Created
July 23, 2018 21:23
-
-
Save yrevar/aca32910e94f32dfd6d794d015f4af31 to your computer and use it in GitHub Desktop.
This file contains hidden or bidirectional Unicode text that may be interpreted or compiled differently than what appears below. To review, open the file in an editor that reveals hidden Unicode characters.
Learn more about bidirectional Unicode characters
{ | |
"cells": [ | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"import io\n", | |
"import imageio\n", | |
"import numpy as np\n", | |
"from PIL import Image\n", | |
"from IPython import display\n", | |
"import matplotlib.pyplot as plt\n", | |
"\n", | |
"def read_pil_image_from_plt(plt):\n", | |
" buf = io.BytesIO()\n", | |
" plt.savefig(buf, format='png')\n", | |
" buf.seek(0)\n", | |
" return Image.open(buf)\n", | |
"\n", | |
"def create_gif(img_array, file_name=\"./.__gif_sample.gif\", fps=10, cmap=\"gray\"):\n", | |
" \n", | |
" gif_file = file_name\n", | |
" fig = plt.figure(figsize=(4,4))\n", | |
" with imageio.get_writer(gif_file, mode='I', fps=fps) as writer:\n", | |
" for i in range(len(img_array)):\n", | |
" plt.gca().cla()\n", | |
" ax = plt.gca()\n", | |
" plt.imshow(img_array[i], cmap=cmap)\n", | |
" plt.xticks([])\n", | |
" plt.yticks([])\n", | |
" display.clear_output(wait=True)\n", | |
" display.display(plt.gcf())\n", | |
" # GIF\n", | |
" img = read_pil_image_from_plt(plt)\n", | |
" writer.append_data(np.array(img))\n", | |
" plt.clf()\n", | |
" return" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 2, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"image/png": "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\n", | |
"text/plain": [ | |
"<Figure size 288x288 with 1 Axes>" | |
] | |
}, | |
"metadata": {}, | |
"output_type": "display_data" | |
}, | |
{ | |
"data": { | |
"text/plain": [ | |
"<Figure size 288x288 with 0 Axes>" | |
] | |
}, | |
"metadata": {}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"create_gif(np.random.normal(0,1,(30,100,100)))" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"<img src=\"./.__gif_sample.gif\"/>" | |
] | |
} | |
], | |
"metadata": { | |
"kernelspec": { | |
"display_name": "irl_python3", | |
"language": "python", | |
"name": "irl_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": "3.6.1" | |
} | |
}, | |
"nbformat": 4, | |
"nbformat_minor": 2 | |
} |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment