{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# pyplot_animation" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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OMqGkcWMdFSoYSElRkJ5udzREBWP7dqvprnVrjVfWh5gePVQYBpvw6HdMjKnI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\nJ2GkpTk5ebJrday33rIyY4YTnw+2bHEzfHjwOtY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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from matplotlib import animation as ani\n", "import seaborn as sns\n", "\n", "num_frame = 80.\n", "x_range= 7\n", "\n", "def animate(nframe):\n", " # global num_frame\n", " plt.clf()\n", " a = ((5*nframe/num_frame) -.5) * np.pi\n", " x = np.linspace(-x_range, x_range, 200)\n", " y = np.sin(x+a)\n", "\n", " plt.xlim(-x_range, x_range)\n", " plt.ylim(-1.1,1.1)\n", " plt.plot(x, y, c=\"b\")\n", "\n", "fig = plt.figure(figsize=(12,5))\n", "anim = ani.FuncAnimation(fig, animate, frames=int(num_frame))#, blit=True)\n", "anim.save('anim_test.gif', writer='imagemagick', fps=5, dpi=64)" ] } ], "metadata": { "hide_input": false, "kernelspec": { "display_name": "Python [default]", "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": "3.5.2" }, "toc": { "toc_cell": false, "toc_number_sections": true, "toc_threshold": 6, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 0 }