{ "metadata": { "name": "", "signature": "sha256:2ad9b34e78188f259e073740ca96b8284194b9d4422339414e812074c99c54df" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# scilab magic with scilab-5.4.1+ (soon)" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# you must have scilab in your path, like below \n", "import os\n", "os.environ[\"PATH\"] = os.environ[\"PATH\"]+\";\"+r\"C:\\Users\\famille\\AppData\\Local\\scilab-5.4.1\\bin\"" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# this currently suppose to have done pip install import scilab2py \n", "# with scilab2py > 0.3 (not yet out)\n", "import scilab2py\n", "import numpy as np\n", "sci = scilab2py.Scilab2Py()\n", "x = sci.eval(\"zeros(3,3)\")\n", "x" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 2, "text": [ "array([[ 0., 0., 0.],\n", " [ 0., 0., 0.],\n", " [ 0., 0., 0.]])" ] } ], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "%load_ext scilab2py.ipython" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [ "x = %scilab 2+2" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "text": [ "4.0" ] } ], "prompt_number": 4 }, { "cell_type": "code", "collapsed": false, "input": [ "x = %scilab [1 2; 3 4];\n", "x" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "text": [ "[[ 1. 2.]\n", " [ 3. 4.]]" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 5, "text": [ "array([[ 1., 2.],\n", " [ 3., 4.]])" ] } ], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "a = [1, 2, 3]\n", "\n", "%scilab_push a\n", "%scilab a = a * 2;\n", "%scilab_pull a\n", "a\n" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 6, "text": [ "array([[ 2., 4., 6.]])" ] } ], "prompt_number": 6 }, { "cell_type": "code", "collapsed": false, "input": [ "%%scilab -i x -o y\n", "y = x + 3;\n", "y" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "text": [ "[[ 4. 5.]\n", " [ 6. 7.]]" ] } ], "prompt_number": 7 }, { "cell_type": "code", "collapsed": false, "input": [ "%%scilab -f svg\n", "\n", "xset(\"fpf\",\" \")\n", "contour2d(1:10,1:10,rand(10,10),5,rect=[0,0,11,11]);" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "text": [ "[[ 0.82763768 0.66215437 0.49667106 0.33118775 0.16570444]]" ] }, { "metadata": {}, "output_type": "display_data", "svg": [ "\r\n", "\r\n", "0102468135791101024681357911\r\n" ] } ], "prompt_number": 8 }, { "cell_type": "code", "collapsed": false, "input": [ "%%scilab -f jpg\n", "\n", "# simple plot using z = f(x, y)\n", "t = [0: 0.3: 2 * %pi]';\n", "z = sin(t) * cos(t');\n", "plot3d(t, t, z);" ], "language": "python", "metadata": {}, "outputs": [ { "jpeg": 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KLFb3f81Gva9r3ivXr/xX4r16+1XVtVvpr3VdV1S8kubq+uppGkmu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"metadata": {}, "output_type": "display_data" } ], "prompt_number": 9 }, { "cell_type": "code", "collapsed": false, "input": [ "sci=scilab2py.Scilab2Py()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [ "sci.eval(\"2+2\")" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 13, "text": [ "4.0" ] } ], "prompt_number": 13 }, { "cell_type": "code", "collapsed": false, "input": [ "%%scilab -f png\n", "\n", "[x, y] = meshgrid(0:0.1:3);\n", "r = sin(x - 0.5).^2 + cos(y - 0.5).^2;\n", "surf(x, y, r);" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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E5yL4XPMdL6mbq9OuMX08OmAysXLsXz86UBwsSCeBFqf5nPVT/cJ+9j6+nGnw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\n6Xby7Lsa03d87zF9xvfWgX/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} ], "prompt_number": 11 }, { "cell_type": "code", "collapsed": false, "input": [ "%%scilab -g\n", "plot([1,2,3])\n", "# brings up a Scilab plotting GUI" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [ "%scilab exists ones" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "text": [ "0.0" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 13, "text": [ "0.0" ] } ], "prompt_number": 13 }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [] } ], "metadata": {} } ] }