{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Matplotlib -- popisky, značky\n", "=================================\n", "\n", "Text v obrázku a popisky os\n", "------------------------------\n", "\n", "* text: \n", "* popisky os: \n", "* vodící linky: " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[-50. -40. -30. -20. -10. 0. -12. -25.]\n" ] }, { "data": { "text/plain": [ "[]" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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Y60o9HdsKmkrNui/aqlSzXp3NBs8/D+eeC1dd5d2HTuvLGRAQwNatW8nIyOCr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\nnXuudPLJ0mWXWV0RQAzGdGTWjV2DXKk95Etm3YixZNYDjliDvcUerNh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}, "metadata": {}, "output_type": "display_data" } ], "source": [ "f=logspace(0,4,1000)\n", "\n", "C=1e-6\n", "R=3e3\n", "\n", "au=(1./(1j*2*pi*f*C)) / (R+(1./(1j*2*pi*f*C)))\n", "\n", "fig=figure()\n", "ax=subplot(111)\n", "semilogx(f,20*log10(abs(au)))\n", "grid(True,'both')\n", "text(200,-10,'-20dB/dek',size=20,rotation=-50)\n", "figtext(0.8,0.05,'OSA X')\n", "figtext(0.05,0.8, 'OSA Y',rotation=90)\n", "\n", "l = plt.axvline(x= 1/(2*pi*R*C), ymax=0.95, linestyle='--', linewidth=2, color='#ee55aa')\n", "l = plt.axhline(y=-3, xmin=0, xmax=0.8, linestyle='-.', linewidth=2, color='g')\n", "t=text(1/(2*pi*R*C),-55,'$f_m$',size=16)\n", "\n", "#print ax.get_yticklabels()\n", "\n", "# přidám si speciální místa na osu y\n", "yticks(list(yticks()[0]) + [-12,-25])\n", "print yticks()[0]\n", "# přidám ještě speciálnější popisek\n", "yticks(list(yticks()[0]) + [-3], list(yticks()[0]) + ['pokles o -3dB'] )\n", "# yticks()[0] jsou tiky\n", "# yticks()[1] jsou popisky -- objekty typy Text; takže volám Text.set_color() na poslední přidaný prvek\n", "yticks()[1][-1].set_color('r')\n", "\n", "# ... nebo jíný způsob -- chová se tovhu jinak\n", "#ax.set_yticks(ax.get_yticks()+[-3] )\n", "\n", "\n", "# do grafu přidám další graf\n", "ax=fig.add_axes([0.7,0.4,0.3,.4], axisbg='yellow', alpha=0.1)\n", "ax.set_yticks([-3])\n", "ax.set_yticklabels(['-3'])\n", "ax.grid()\n", "ax.plot(f,20*log10(abs(au)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Graf v grafu\n", "-----------------" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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likuT0MIcnJ3z8fnni9Gs2XqsWvUHIiP55ucff7wJiUSN3357BxJJ2XvdGq/i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}, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "from matplotlib import pyplot as plt\n", "from scipy import randn, convolve\n", "\n", "#data\n", "t = np.arange(0.0, 20.0, 0.001)\n", "r = np.exp(-t[:1000]/0.05) \n", "x = randn(len(t))\n", "s = convolve(x,r)[:len(x)]*0.001\n", "theta = 2 * np.pi * t\n", "#\n", "fig = plt.figure(figsize=(7, 6))\n", "#main\n", "plt.plot(t, s)\n", "plt.axis([0, 1, np.amin(s), 2.5*np.amax(s)])\n", "plt.xlabel('xlabel')\n", "plt.ylabel('ylabel')\n", "#polar\n", "ax = fig.add_axes([0.2, 0.47, 0.30, 0.40], polar=True, axisbg='yellow')\n", "ax.plot(theta, t, color='blue', lw=3)\n", "ax.set_rmax(1.0)\n", "plt.grid(True)\n", "\n", "plt.show() " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Různé styly šipek\n", "------------------\n", "\n", "* Použitelná je IMHO FancyArroPatch: " ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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}, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import matplotlib.patches as mpp\n", "fig = plt.figure(figsize=(7,4))\n", "ax=fig.add_subplot(111)\n", "ax.axis([520,580, 0,0.2])\n", "a = plt.arrow(550,0.06,15,0.1, width=0.01, head_length=1.)\n", "ax.add_patch(a)\n", "b = mpp.YAArrow(fig, (555,0.16), (540,0.06), width=0.01, headwidth=0.03)\n", "ax.add_patch(b)\n", "c = mpp.FancyArrowPatch((530,0.06), (545,0.16), arrowstyle='<|-|>', lw=2, mutation_scale=50, color='k')\n", "ax.add_patch(c)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ja na text, šipky, popisky\n", "--------------------------\n", "\n", "* boxstyle (když chci text do rámečku): \n", "* FancyArroPatch: " ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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AwkJg7NiWA/gRwAsAznryuyKiQKD4UhPs+RKPPQLiMeee1WLhVVEBlJUB/ftfGtHq2RNY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\nuXjMuXjMeXAa07cdU1JS0N/f73FdQUEB6urqAAA5OTnYuHE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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.patches as mpp\n", "\n", "ax=subplot(111)\n", "axis([0,300, 0,400])\n", "grid(True,'both')\n", "\n", "# linestyle or ls \t[‘solid’ | ‘dashed’ | ‘dashdot’ | ‘dotted’]\n", "c = mpp.FancyArrowPatch((50,300), (150,200), arrowstyle='<|-|>', \n", " lw=2, linestyle='dotted', mutation_scale=20,\n", " color='green', label='popisek', alpha=0.5)\n", "ax.add_patch(c)\n", "legend()\n", "text(90,240,'BB',size=32)\n", "\n", "# i anntate použíévá class matplotlib.patches.FancyArrowPatch\n", "\n", "annotate('Ahoj', xy=(200,150),size=20, xytext=(250,200),\n", " arrowprops=dict(arrowstyle=\"->\",\n", " connectionstyle=\"arc3,rad=0.2\",\n", " fc=\"w\") \n", " )\n", "\n", "\n", "annotate('Q', xy=(100,100),size=20, xytext=(150,100),\n", " arrowprops=dict(arrowstyle=\"->\",connectionstyle=\"arc3,rad=0\", ), \n", " )\n", "annotate('B', xy=(200,100),size=20, xytext=(150,100),\n", " arrowprops=dict(arrowstyle=\"->\",connectionstyle='bar') ,\n", " horizontalalignment='right', verticalalignment='top' \n", " )\n", "\n", "####################\n", "# Bubliny\n", "bbox_props = dict(boxstyle=\"rarrow,pad=0.3\", fc=\"cyan\", ec=\"b\", lw=2)\n", "t = ax.text(150,300, \"Direction\", ha=\"center\", va=\"center\", rotation=45,\n", " size=15,\n", " bbox=bbox_props)\n", "\n", "bbox_props = dict(boxstyle=\"round,pad=0.3\", fc=\".9\", ec=\"b\", lw=2)\n", "t=annotate(u'Carsonův odhad', xy=(150,120),size=16, xytext=(40,20),bbox=bbox_props,\n", " arrowprops=dict(arrowstyle=\"->\", connectionstyle=\"arc3,rad=-1.5\", fc=\"w\") \n", " )" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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WsTRuLCfwQG5jJiZWzftVFaYFj1IO2rABhg6VuGlTnTPoJa0LvmWA9SIAX3AZ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\ns5X+50xa4XGizz4zgp3wcCYql9n06UbYP2IEsHy5E55UnG78eCPYefJ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}, "metadata": {}, "output_type": "display_data" } ], "source": [ "ax=subplot(111)\n", "\n", "X = np.linspace(-np.pi, np.pi, 256,endpoint=True)\n", "C,S = np.cos(X), np.sin(X)\n", "\n", "plot(X, C, color=\"blue\", linewidth=2.5, linestyle=\"-\", label=\"cosine\")\n", "plot(X, S, color=\"red\", linewidth=2.5, linestyle=\"-\", label=\"sine\")\n", "\n", "\n", "#############Přesnun popisků na \"klasické\" místo\n", "#ax = gca()\n", "ax.spines['right'].set_color('none')\n", "ax.spines['top'].set_color('none')\n", "ax.xaxis.set_ticks_position('bottom')\n", "ax.spines['bottom'].set_position(('data',0))\n", "ax.yaxis.set_ticks_position('left')\n", "ax.spines['left'].set_position(('data',0))\n", "\n", "\n", "############# Popisky os\n", "xlim(X.min()*1.1, X.max()*1.1)\n", "xticks([-np.pi, -np.pi/2, 0, np.pi/2, np.pi],\n", " [r'$-\\pi$', r'$-\\pi/2$', r'$0$', r'$+\\pi/2$', r'$+\\pi$'])\n", "\n", "ylim(C.min()*1.1,C.max()*1.1)\n", "yticks([-1, +1],\n", " [r'$-1$', r'$+1$'])\n", "\n", "t = 2*np.pi/3\n", "\n", "\n", "## modrá čárkovaná čára\n", "plot([t,t],[0,np.cos(t)],\n", " color ='blue', linewidth=1.5, linestyle=\"--\")\n", "## modrý puntík\n", "scatter([t,],[np.cos(t),], 50, color ='blue')\n", "## popisek k modrému puntíku\n", "annotate(r'$\\sin(\\frac{2\\pi}{3})=\\frac{\\sqrt{3}}{2}$', xy=(t, np.sin(t)), xycoords='data',\n", " xytext=(+10, +30), textcoords='offset points', fontsize=16,\n", " arrowprops=dict(arrowstyle=\"->\", connectionstyle=\"arc3,rad=.2\"))\n", "\n", "### červená čárkovaná čára\n", "plot([t,t],[0,np.sin(t)],\n", " color ='red', linewidth=1.5, linestyle=\"--\")\n", "## červený puntík\n", "scatter([t,],[np.sin(t),], 50, color ='red')\n", "## červený popisek\n", "annotate(r'$\\cos(\\frac{2\\pi}{3})=-\\frac{1}{2}$', xy=(t, np.cos(t)), xycoords='data',\n", " xytext=(-90, -50), textcoords='offset points', fontsize=16,\n", " arrowprops=dict(arrowstyle=\"->\", connectionstyle=\"arc3,rad=.2\"))\n", "\n", "legend(loc='upper left')\n", "\n", "# savefig(\"../figures/exercice_9.png\",dpi=72)\n", "#show()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": false }, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.5.3" } }, "nbformat": 4, "nbformat_minor": 0 }