{
"nbformat": 4,
"nbformat_minor": 0,
"metadata": {
"colab": {
"name": "Optimalen_kondenzator.ipynb",
"provenance": [],
"collapsed_sections": [],
"include_colab_link": true
},
"kernelspec": {
"name": "python3",
"display_name": "Python 3"
}
},
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
""
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "oFug1V1pRyUV",
"colab_type": "text"
},
"source": [
"# Iskanje optimalne konfiguracije za izenačenje polja pri različnih frekvencah\n",
"\n",
"## Zaporedna resonanca\n",
"\n",
"Računam XL+XC za konstanten L in C"
]
},
{
"cell_type": "code",
"metadata": {
"id": "6GrjuLuA9cZf",
"colab_type": "code",
"outputId": "138e6ca9-096f-4f42-8262-dcb1dd8445d2",
"colab": {
"base_uri": "https://localhost:8080/",
"height": 644
}
},
"source": [
"import numpy as np\n",
"import math\n",
"import matplotlib.pyplot as plt\n",
"\n",
"L=100e-3\n",
"C=100e-6\n",
"\n",
"s=np.arange(0.1,7,0.051)\n",
"freq=pow(10,s)\n",
"\n",
"XL=(2*np.pi*freq)*L\n",
"XC=-1/(2*np.pi*freq*C)\n",
"\n",
"plt.figure(figsize=(15,10))\n",
"plt.title('Xl+XC',fontsize=18)\n",
"plt.ylabel('XL+XC / $\\Omega $',fontsize=18)\n",
"plt.xlabel('Frekvenca / Hz',fontsize=18)\n",
"plt.tick_params(labelsize=18)\n",
"\n",
"plt.loglog(freq,abs(XL+XC))\n",
"plt.grid()\n",
"plt.show()\n"
],
"execution_count": 0,
"outputs": [
{
"output_type": "display_data",
"data": {
"image/png": "iVBORw0KGgoAAAANSUhEUgAAA5QAAAJzCAYAAABwAFzGAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nAAAAAElFTkSuQmCC\n",
"text/plain": [
"