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@kaizu
Created October 29, 2015 03:01
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"%matplotlib inline\n",
"from ecell4 import *"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"image/png": 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n4yaLjsbsjVWeqgvWEILk0NssuVPpxuf3+w3RTSXJvqj16AT9bpmstNhUn/RG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\nAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f23257cc410>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"viz.plot_world_with_matplotlib(load_world(\"../Examples/minde100.h5\"), species_list=[\"MinD\", \"MinEE_M\", \"MinDEE\", \"MinDEED\"])"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"('=>', 0)\n",
"('=>', 5)\n",
"('=>', 10)\n",
"('=>', 15)\n",
"('=>', 20)\n",
"('=>', 25)\n",
"('=>', 30)\n",
"('=>', 35)\n",
"('=>', 40)\n",
"('=>', 45)\n",
"('=>', 50)\n",
"('=>', 55)\n",
"('=>', 60)\n",
"('=>', 65)\n",
"('=>', 70)\n",
"('=>', 75)\n",
"('=>', 80)\n",
"('=>', 85)\n",
"('=>', 90)\n",
"('=>', 95)\n",
"('=>', 100)\n",
"('=>', 105)\n",
"('=>', 110)\n",
"('=>', 115)\n",
"('=>', 120)\n",
"('=>', 125)\n",
"('=>', 130)\n",
"('=>', 135)\n",
"('=>', 140)\n",
"('=>', 145)\n",
"('=>', 150)\n",
"('=>', 155)\n",
"('=>', 160)\n",
"('=>', 165)\n",
"('=>', 170)\n",
"('=>', 175)\n",
"('=>', 180)\n"
]
}
],
"source": [
"worlds = []\n",
"for i in range(0, 181, 5):\n",
" worlds.append(spatiocyte.SpatiocyteWorld(\"../Examples/minde%03d.h5\" % i))\n",
" print('=>', i)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Start generating species_list ...\n",
"Start preparing mplot3d ...\n",
"Start making animation ...\n",
"Start generating a movie ...\n"
]
},
{
"data": {
"text/html": [
"<video controls>\n",
" <source src=\"data:video/x-webm;base64,GkXfowEAAAAAAAAfQoaBAUL3gQFC8oEEQvOBCEKChHdlYm1Ch4ECQoWBAhhTgGcBAAAAAAJn1RFN\n",
"m3RALU27i1OrhBVJqWZTrIHfTbuMU6uEFlSua1OsggEuTbuNU6uEHFO7a1OsgwJnuOwBAAAAAAAA\n",
"owAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA\n",
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"\" type=\"video/webm\">\n",
" Your browser does not support the video tag.\n",
" </video>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"viz.plot_movie_with_matplotlib(worlds, species_list=[\"MinD\", \"MinEE_M\", \"MinDEE\", \"MinDEED\"])"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"('=>', 0)\n",
"('=>', 2)\n",
"('=>', 4)\n",
"('=>', 6)\n",
"('=>', 8)\n",
"('=>', 10)\n",
"('=>', 12)\n",
"('=>', 14)\n",
"('=>', 16)\n",
"('=>', 18)\n",
"('=>', 20)\n",
"('=>', 22)\n",
"('=>', 24)\n",
"('=>', 26)\n",
"('=>', 28)\n",
"('=>', 30)\n",
"('=>', 32)\n",
"('=>', 34)\n",
"('=>', 36)\n",
"('=>', 38)\n",
"('=>', 40)\n",
"('=>', 42)\n",
"('=>', 44)\n",
"('=>', 46)\n",
"('=>', 48)\n",
"('=>', 50)\n",
"('=>', 52)\n",
"('=>', 54)\n",
"('=>', 56)\n",
"('=>', 58)\n",
"('=>', 60)\n",
"('=>', 62)\n",
"('=>', 64)\n",
"('=>', 66)\n",
"('=>', 68)\n",
"('=>', 70)\n",
"('=>', 72)\n",
"('=>', 74)\n",
"('=>', 76)\n",
"('=>', 78)\n",
"('=>', 80)\n",
"('=>', 82)\n",
"('=>', 84)\n",
"('=>', 86)\n",
"('=>', 88)\n",
"('=>', 90)\n",
"('=>', 92)\n",
"('=>', 94)\n",
"('=>', 96)\n",
"('=>', 98)\n",
"('=>', 100)\n",
"('=>', 102)\n",
"('=>', 104)\n",
"('=>', 106)\n",
"('=>', 108)\n",
"('=>', 110)\n",
"('=>', 112)\n",
"('=>', 114)\n",
"('=>', 116)\n",
"('=>', 118)\n",
"('=>', 120)\n"
]
}
],
"source": [
"worlds = []\n",
"for i in range(0, 121, 2):\n",
" worlds.append(meso.MesoscopicWorld(\"../Examples/mesode%03d.h5\" % i))\n",
" print('=>', i)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Start generating species_list ...\n",
"Start preparing mplot3d ...\n",
"Start making animation ...\n",
"Start generating a movie ...\n"
]
},
{
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"\" type=\"video/webm\">\n",
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" </video>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"viz.plot_movie_with_matplotlib(worlds, species_list=[\"D\", \"DE\"])"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.6"
}
},
"nbformat": 4,
"nbformat_minor": 0
}
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