{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Special cases" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Geant4 analysis tools output" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [], "source": [ "from physt.compat.geant4 import load_csv" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Histogram1D(bins=(100,), total=10000.0, dtype=)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "h = load_csv(\"../tests/data/geant-h1.csv\")\n", "h" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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s17dvX3fNNde4HTt2OOecmzRpkhs+fHit/R566KHutttui/QS1Jzj3/72t6B1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\ngpOISIh4TUUAXnAC3a4TSVQKTiIiIda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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "h.plot(\"line\", stats_box=True);" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Histogram1D(bins=(100,), total=10000.0, dtype=)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "h2 = load_csv(\"../tests/data/geant-h2.csv\")\n", "h" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "h2.plot(show_zero=False)" ] } ], "metadata": { "anaconda-cloud": {}, "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" } }, "nbformat": 4, "nbformat_minor": 0 }