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@alekseygenerozov
Created August 13, 2014 16:58
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conservation experiment
{
"metadata": {
"name": "",
"signature": "sha256:2a304e7397cb4ea390c4959017c9635006e460c911ea55eca02b1bc26b550819"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"import dill\n",
"\n",
"gal=dill.load(open('/Users/aleksey/Second_Year_Project/hydro/batch_collected/NGC4551/vw_500.0/grid.p', 'rb'))\n",
"gal.outdir='./tmp'\n",
"\n",
"gal.cons_plot(dict1={'marker':'s'}, dict2={'marker':'s'})\n"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"png": 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gfeqg0+Xz+XTC/VMD2g45oJY2Fzo/UqzDoC+UkZaq+kFm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\nlOmrH3faXvv6F+vUoWWubnlmXp11RCM01NVnoJW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SGempuu7JOX5tX40pUEpK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U5ErkJggg==\n",
"prompt_number": 1,
"text": [
"<matplotlib.figure.Figure at 0x105e53a10>"
]
}
],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": [
"import dill\n",
"\n",
"gal=dill.load(open('/Users/aleksey/Second_Year_Project/hydro/batch_collected/NGC4551/vw_500.0/grid.p', 'rb'))\n",
"gal.outdir='./tmp'\n",
"\n",
"gal.vel=1.3*gal.vel\n",
"gal.temp=1.3*gal.temp\n",
"gal._cons_update()\n",
"gal.cons_plot(dict1={'marker':'s'}, dict2={'marker':'s'})\n"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"png": 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AgCtiCU8zZszQqlWrHPv74osv1KRJE8e2RYsW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\nnpCUJ+mv1tpArAVVVvHyKJdEAW8wwgYAsXHrkmjEgc1a27u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PH91///264oor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"prompt_number": 3,
"text": [
"<matplotlib.figure.Figure at 0x108e8ec10>"
]
}
],
"prompt_number": 3
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
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