{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# TP3 - analyse d'un cirucit en régime variable" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## mesures" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ici vous rentrez vos valeurs de fréquences pour lesquelles vous avez réalié les mesures de tension et phase" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "Freq = np.array([])# en Hz\n", "VGBF=np.array([])# en volt\n", "Vsortie=np.array([]) # en volt\n", "Dt=np.array([]) # en seconde\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## calcul du gain et de la phase" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "G=20*np.log10(Vsortie/VGBF)\n", "Phase=Freq*Dt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## affichage" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "f = plt.figure(figsize=(15,7),dpi=80)\n", "ax1 = f.add_subplot(121)\n", "ax2 = f.add_subplot(122)\n", "\n", "ax1.plot(Freq,G,'*--',label='mesure')\n", "ax1.set_xscale('log')\n", "ax1.set_xlabel('Fréquence en Hz',fontsize=16)\n", "ax1.set_ylabel('Gain en dB',fontsize=16)\n", "ax1.set_title('caractérisation du gain')\n", "ax1.grid(True,which=\"both\")\n", "ax1.legend(loc='lower left',fontsize=16)\n", "\n", "ax2.plot(Freq,Phase,'*--',label='mesure')\n", "ax2.set_xscale('log')\n", "ax2.set_xlabel('Fréquence en Hz',fontsize=16)\n", "ax2.set_ylabel('Phase en rd',fontsize=16)\n", "ax2.set_title('caractérisation de la phase')\n", "ax2.grid(True,which=\"both\")\n", "ax2.legend(loc='lower left',fontsize=16)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "raw", "metadata": {}, "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.8.11" } }, "nbformat": 4, "nbformat_minor": 1 }