{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## 第5章 Matplotlibを使いこなそう\n", "\n", "### 5-4: 線の書式設定" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# リスト5.4.1:線の色と太さの設定\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "plt.style.use(\"ggplot\")\n", "x = np.array([0, 1])\n", "y = [0, 1]\n", "fig = plt.figure(figsize=(9, 3))\n", "ax = fig.add_subplot(111, xlim=(-0.2, 4))\n", "# 線の太さと透明度を設定して描画\n", "ax.plot(x, y, linewidth=1, color=\"b\", label=\"linewidth=1(alpha=1.0)\")\n", "ax.plot(x + 0.1, y, linewidth=1, color=\"b\", alpha=0.5, label=\"linewidth=1(alpha=0.5)\")\n", "ax.plot(x + 0.3, y, linewidth=2, color=\"b\", label=\"linewidth=2(alpha=1.0)\")\n", "ax.plot(x + 0.4, y, linewidth=2, color=\"b\", alpha=0.5, label=\"linewidth=2(alpha=0.5)\")\n", "ax.plot(x + 0.7, y, linewidth=5, color=\"b\", label=\"linewidth=5(alpha=1.0)\")\n", "ax.plot(x + 0.8, y, linewidth=5, color=\"b\", alpha=0.5, label=\"linewidth=5(alpha=0.5)\")\n", "ax.plot(x + 1.1, y, linewidth=10, color=\"b\", label=\"linewidth=10(alpha=1.0)\")\n", "ax.plot(x + 1.3, y, linewidth=10, color=\"b\", alpha=0.5, label=\"linewidth=10(alpha=0.5)\")\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# リスト5.4.2:線の末端形状の設定\n", "x = [0.1, 1]\n", "y = np.array([0, 0])\n", "fig = plt.figure(figsize=(6, 3))\n", "ax = fig.add_subplot(111, xlim=(0, 1.7), ylim=(-0.2, 1.2))\n", "# 線の末端形状を設定して描画\n", "ax.plot(x, y + 1, linewidth=12, solid_capstyle=\"butt\", label=\"butt\")\n", "ax.plot(x, y + 0.5, linewidth=12, solid_capstyle=\"round\", label=\" round\")\n", "ax.plot(x, y, linewidth=12, solid_capstyle=\"projecting\", label=\" projecting\")\n", "ax.legend(loc=1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# リスト5.4.3:線の結合部の形状の設定\n", "x = np.array([0, 1, 2, 3])\n", "y = [0, 1.0, 0.2, 1.2]\n", "fig = plt.figure(figsize=(6, 3))\n", "ax = fig.add_subplot(111, xlim=(0, 4.5))\n", "# 線の結合部の形状を設定して描画\n", "ax.plot(x, y, linewidth=10, solid_joinstyle=\"miter\", label=\"miter\")\n", "ax.plot(x + 0.5, y, linewidth=10, solid_joinstyle=\"round\", label=\"round\")\n", "ax.plot(x + 1.0, y, linewidth=10, solid_joinstyle=\"bevel\", label=\"bevel\")\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# リスト5.4.4:線種を設定\n", "x = np.array([0, 1])\n", "y = np.array([1.9, 1.9])\n", "fig = plt.figure(figsize=(6, 4))\n", "ax = fig.add_subplot(111, xlim=(-0.1, 1.7), ylim=(0, 2))\n", "# 線種を設定して描画\n", "ax.plot(x, y, linewidth=5, color=\"b\", linestyle=\"solid\", label=\"solid\")\n", "ax.plot(x, y - 0.1, linewidth=5, color=\"b\", alpha=0.5, linestyle=\"-\", label=\"-\")\n", "ax.plot(x, y - 0.4, linewidth=5, color=\"b\", linestyle=\"dashed\", label=\"dashed\")\n", "ax.plot(x, y - 0.6, linewidth=5, color=\"b\", alpha=0.5, linestyle=\"--\", label=\"--\")\n", "ax.plot(x, y - 0.9, linewidth=5, color=\"b\", linestyle=\"dashdot\", label=\"dashdot\")\n", "ax.plot(x, y - 1.0, linewidth=5, color=\"b\", alpha=0.5, linestyle=\"-.\", label=\"-.\")\n", "ax.plot(x, y - 1.3, linewidth=5, color=\"b\", linestyle=\"dotted\", label=\"dotted\")\n", "ax.plot(x, y - 1.4, linewidth=5, color=\"b\", alpha=0.5, linestyle=\":\", label=\":\")\n", "ax.plot(x, y - 1.7, linewidth=5, color=\"g\", linestyle=(0, (5, 2)), label=\"(0, (5, 2))\")\n", "ax.plot(x, y - 1.8, linewidth=5, color=\"g\", linestyle=(4, (5, 2)), label=\"(4, (5, 2))\")\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# リスト5.4.5:破線・点線の末端形状の設定\n", "x = [0.1, 1]\n", "y = np.array([0, 0])\n", "fig = plt.figure(figsize=(6, 3))\n", "ax = fig.add_subplot(111, xlim=(0, 1.7), ylim=(-0.2, 1.2))\n", "# 破線 ・ 点線の末端形状を設定して描画\n", "ax.plot(x, y + 1, linewidth=12, linestyle=\"-.\", dash_capstyle=\"butt\", label=\"butt\")\n", "ax.plot(x, y + 0.5, linewidth=12, linestyle=\"-.\", dash_capstyle=\"round\", label=\" round\")\n", "ax.plot(x, y, linewidth=12, linestyle=\"-.\", dash_capstyle=\"projecting\", label=\" projecting\")\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# リスト5.4.6:破線の結合形状の設定\n", "x = np.array([0, 1, 2, 3])\n", "y = [0, 1.0, 0.2, 1.2]\n", "fig = plt.figure(figsize=(6, 3))\n", "ax = fig.add_subplot(111, xlim=(0, 4.5))\n", "# 破線の結合形状を変えて描画\n", "ax.plot(x, y, linewidth=10, linestyle=(0, (3, 0.5)), \n", " dash_joinstyle=\"miter\", label=\"miter\")\n", "ax.plot(x + 0.5, y, linewidth=10, linestyle=(0, (3, 0.5)),\n", " dash_joinstyle=\"round\", label=\"round\")\n", "ax.plot(x + 1.0, y, linewidth=10, linestyle=(0, (3, 0.5)),\n", " dash_joinstyle=\"bevel\", label=\"bevel\")\n", "ax.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "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": "3.6.6" } }, "nbformat": 4, "nbformat_minor": 2 }