrite_x])` | Прямое синусное ПФ |\n", "| `idst(x[, type, n, axis, norm, overwrite_x])` | Обратное синусное ПФ |\n", "| `dstn(x[, type, shape, axes, norm, overwrite_x])` | Многомерное прямое синусное ПФ |\n", "| `idstn(x[, type, shape, axes, norm, overwrite_x])` | Многомерное обратное синусное БПФ |\n", "\n", "**Дифференциальные и псевдо-дифференциальные операторы**\n", "\n", "- применяются к периодическим последовательностям.\n", "\n", "| **Function** | **Description** |\n", "| --- | --- | \n", "| `diff(x[, order, period, _cache])` | k-производная (или интеграл) |\n", "| `tilbert(x, h[, period, _cache])` | h-Tilbert преобразование |\n", "| `itilbert(x, h[, period, _cache])` | Обратное h-Tilbert преобразование |\n", "| `hilbert(x[, _cache])` | Преобразование Гильберта |\n", "| `ihilbert(x)` | Обратное преобразование Гильберта |\n", "| `cs_diff(x, a, b[, period, _cache])` | (a,b)-cosh/sinh псевдо-производная |\n", "| `sc_diff(x, a, b[, period, _cache])` | (a,b)-sinh/cosh псевдо-производная |\n", "| `ss_diff(x, a, b[, period, _cache])` | (a,b)-sinh/sinh псевдо-производная |\n", "| `cc_diff(x, a, b[, period, _cache])` | (a,b)-cosh/cosh псевдо-производная |\n", "| `shift(x, a[, period, _cache])` | Сдвиг последовательности y(u) = x(u+a) |\n", "\n", "**Вспомогательные функции**\n", "\n", "| **Function** | **Description** |\n", "| --- | --- | \n", "| `fftshift(x[, axes])` | Симметричный сдвиг нулевого отсчета БПФ в центр |\n", "| `ifftshift(x[, axes])` | Обратный симметричный сдвиг |\n", "| `fftfreq(n[, d])` | Возвращает частоты преобразования Фурье |\n", "| `rfftfreq(n[, d])` | Возвращает частоты ДПФ |\n", "| `next_fast_len(target)` | Поиск ближайшего числа 2^k для вычисления БПФ |\n", "\n", "\n", "**Свертка сигналов**\n", "\n", "На базе БПФ можно вычислить свертку длинных последовательностей. Этот метод применяется в условиях ограниченности вычислительных ресурсов (например, в устройства программируемых логических интегральных схем - ПЛИС). В следующих разделах будет подробно рассмотрена задача свертки последовательностей.\n", "____" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Сигналы произвольной формы\n", "\n", "Любой сигнал произвольной формы можно представить в виде набора гармонических сигналов разных частот. Иными словами, сигнал сложной формы во временной области имеет набор комплексных отсчетов в частотной области, которые называются *гармоники*. Эти отсчеты выражают амплитуду и фазу гармонического воздействия на определенной частоте. Чем больше набор гармоник в частотной области, тем точнее представляется сигнал сложной формы.\n", "\n", "Например, имеется сигнал прямоугольной формы. Требуется представить его в виде суммы гармонических сигналов. На следующем примере покажем, как влияет количество частотных комплексных отсчётов на форму сигнала во временной области.\n", "\n", "- Создаем сигнал прямоугольной формы, \n", "- Вычисляем БПФ этого сигнала,\n", "- Задаем массив частот, из которых восстанавливается исходный сигнал,\n", "- Отображаем результат.\n", "\n", "Создадим прямоугольный сигнал единичной амплитуды и вычислим его БПФ. Длина N = 1024 отсчета. Сигнал принимает нулевые значения во всех точках, кроме диапазона `[64 : 256]`.\n", "Покажем, как выглядит форма сигнала во временной области, если его набрать из суммы гармоник. Для наглядности приведем графики при различных значениях набора сумм - `3, 10, 30, 90, 200, N/2`. Очевидно, что из трех гармоник воссоздать точную форму прямоугольного импульса не получится. При значении 10 форма сигнала начинает стремиться к прямоугольной. При значении 30 и 90 всё ещё видны искажения, в частности на границах резкого излома функции. При значении N/2 сигнал имеет исходную форму (воссоздается из достаточного набора гармоник для прямоугольного импульса).\n", "\n", "Это означает, что резкие перепады сигнала во временной области вносят вклад в верхние (высокие) частоты спектра сигнала, а гладкие изменения сигнала - вносят вклад в нижние (низкие) частоты спектра сигнала. " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "N = 1024\n", "# Create input signal \n", "x = np.zeros(N)\n", "x[64:256] = 1\n", "\n", "# Find Forward FFT\n", "X = fft(x, N)\n", "# Normalized shifted spectrum\n", "Xs = fftshift(np.abs(X))\n", "Xs /= np.max(Xs)\n", "# Normalized frequency\n", "f = np.linspace(-0.5, 0.5, N, endpoint=True)\n", "\n", "# Plot input signal in time domain\n", "plt.figure(figsize=(16, 12), dpi=120)\n", "plt.subplot(4, 2, 1)\n", "plt.plot(x)\n", "plt.title('Input signal')\n", "plt.xlabel('Samples')\n", "plt.ylabel('Amplitude')\n", "plt.xlim([0, N-1])\n", "plt.xticks(np.linspace(0, N, 9, endpoint=True))\n", "plt.grid()\n", "\n", "# Plot signal in freq domain\n", "plt.subplot(4, 2, 2)\n", "plt.stem(f, Xs, use_line_collection=True, basefmt='C0')\n", "plt.title('Spectrum')\n", "plt.xlabel('Frequency')\n", "plt.ylabel('Magnitude')\n", "plt.xlim([-1/16, 1/16])\n", "plt.xticks(np.linspace(-1/16, 1/16, 6, endpoint=True))\n", "plt.grid()\n", "\n", "# Set the list - number of harmonics\n", "l_freqs = (3, 10, 30, 90, 200, N//2)\n", "\n", "# Plot signal with several\n", "for i, j in enumerate(l_freqs):\n", " plt.subplot(4, 2, i+3)\n", " K = X.copy()\n", " K[j:] = 0\n", " k = np.real(ifft(K))\n", " plt.plot(k, color='C'+str(i+1), linewidth=1.75)\n", " plt.title(f'N of freqs = {j}')\n", " plt.xlabel('Samples')\n", " plt.ylabel('Amplitude')\n", " plt.xlim([0, N-1])\n", " plt.xticks(np.linspace(0, N, 9, endpoint=True))\n", " plt.grid()\n", "plt.tight_layout()\n", "plt.savefig(\"fig1_gibbs.png\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Эффект Гиббса\n", "\n", "Вносимые пульсации в области резких перепадов сигнала связаны с **эффектом Гиббса**. Этот эффект связан с последовательным приближением к исходной форме в виде частичных сумм ряда Фурье. Иными словами, природа пульсаций в восстанавливаемом сигнале напрямую связана с эффекта Гиббса. Эффект Гиббса ярко выражен при резких нарушениях монотонности функции. На резких перепадах и скачках этот эффект максимален.\n", "\n", "На рисунке ниже представлен график восстановления линейного сигнала с помощью частичной суммы ряда Фурье при разных значениях количества суммарных отсчетов." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "N = 1024\n", "# Create input signal \n", "x = np.zeros(N)\n", "x[64:512] = np.linspace(0, 1, 512-64)\n", "\n", "# Find Forward FFT\n", "X = fft(x, N)\n", "\n", "# Set the list - number of harmonics\n", "l_freqs = (2, 3, 6, 10, 50, N//2)\n", "\n", "# Plot signal with several\n", "plt.figure(figsize=(16, 5), dpi=120)\n", "\n", "plt.title('Input signal')\n", "plt.xlabel('Samples')\n", "plt.ylabel('Amplitude')\n", "plt.xlim([0, N-1])\n", "plt.xticks(np.linspace(0, N, 9, endpoint=True))\n", "for i, j in enumerate(l_freqs):\n", " K = X.copy()\n", " K[j:] = 0\n", " k = np.real(ifft(K))\n", " plt.plot(k, color='C'+str(i), linewidth=1.75, label='N freq = {}'.format(l_freqs[i]))\n", "plt.grid()\n", "plt.legend()\n", "plt.tight_layout()\n", "# plt.savefig(\"fig2_gibbs.png\")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 2 }