{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "

Ábrák készítése (matplotlib)

\n", "
\n", "\n", "\n", "Ebben a Notebookban bemutatjuk a python nyelv hogyan kell ábrákat készíteni a pythonban." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Adatok ábrázolása\n", "\n", "Ez hasonlóan működik, mint a gnuplot, viszont itt számtalan dolgot kell beállítani, amire a gnuplotban nem volt szükség, mivel az a program alapból tudta azokat.\n", "\n", "Ehhez a feladathoz a **`matplotlib.pyplot`** csomagot kell használni." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Populating the interactive namespace from numpy and matplotlib\n" ] } ], "source": [ "%pylab inline \n", "# Ezzel kell kezdeni, hogy megjelenjenek az ábrák a notebookban\n", "# Az alapvető matplotlib és numpy függvényeket ez be is tölti" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A fenti utasítás a következő importálásokat tartalmazza:\n", ">```python\n", "import numpy as np\n", "import matplotlib\n", "import matplotlib.pyplot as plt \n", "from matplotlib import pylab, mlab\n", "```\n", "```python\n", "from IPython.display import display\n", "from IPython.core.pylabtools import figsize, getfigs\n", "```\n", "```python\n", "from pylab import *\n", "from numpy import *\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Egyszerű plot" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "a=[1,2,3,4] # \"a\" vektor megadása\n", "plot(a) # ábrázolás\n", "show() # Ábra megjelenítése (ez a jupyterben el is maradhat)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Képméret megváltoztatása (`figsize()` parancs)\n", "\n", "A megjelenő kép méretét a `figsize(X,Y)` paranccsal lehet megváltoztatni. Fontos megjegyezni, hogy ez minden képre érvényes lesz, ami a parancs után áll. Ha csak 1 adott képet akarunk megnövelni, a kép után újra ki kell adni a figsize parancsot a kisebb méret visszaállításához." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "figsize(12,12) #Képméret megváltoztatása" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A következőkben bemutatjuk, hogyan lehet \"szebb\" ábrákat készíteni." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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SjXAqV7BhJxoAAKCaPTN7pTI3F+j1Yb3Von5t13HgBbwtAgAAqEbfr9yhCXPX6vqkVhrY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\nAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot([1, 2, 3, 4], [1, 4, 9, 16]) # közvetlen is lehet adatokat megadni a plot-nak\n", "xlabel('számok') # x tengely felirata\n", "ylabel('másik számok') # y tengely felirata" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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GvTd7vSbMWOd5vm5irJ4d2F1xMdS2UML/DQAAgBqyenux7n1nvq+dxy/tphb1kx0lwtGi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\nAABwiBANAAAAOESIBgAAABz6P51EkPksH++rAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot([1, 2, 3, 4], [1, 4, 9, 16], linewidth=10.0) # így lehet a vonalvastagságot megváltoztatni\n", "xlabel('számok')\n", "ylabel('másik számok')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Szín és marker megváltoztatása\n", "\n", "Erről bővebben itt találsz infót: http://matplotlib.org/api/markers_api.html\n", "\n", "Illetve: http://matplotlib.org/api/colors_api.html" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[0, 6, 0, 20]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "figsize(6,4) # megszokott ábraméret visszaállítása\n", "plot([1,2,3,4], [1,4,9,16], 'ro') # A szín és a \"marker\" típusa is lehet más: piros körök\n", "axis([0, 6, 0, 20])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Több görbe ábrázolása\n", "\n", "Vagy egymás után adunk ki több plot parancsot vagy egy parancson belül is fel tudunk sorolni több adatsort." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[,\n", " ,\n", " ]" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "t = [0.,0.2,0.4,0.6,0.8,1.,1.2,1.4,1.6,1.8,2.,2.2,2.4,2.6,2.8,3.,3.2,3.4,3.6,3.8,4.,4.2,4.4,4.6,4.8]\n", "u = [0.0,0.04,0.16,0.36,0.64,1.0,1.44,1.96,2.56,3.24,4.0,4.84,5.76,6.76,7.84,9.0,10.24,11.56,12.96,14.44,16.0,17.64,19.36,21.16,23.04]\n", "v = [0.0,0.008,0.064,0.216,0.512,1.0,1.728,2.744,4.096,5.832,8.0,10.648,13.824,17.576,21.952,27.0,32.768,39.304,46.656,54.872,64.0,\n", " 74.088,85.184,97.336,110.592]\n", "\n", "# piros szagatott vonalak, kék nágyzetek, és zöld háromszögek\n", "plot(t, t, 'r--', t, u, 'bs', t, v, 'g^')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### A `subplot()` parancs, avagy több kisebb képre osszuk fel a mezőt\n", "\n", "Lehetőség van több ábrát is készíteni egymás alá/mellé. Erre szolgál a `subplot` parancs.\n", "\n", "Szintaxisa: subplot(Sorok száma, Oszlopok száma, Hanyadik kép)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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