diff --git a/P03/PL03.ipynb b/P03/PL03.ipynb
index b8ce376..7ba9ce2 100644
--- a/P03/PL03.ipynb
+++ b/P03/PL03.ipynb
@@ -1,11 +1,759 @@
{
"cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 1.1 Формирование ЛЧМ-импульса на несущей частоте \n",
+ "\n",
+ "1. Сформировать ЛЧМ-импульс с центральным расположением, воспользовавшись формулой из лекций\n",
+ "\n",
+ "$$\n",
+ "s(n) = cos\\left( \\pi (an^{2}+bn) \\right),\n",
+ "$$\n",
+ "где $a=\\Delta fT/N_{i}$; $b=2f_{0}T$; $N_{i}$ - длительность импульса в отсчетах; $n$ - последовательность из номеров отсчетов $[-[N{i}/2], ... , -1, 0, 1, ... , [N_{i}/2]]$. \n",
+ "\n",
+ "1. Проверить правильность формы ЛЧМ-сигнала по его спектральным характеристикам: высота спектра должна совпасть со значением, вычисленным по формуле\n",
+ "$$\n",
+ "A_{s}=\\frac{A}{2} \\sqrt{\\frac{N_{i}}{\\Delta fT}},\n",
+ "$$\n",
+ " ширина спектра (на половине высоты) должна соответстовать полосе $\\Delta f$, а центральное расположение - несущей частоте $f_{0}$. Фазовый спектр в окрестности центральной частоты должен иметь квадратичный характер (быть похожим на параболу)."
+ ]
+ },
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 321,
"metadata": {},
- "outputs": [],
- "source": []
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "53.853140245353515\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import math \n",
+ "import scipy.integrate as spi\n",
+ "from scipy.fftpack import fft, fftfreq, ifft\n",
+ "from scipy.signal import find_peaks\n",
+ "from sympy.solvers import solve\n",
+ "from sympy import Symbol\n",
+ "\n",
+ "# Формирование ЛЧМ-импулься с центральным расположением\n",
+ "Num = 3 # номер по списку\n",
+ "fs = 800 + 2 * Num # частота дискретизации\n",
+ "f0 = 180 + Num # центральная частота\n",
+ "df = 25 + Num # полоса ЛЧМ-сигнала(2 дивиации)\n",
+ "N = 1024 # период сигнала в дискретах\n",
+ "Ni = 400 + Num # длительность ЛЧМ-сигнала в дискретах\n",
+ "A = Num / 30 # амлитуда отраженного ЛЧМ сигнала\n",
+ "phi0 = 2 * np.pi / Num # начальная фаза отраженного ЛЧМ-сигнала\n",
+ "\n",
+ "# fs = 25e3 # Частота дискретизации, Гц\n",
+ "# f0 = 3000 # Несущая частота, Гц\n",
+ "# df = 1200 # Полоса ЛЧМ-сигнала, Гц\n",
+ "# N = 8192 # Количество дискретов (период сигнала в дискретах)\n",
+ "# Ni = 1001 # Длительность ЛЧМ-импульса\n",
+ "A = 1 # Амплитуда исходного сигнала, В\n",
+ "\n",
+ "T = 1 / fs # Период дискретизации\n",
+ "tau = N*T # Период сигнала в секундах\n",
+ "\n",
+ "# Оси времени и частоты\n",
+ "tt = np.linspace(0, tau, N, endpoint=False)\n",
+ "ff = np.linspace(0, fs, N, endpoint=False)\n",
+ "\n",
+ "# Последовательность из номеров отсчетов\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 2 * f0 * T\n",
+ "s = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(math.ceil((- Ni) / 2), (Ni) / 2, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " s[i % N] = np.cos(np.pi * (a * i ** 2 + b * i))\n",
+ "\n",
+ "# Проверка правильности формы ЛЧМ-сигнала по его спектральным характеристикам\n",
+ "As = A / 2 * np.sqrt( Ni / (df * T))\n",
+ "print(As)\n",
+ "\n",
+ "# Фазовый спектр\n",
+ "# P = np.pi * df * tau * n ** 2\n",
+ "# P = np.arctan2(np.imag(sft), (np.real(sft)))\n",
+ "\n",
+ "# Амплитудный спектр FМ-сигнала\n",
+ "sft = np.abs(fft(s))\n",
+ "P = np.angle(fft(s))\n",
+ "plt.figure(figsize=(16, 4))\n",
+ "plt.subplot(3, 2, 1)\n",
+ "plt.title('LFM-signal')\n",
+ "plt.plot(tt, s)\n",
+ "plt.xlim([0, tau])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Time [s]')\n",
+ "plt.ylabel('Amplitude')\n",
+ "plt.subplot(3, 2, 2)\n",
+ "plt.title('Amplitude Spectrum')\n",
+ "plt.plot(ff, sft)\n",
+ "plt.plot([f0-df/2,f0-df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0+df/2,f0+df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0-df/2,f0+df/2],[As/2 , As/2 ], 'r--')\n",
+ "plt.plot([f0,f0], [0, np.max(sft)], 'b--')\n",
+ "plt.plot([0,fs],[As, As], 'b--')\n",
+ "plt.annotate(('f0=%d Hz, As=%d'%(f0, As)), (f0+df, As + 2 ))\n",
+ "plt.annotate((' df(As/2)=F=%d Hz'%df), (f0+df/2, As/2 ))\n",
+ "plt.plot([fs-f0,fs-f0], [0, np.max(sft)], 'b--')\n",
+ "plt.annotate(('fs-f0=%d Hz'%(fs-f0)), (fs-f0+df, As + 2 ))\n",
+ "plt.xlim([0, fs]) \n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Magnitude')\n",
+ "\n",
+ "plt.subplot(3, 2, 4)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([0, fs])\n",
+ "\n",
+ "plt.subplot(3, 2, 3)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([f0-df, f0+df])\n",
+ "\n",
+ "plt.subplot(3, 2, 5)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([fs-f0-df, fs-f0+df])\n",
+ "plt.show()\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.2 Формирование отраженного ЛЧМ-импульса с расположением от нуля \n",
+ "\n",
+ "1. Сформировать ЛЧМ-импульс с центральным расположением, воспользовавшись формулой из лекций\n",
+ "\n",
+ "$$\n",
+ "s_{отр.}(n) = Acos\\left( \\pi (an^{2}+bn+c) \\right),\n",
+ "$$\n",
+ "где $A$ - амплитуда отраженного ЛЧМ-сигнала, $a=\\Delta fT/N_{i}$; $b=2f_{0}T-\\Delta fT$; $c=\\phi_{0} / \\pi$; $\\phi_{0}$ - начальная фаза отраженного ЛЧМ-сигнала; $N_{i}$ - длительность импульса в отсчетах; $n$ - последовательность из номеров отсчетов $[0, 1, ... , N_{i}-1]$.\n",
+ "\n",
+ "2. Проверить правильность формы ЛЧМ-сигнала по его спектральным характеристикам (как это было сделано в п. 3.1). У амплитудного спектра должна измениться только высота (так как изменилась амплитуда исходного сигнала). Фазовый спектр в окрестности центральной частоты близок к линейному с резким наклоном (ветвь параболы)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 322,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5.385314024535352\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Формирование ЛЧМ-импулься с центральным расположением\n",
+ "Num = 3 # номер по списку\n",
+ "fs = 800 + 2 * Num # частота дискретизации\n",
+ "f0 = 180 + Num # центральная частота\n",
+ "df = 25 + Num # полоса ЛЧМ-сигнала(2 дивиации)\n",
+ "N = 1024 # период сигнала в дискретах\n",
+ "Ni = 400 + Num # длительность ЛЧМ-сигнала в дискретах\n",
+ "A = Num / 30 # амлитуда отраженного ЛЧМ сигнала\n",
+ "phi0 = 2 * np.pi / Num # начальная фаза отраженного ЛЧМ-сигнала\n",
+ "\n",
+ "\n",
+ "# fs = 25e3 # Частота дискретизации, Гц\n",
+ "# f0 = 3000 # Несущая частота, Гц\n",
+ "# df = 1200 # Полоса ЛЧМ-сигнала, Гц\n",
+ "# N = 8192 # Количество дискретов (период сигнала в дискретах)\n",
+ "# Ni = 1001 # Длительность ЛЧМ-импульса\n",
+ "# A = 0.3 # Амплитуда отраженного сигнала, В\n",
+ "T = 1 / fs # Период дискретизации\n",
+ "tau = N*T # Период сигнала в секундах\n",
+ "phi0 = np.pi/4 # Начальная фаза отраженного ЛЧМ-сигнала, рад\n",
+ "\n",
+ "# Оси времени и частоты\n",
+ "tt = np.linspace(0, tau, N, endpoint=False)\n",
+ "ff = np.linspace(0, fs, N, endpoint=False)\n",
+ "\n",
+ "# Последовательность из номеров отсчетов\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 2 * f0 * T - df* T\n",
+ "c = phi0 / np.pi\n",
+ "s = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(0, Ni - 1, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " s[i % N] = A * np.cos(np.pi * (a * (i ** 2) + b * i + c))\n",
+ "\n",
+ "# Проверка правильности формы ЛЧМ-сигнала по его спектральным характеристикам\n",
+ "As = A / 2 * np.sqrt( Ni / (df * T))\n",
+ "print(As)\n",
+ "\n",
+ "# Фазовый спектр\n",
+ "# P = np.pi * df * tau * n ** 2\n",
+ "# P = np.arctan2(np.imag(sft), (np.real(sft)))\n",
+ "\n",
+ "# Амплитудный спектр FМ-сигнала\n",
+ "sft = np.abs(fft(s))\n",
+ "P = np.angle(fft(s))\n",
+ "plt.figure(figsize=(16, 4))\n",
+ "plt.subplot(3, 2, 1)\n",
+ "plt.title('LFM-signal')\n",
+ "plt.plot(tt, s)\n",
+ "plt.xlim([0, tau])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Time [s]')\n",
+ "plt.ylabel('Amplitude')\n",
+ "plt.subplot(3, 2, 2)\n",
+ "plt.title('Amplitude Spectrum')\n",
+ "plt.plot(ff, sft)\n",
+ "plt.plot([f0-df/2,f0-df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0+df/2,f0+df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0-df/2,f0+df/2],[As/2 , As/2 ], 'r--')\n",
+ "plt.plot([f0,f0], [0, np.max(sft)], 'b--')\n",
+ "plt.plot([0,fs],[As, As], 'b--')\n",
+ "plt.annotate(('f0=%d Hz, As=%d'%(f0, As)), (f0+df, As + 2 ))\n",
+ "plt.annotate((' df(As/2)=F=%d Hz'%df), (f0+df/2, As/2 ))\n",
+ "plt.plot([fs-f0,fs-f0], [0, np.max(sft)], 'b--')\n",
+ "plt.annotate(('fs-f0=%d Hz'%(fs-f0)), (fs-f0+df, As + 2 ))\n",
+ "plt.xlim([0, fs]) # Ограничение оси до частоты Найквиста (только положительная\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Magnitude')\n",
+ "\n",
+ "plt.subplot(3, 2, 4)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([0, fs])\n",
+ "\n",
+ "plt.subplot(3, 2, 3)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([f0-df, f0+df])\n",
+ "\n",
+ "plt.subplot(3, 2, 5)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "plt.xlim([fs-f0-df, fs-f0+df])\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.3 Квадратурная демодуляция, снятие с несущей частоты \n",
+ "\n",
+ "1. Выполнить квадратурную демодуляцию, домножив отраженный сигнал (полученный в п.3.2) на комплексный гармонический сигнал частотой $f_{0}$:\n",
+ "\n",
+ "$$\n",
+ "s_{демод.}(n) = s_{отр.}(n) \\cdot e^{-j(2\\pi f_{0}nT)},\n",
+ "$$\n",
+ "где $n$ - последовательность из номеров отсчетов $[0, 1, ... , N-1]$.\n",
+ "В результате получится сигнал, для которого одна спектральная составляющая ушла в окрестность 0, а другая - в область высоких частот, которая необходимо отфильтровать при помощи фильтра низких частот (ФНЧ).\n",
+ "\n",
+ "2. Спроектировать идеальный ФНЧ в частотной области, задав необходимую ***частоту среза*** $f_{c}$ (необходимо выбрать значение самостоятельно, исходя из получившихся частотных характеристик сигнала).\n",
+ "\n",
+ "*ПРИМЕЧАНИЕ*. В данном задании ограничимся идеальным ФНЧ. На практике идеальных частотных характеристик фильтра добиться сложно. Проектированию цифровых фильтров будет посвящена одна из следующих лабораторных работ.\n",
+ "\n",
+ "3. Применить ФНЧ к сигналу в частотной области. Построить получившийся спектр и сигнал во временной области. Для перевода сигнала из частотной области во временную, можно воспользоваться функцией *ifft* из пакета *scipy.fftpack*."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 323,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5.385314024535352\n"
+ ]
+ },
+ {
+ "data": {
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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Формирование ЛЧМ-импулься с центральным расположением\n",
+ "Num = 3 # номер по списку\n",
+ "fs = 800 + 2 * Num # частота дискретизации\n",
+ "f0 = 180 + Num # центральная частота\n",
+ "df = 25 + Num # полоса ЛЧМ-сигнала(2 дивиации)\n",
+ "N = 1024 # период сигнала в дискретах\n",
+ "Ni = 400 + Num # длительность ЛЧМ-сигнала в дискретах\n",
+ "A = Num / 30 # амлитуда отраженного ЛЧМ сигнала\n",
+ "phi0 = 2 * np.pi / Num # начальная фаза отраженного ЛЧМ-сигнала\n",
+ "\n",
+ "# fs = 25e3 # Частота дискретизации, Гц\n",
+ "# f0 = 3000 # Несущая частота, Гц\n",
+ "# df = 1200 # Полоса ЛЧМ-сигнала, Гц\n",
+ "# N = 8192 # Количество дискретов (период сигнала в дискретах)\n",
+ "# Ni = 1001 # Длительность ЛЧМ-импульса\n",
+ "# A = 0.3 # Амплитуда отраженного сигнала, В\n",
+ "T = 1 / fs # Период дискретизации\n",
+ "tau = N*T # Период сигнала в секундах\n",
+ "# phi0 = np.pi/4 # Начальная фаза отраженного ЛЧМ-сигнала, рад\n",
+ "\n",
+ "# Оси времени и частоты\n",
+ "tt = np.linspace(0, tau, N, endpoint=False)\n",
+ "ff = np.linspace(0, fs, N, endpoint=False)\n",
+ "\n",
+ "# Последовательность из номеров отсчетов\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 2 * f0 * T - df* T\n",
+ "c = phi0 / np.pi\n",
+ "s = np.zeros(N, dtype=complex)\n",
+ "s_demod = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(0, Ni - 1, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " s[i % N] = A * np.cos(np.pi * (a * (i ** 2) + b * i + c))\n",
+ " s_demod[i % N] = s[i % N] * np.exp(-1j * (2 * np.pi * f0 * i * T))\n",
+ "\n",
+ "# Квадратурная демодуляция, снятие с несущей частоты\n",
+ "# Проверка правильности формы ЛЧМ-сигнала по его спектральным характеристикам\n",
+ "As = A / 2 * np.sqrt( Ni / (df * T))\n",
+ "print(As)\n",
+ "\n",
+ "# Фазовый спектр\n",
+ "# P = np.pi * df * tau * n ** 2\n",
+ "# P = np.arctan2(np.imag(sft), (np.real(sft)))\n",
+ "\n",
+ "# Амплитудный спектр FМ-сигнала\n",
+ "sft = np.abs(fft(s_demod))\n",
+ "\n",
+ "# Пример реализации идеального ФНЧ в частотной области\n",
+ "lowpass = np.ones(N)\n",
+ "Nc = int(np.round(100*N/fs))\n",
+ "lowpass[Nc:N-Nc] = 0\n",
+ "\n",
+ "spec_filtered = fft(s_demod) * lowpass # спектр сигнала после применения ФНЧ\n",
+ "s_filtered = ifft(spec_filtered) # сигнал во временной области после применения ФНЧ\n",
+ "\n",
+ "plt.figure(figsize=(16, 4))\n",
+ "plt.subplot(1, 2, 1)\n",
+ "plt.title('LFM-signal')\n",
+ "plt.plot(tt, np.real(s_demod))\n",
+ "plt.plot(tt, np.imag(s_demod))\n",
+ "plt.legend(['real', 'imag'])\n",
+ "plt.xlim([0, tau])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Time [s]')\n",
+ "plt.ylabel('Amplitude')\n",
+ "plt.subplot(1, 2, 2)\n",
+ "plt.title('Amplitude Spectrum')\n",
+ "\n",
+ "plt.plot(ff, sft)\n",
+ "plt.xlim([0, fs]) \n",
+ "plt.plot(ff,lowpass * max(sft), 'r')\n",
+ "plt.legend(['signal spectrum', 'Lowpass filter spectrum'])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Magnitude')\n",
+ "\n",
+ "plt.show()\n",
+ "\n",
+ "plt.figure(figsize=(16, 4))\n",
+ "plt.subplot(2, 2, 1)\n",
+ "plt.title('LFM-signal')\n",
+ "plt.plot(tt, np.real(s_filtered))\n",
+ "plt.plot(tt, np.imag(s_filtered))\n",
+ "plt.legend(['real', 'imag'])\n",
+ "plt.xlim([0, tau])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Time [s]')\n",
+ "plt.ylabel('Amplitude')\n",
+ "plt.subplot(2, 2, 2)\n",
+ "plt.title('Amplitude Spectrum')\n",
+ "\n",
+ "plt.plot(ff, np.abs(spec_filtered))\n",
+ "plt.xlim([0, fs]) \n",
+ "plt.grid(True)\n",
+ "plt.plot([fs-df/2,fs-df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([0+df/2,0+df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([0,0+df/2],[As/2 , As/2 ], 'r--')\n",
+ "plt.plot([fs-df/2,fs],[As/2 , As/2 ], 'r--')\n",
+ "plt.annotate((' df(As/2)=F=%d Hz'%df), (0+df/2, As/2 ))\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Magnitude')\n",
+ "\n",
+ "plt.subplot(2, 2, 3)\n",
+ "\n",
+ "x_lim = 0\n",
+ "for i in range(len(s_filtered)):\n",
+ " if s_filtered[i] == 0:\n",
+ " x_lim = i\n",
+ " break\n",
+ "plt.plot(tt, np.real(s_filtered))\n",
+ "plt.plot(tt, np.imag(s_filtered))\n",
+ "xx = 0.55\n",
+ "plt.xlim([0, 0.5])\n",
+ "plt.grid()\n",
+ "\n",
+ "plt.subplot(2, 2, 4)\n",
+ "plt.plot(ff, np.abs(spec_filtered))\n",
+ "plt.xlim([0, f0])\n",
+ "plt.grid()\n",
+ "plt.plot([0+df/2,0+df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([0,0+df/2],[As/2 , As/2 ], 'r--')\n",
+ "plt.annotate((' df/2=%d Hz'%(df/2)), (0+df/2, As/2 ))\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.4 Формирование сжатого ЛЧМ-сигнала \n",
+ "\n",
+ "1. Сформировать импульсную характеристику (ИХ, опорный сигнал). ИХ должна быть комплексно сопряженная исходному сигналу с центральным расположением. И так как мы работаем в области низких частот (после снятия с несущей), для ИХ $f_{0}=0$ (в лекциях $S_{base}$ \"по центру\"), соответственно, коэффициент $b=0$. Начальная фаза опорного сигнала также равна 0, а амплитуда равна 1. Таким образом, для комплексную ИХ можно сформировать по формуле:\n",
+ "\n",
+ "$$\n",
+ "h(n) = e^{-j\\pi \\cdot an^{2} }\n",
+ "$$\n",
+ "где $a=\\Delta fT/N_{i}$; $N_{i}$ - длительность импульса в отсчетах; $n$ - последовательность из номеров отсчетов $[-[N{i}/2], ... , -1, 0, 1, ... , [N_{i}/2]]$. \n",
+ "\n",
+ "2. Проверить правильность формы ЛЧМ-сигнала по его спектральным характеристикам: высота спектра должна совпасть со значением, вычисленным по формуле\n",
+ "$$\n",
+ "A_{h}=A\\sqrt{\\frac{N_{i}}{\\Delta fT}},\n",
+ "$$\n",
+ "ширина спектра (на половине высоты) должна соответстовать полосе $\\Delta f$, а центральное расположение - точке 0 на оси частот. Фазовый спектр в окрестности центральной частоты должен по-прежнему, иметь квадратичный характер (быть похожим на параболу).\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 324,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "107.70628049070703\n",
+ "[-0.92559782 -0.79759631 -0.57667699 -0.39584581 -0.2039333 0.09446796\n",
+ " 0.44012076 0.78260233 1.28560262 2.03158279 2.78028722 -2.7611451\n",
+ " -1.82887319 -0.90960658 -0.04047076 1.04562531 2.03931651 3.00978966\n",
+ " -2.03798356 -1.05982027 0.07043761 1.35605075 2.28588922 -2.5920315\n",
+ " -1.48787759 -0.46094863 1.09249623 1.95590567 -2.89079661 -1.65360112\n",
+ " -0.77874223 0.98525667 1.7912981 -3.13293985 -1.72923866 -0.99357026\n",
+ " 0.9154284 1.69381851 2.89525461 -1.77481179 -1.14699975 0.84136133\n",
+ " 1.62811717 2.63114319 -1.8096215 -1.25914145 0.74286851 1.5799403\n",
+ " 2.38954298 -1.84119385]\n",
+ "[-1.34273435 -1.84119385 2.38954298 1.5799403 0.74286851 -1.25914145\n",
+ " -1.8096215 2.63114319 1.62811717 0.84136133 -1.14699975 -1.77481179\n",
+ " 2.89525461 1.69381851 0.9154284 -0.99357026 -1.72923866 -3.13293985\n",
+ " 1.7912981 0.98525667 -0.77874223 -1.65360112 -2.89079661 1.95590567\n",
+ " 1.09249623 -0.46094863 -1.48787759 -2.5920315 2.28588922 1.35605075\n",
+ " 0.07043761 -1.05982027 -2.03798356 3.00978966 2.03931651 1.04562531\n",
+ " -0.04047076 -0.90960658 -1.82887319 -2.7611451 2.78028722 2.03158279\n",
+ " 1.28560262 0.78260233 0.44012076 0.09446796 -0.2039333 -0.39584581\n",
+ " -0.57667699 -0.79759631]\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Формирование ЛЧМ-импулься с центральным расположением\n",
+ "Num = 3 # номер по списку\n",
+ "fs = 800 + 2 * Num # частота дискретизации\n",
+ "f0 = 180 + Num # центральная частота\n",
+ "df = 25 + Num # полоса ЛЧМ-сигнала(2 дивиации)\n",
+ "N = 1024 # период сигнала в дискретах\n",
+ "Ni = 400 + Num # длительность ЛЧМ-сигнала в дискретах\n",
+ "A = Num / 30 # амлитуда отраженного ЛЧМ сигнала\n",
+ "phi0 = 2 * np.pi / Num # начальная фаза отраженного ЛЧМ-сигнала\n",
+ "\n",
+ "# fs = 25000 # Частота дискретизации, Гц\n",
+ "# f0 = 0 # Несущая частота, Гц\n",
+ "# df = 1200 # Полоса ЛЧМ-сигнала, Гц\n",
+ "# N = 8192 # Количество дискретов (период сигнала в дискретах)\n",
+ "# Ni = 1001 # Длительность ЛЧМ-импульса\n",
+ "A = 1 # Амплитуда отраженного сигнала, В\n",
+ "T = 1 / fs # Период дискретизации\n",
+ "tau = N*T # Период сигнала в секундах\n",
+ "phi0 = 0 # Начальная фаза отраженного ЛЧМ-сигнала, рад\n",
+ "\n",
+ "# Оси времени и частоты\n",
+ "tt = np.linspace(0, tau, N, endpoint=False)\n",
+ "ff = np.linspace(0, fs, N, endpoint=False)\n",
+ "\n",
+ "# Последовательность из номеров отсчетов\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 0\n",
+ "h = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(math.ceil((- Ni) / 2), (Ni) / 2, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " h[i % N] = np.exp(-1j * np.pi * a * i ** 2)\n",
+ "\n",
+ "# Квадратурная демодуляция, снятие с несущей частоты\n",
+ "# Проверка правильности формы ЛЧМ-сигнала по его спектральным характеристикам\n",
+ "Ah = A * np.sqrt( Ni / (df * T))\n",
+ "print(Ah)\n",
+ "\n",
+ "# Фазовый спектр\n",
+ "# P = np.pi * df * tau * n ** 2\n",
+ "# P = np.arctan2(np.imag(sft), (np.real(sft)))\n",
+ "\n",
+ "f0 = 0\n",
+ "# Амплитудный спектр FМ-сигнала\n",
+ "sft = np.abs(fft(h))\n",
+ "P = np.angle(fft(h))\n",
+ "plt.figure(figsize=(16, 4))\n",
+ "plt.subplot(2, 2, 1)\n",
+ "plt.title('LFM-signal')\n",
+ "plt.plot(tt, np.real(h))\n",
+ "plt.plot(tt, np.imag(h))\n",
+ "plt.xlim([0, tau])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Time [s]')\n",
+ "plt.ylabel('Amplitude')\n",
+ "plt.subplot(2, 2, 2)\n",
+ "plt.title('Amplitude Spectrum')\n",
+ "plt.plot(ff, sft)\n",
+ "plt.plot([f0-df/2,f0-df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0+df/2,f0+df/2],[0, np.max(sft)], 'r--')\n",
+ "plt.plot([f0-df/2,f0+df/2],[Ah/2 , Ah/2 ], 'r--')\n",
+ "plt.plot([f0,f0], [0, np.max(sft)], 'b--')\n",
+ "plt.plot([0,fs],[Ah, Ah], 'b--')\n",
+ "plt.annotate(('f0=%d Hz, Ah=%d'%(f0, Ah)), (f0+df, Ah + 2 ))\n",
+ "plt.annotate((' df(Ah/2)=F=%d Hz'%df), (f0+df/2, Ah/2 ))\n",
+ "plt.plot([fs-f0,fs-f0], [0, np.max(sft)], 'b--')\n",
+ "plt.annotate(('fs-f0=%d Hz'%(fs-f0)), (fs-f0+df, Ah + 2 ))\n",
+ "plt.xlim([0, fs])\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Magnitude')\n",
+ "\n",
+ "plt.subplot(2, 2, 4)\n",
+ "plt.plot(ff, P)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "\n",
+ "ddf = int(100/2)\n",
+ "\n",
+ "plt.subplot(2, 2, 3)\n",
+ "left = P[0 : ddf]\n",
+ "right = P[N - ddf : N]\n",
+ "# ff = np.linspace(-len(left), len(right), len(left) + len(right), endpoint=False)\n",
+ "print(left)\n",
+ "print(right)\n",
+ "plt.plot(np.linspace(0, len(left), len(left), endpoint=True), left)\n",
+ "plt.plot(np.linspace(-len(right), 0, len(right), endpoint=True), right)\n",
+ "plt.grid(True)\n",
+ "plt.xlabel('Frequency [Hz]')\n",
+ "plt.ylabel('Phase / pi')\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "3. Сформировать сжатый ЛЧМ-сигнал, воспользовавшись алгоритмом быстрой свертки. Для этого достаточно в частотной области перемножить спектры сигнала, полученного на этапе 3.3 и импульсной характеристики, после чего выполнить ОБПФ."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 325,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "2.0943951023931953\n",
+ "10.770628049070703\n",
+ "phi= -2.617837908712002\n",
+ "i_max= 201\n",
+ "dt= 0.07142857142857142\n",
+ "t_max= 0.24937965260545905\n",
+ "A_max= 201.50000000000003\n",
+ "abs = 201.42277279902942\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "Num = 3 # номер по списку\n",
+ "fs = 800 + 2 * Num # частота дискретизации\n",
+ "f0 = 180 + Num # центральная частота\n",
+ "df = 25 + Num # полоса ЛЧМ-сигнала(2 дивиации)\n",
+ "N = 1024 # период сигнала в дискретах\n",
+ "Ni = 400 + Num # длительность ЛЧМ-сигнала в дискретах\n",
+ "A = Num / 30 # амлитуда отраженного ЛЧМ сигнала\n",
+ "phi0 = 2 * np.pi / Num # начальная фаза отраженного ЛЧМ-сигнала\n",
+ "\n",
+ "print(phi0)\n",
+ "\n",
+ "# fs = 25e3 # Частота дискретизации, Гц\n",
+ "# f0 = 3000 # Несущая частота, Гц\n",
+ "# df = 1200 # Полоса ЛЧМ-сигнала, Гц\n",
+ "# N = 8192 # Количество дискретов (период сигнала в дискретах)\n",
+ "# Ni = 1001 # Длительность ЛЧМ-импульса\n",
+ "# A = 0.3 # Амплитуда отраженного сигнала, В\n",
+ "T = 1 / fs # Период дискретизации\n",
+ "tau = N*T # Период сигнала в секундах\n",
+ "\n",
+ "# Оси времени и частоты\n",
+ "tt = np.linspace(0, tau, N, endpoint=False)\n",
+ "ff = np.linspace(0, fs, N, endpoint=False)\n",
+ "\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 2 * f0 * T - df* T\n",
+ "c = phi0 / np.pi\n",
+ "s = np.zeros(N, dtype=complex)\n",
+ "s_demod = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(0, Ni - 1, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " s[i % N] = Am * np.cos(np.pi * (a * (i ** 2) + b * i + c))\n",
+ " s_demod[i % N] = s[i % N] * np.exp(-1j * (2 * np.pi * f0 * i * T ))\n",
+ "\n",
+ "# Амплитудный спектр FМ-сигнала\n",
+ "sft = np.abs(fft(s_demod))\n",
+ "\n",
+ "# Пример реализации идеального ФНЧ в частотной области\n",
+ "lowpass = np.ones(N)\n",
+ "Nc = int(np.round(3000*N/fs))\n",
+ "lowpass[Nc:N-Nc] = 0\n",
+ "\n",
+ "spec_filtered = fft(s_demod) * lowpass # спектр сигнала после применения ФНЧ\n",
+ "s_filtered = ifft(spec_filtered) # сигнал во временной области после применения ФНЧ\n",
+ "\n",
+ "a = (df * T)/(Ni)\n",
+ "b = 0\n",
+ "h = np.zeros(N, dtype=complex)\n",
+ "n = np.linspace(math.ceil((- Ni) / 2), (Ni) / 2, Ni, dtype=int)\n",
+ "for i in n:\n",
+ " h[i % N] = np.exp(-1j * (np.pi * a * i ** 2 ))\n",
+ "\n",
+ "# Квадратурная демодуляция, снятие с несущей частоты\n",
+ "# Проверка правильности формы ЛЧМ-сигнала по его спектральным характеристикам\n",
+ "Ah = A * np.sqrt( Ni / (df * T))\n",
+ "print(Ah)\n",
+ "\n",
+ "\n",
+ "spec_h = fft(h)\n",
+ "s_compgessed = ifft(spec_filtered * spec_h)\n",
+ "\n",
+ "dt = 1 / (0.5 * df)\n",
+ "abs_s_compressed = np.abs(s_compgessed) # Модуль сжатого сигнала\n",
+ "i_max = np.argmax(abs_s_compressed) # Положение максимума сжатого сигнала\n",
+ "phi = np.arctan2(np.imag(s_compgessed[i_max]), np.real(s_compgessed[i_max])) # фаза сжатого сигнала\n",
+ "\n",
+ "dt = 1 / (0.5 * df)\n",
+ "t_max = i_max * T\n",
+ "\n",
+ "A_s = Am / 2 * np.sqrt(Ni/(df * T))\n",
+ "A_h = Am * np.sqrt(Ni/(df * T))\n",
+ "\n",
+ "A_max = df * T * A_s * A_h\n",
+ "\n",
+ "print('phi=',phi)\n",
+ "print('i_max=',i_max)\n",
+ "print('dt=',dt)\n",
+ "print('t_max=',t_max)\n",
+ "print('A_max=',A_max)\n",
+ "print('abs =', np.max(abs_s_compressed))\n",
+ "\n",
+ "plt.grid()\n",
+ "plt.plot(tt, np.real(s_compgessed))\n",
+ "plt.plot(tt, np.imag(s_compgessed))\n",
+ "plt.plot(tt, np.abs(s_compgessed))\n",
+ "plt.legend(['real', 'imag', 'abs'])\n",
+ "plt.xlim([0, 2 * t_max])\n",
+ "\n",
+ "plt.plot(t_max, np.max(abs_s_compressed),'*')\n",
+ "plt.annotate((' i_max=%d'%(i_max)), (t_max + dt/2,np.max(abs_s_compressed) ))\n",
+ "\n",
+ "plt.plot([t_max - dt/2,t_max - dt/2],[np.min(np.real(s_compgessed)), np.max(abs_s_compressed)], 'b--')\n",
+ "plt.plot([t_max + dt/2,t_max + dt/2],[np.min(np.real(s_compgessed)), np.max(abs_s_compressed)], 'b--')\n",
+ "plt.plot([t_max - dt/2,t_max + dt/2],[np.max(abs_s_compressed)/2 , np.max(abs_s_compressed)/2 ], 'b--')\n",
+ "plt.annotate((' dt=%f'%(dt)), (t_max + dt/2,np.max(abs_s_compressed)/2 ))\n",
+ "\n",
+ "plt.annotate((' t_max=%f'%(t_max)), (t_max + dt/2,np.max(abs_s_compressed) - 20 ))\n",
+ "\n",
+ "plt.show()"
+ ]
},
{
"attachments": {
@@ -21,7 +769,7 @@
},
{
"cell_type": "code",
- "execution_count": 45,
+ "execution_count": 326,
"metadata": {},
"outputs": [
{
@@ -68,7 +816,7 @@
},
{
"cell_type": "code",
- "execution_count": 46,
+ "execution_count": 327,
"metadata": {},
"outputs": [
{
@@ -146,7 +894,7 @@
},
{
"cell_type": "code",
- "execution_count": 47,
+ "execution_count": 328,
"metadata": {},
"outputs": [
{
@@ -178,7 +926,7 @@
},
{
"cell_type": "code",
- "execution_count": 48,
+ "execution_count": 329,
"metadata": {},
"outputs": [
{
@@ -217,7 +965,7 @@
},
{
"cell_type": "code",
- "execution_count": 49,
+ "execution_count": 330,
"metadata": {},
"outputs": [
{
@@ -269,7 +1017,7 @@
},
{
"cell_type": "code",
- "execution_count": 50,
+ "execution_count": 331,
"metadata": {},
"outputs": [
{
@@ -307,7 +1055,7 @@
},
{
"cell_type": "code",
- "execution_count": 51,
+ "execution_count": 332,
"metadata": {},
"outputs": [
{
@@ -342,7 +1090,7 @@
},
{
"cell_type": "code",
- "execution_count": 52,
+ "execution_count": 333,
"metadata": {},
"outputs": [
{
@@ -367,32 +1115,9 @@
},
{
"cell_type": "code",
- "execution_count": 53,
+ "execution_count": 334,
"metadata": {},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "0: fi = -1.000000000000003\n",
- "1: fi = -0.9999999999999996\n",
- "2: fi = -1.0000000000000004\n",
- "3: fi = -0.9999999999999994\n",
- "4: fi = -1.0000000000000029\n",
- "5: fi = -0.9999999999999973\n",
- "6: fi = -1.0000000000000044\n",
- "7: fi = -0.9999999999999966\n",
- "0 : -0.79\n",
- "1 : -0.79\n",
- "2 : -0.79\n",
- "3 : -0.79\n",
- "4 : -0.79\n",
- "5 : -0.79\n",
- "6 : -0.79\n",
- "7 : -0.79\n"
- ]
- }
- ],
+ "outputs": [],
"source": [
"# import cmath\n",
"\n",
@@ -417,7 +1142,7 @@
},
{
"cell_type": "code",
- "execution_count": 54,
+ "execution_count": 335,
"metadata": {},
"outputs": [
{
@@ -458,7 +1183,7 @@
},
{
"cell_type": "code",
- "execution_count": 55,
+ "execution_count": 336,
"metadata": {},
"outputs": [
{
@@ -512,7 +1237,7 @@
},
{
"cell_type": "code",
- "execution_count": 56,
+ "execution_count": 337,
"metadata": {},
"outputs": [
{