{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "%matplotlib widget" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "import numpy as np" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "5f55bdbff37043bb8e9f05835be4c6e3", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fig, ax = plt.subplots()\n", "fig.canvas.width = '7in'\n", "fig.canvas.height= '5in'\n", "\n", "# if I hide the header here, I get a libpng error\n", "# fig.canvas.header_visible = False\n", "\n", "ax.plot([1,2,3], [4,5,3])" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# hiding after rendering works\n", "fig.canvas.header_visible = False" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e0b21d300cff4df3b616fdae74984486", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "[]" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# hiding together with calls to toolbar options, work.\n", "fig, ax = plt.subplots()\n", "fig.canvas.width = '7in'\n", "fig.canvas.height= '5in'\n", "\n", "fig.canvas.toolbar_visible = False\n", "fig.canvas.header_visible = False\n", "\n", "ax.plot([1,2,3], [4,5,3])" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "b8cab1f8c4e544eca23e0b2fb7246dd6", "version_major": 2, "version_minor": 0 }, "text/plain": [ "AppLayout(children=(FloatSlider(value=1.0, description='Factor:', layout=Layout(grid_area='footer', margin='0p…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# When using the `widget` backend from ipympl,\n", "# fig.canvas is a proper Jupyter interactive widget, which can be embedded in\n", "# an ipywidgets layout. See https://ipywidgets.readthedocs.io/en/stable/examples/Layout%20Templates.html\n", "\n", "# One can bound figure attributes to other widget values.\n", "from ipywidgets import AppLayout, FloatSlider\n", "\n", "plt.ioff()\n", "\n", "slider = FloatSlider(\n", " orientation='horizontal',\n", " description='Factor:',\n", " value=1.0,\n", " min=0.02,\n", " max=2.0\n", ")\n", "\n", "slider.layout.margin = '0px 30% 0px 30%'\n", "slider.layout.width = '40%'\n", "\n", "fig = plt.figure()\n", "fig.canvas.header_visible = False\n", "fig.canvas.layout.min_height = '400px'\n", "plt.title('Plotting: y=sin({} * x)'.format(slider.value))\n", "\n", "x = np.linspace(0, 20, 500)\n", "\n", "lines = plt.plot(x, np.sin(slider.value * x))\n", "\n", "def update_lines(change):\n", " plt.title('Plotting: y=sin({} * x)'.format(change.new))\n", " lines[0].set_data(x, np.sin(change.new * x))\n", " fig.canvas.draw()\n", " fig.canvas.flush_events()\n", "\n", "slider.observe(update_lines, names='value')\n", "\n", "AppLayout(\n", " center=fig.canvas,\n", " footer=slider,\n", " pane_heights=[0, 6, 1]\n", ")" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Saving 'svg_filter_pie.svg'\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "from matplotlib.patches import Shadow\n", "\n", "# make a square figure and axes\n", "fig = plt.figure(figsize=(6, 6))\n", "ax = fig.add_axes([0.1, 0.1, 0.8, 0.8])\n", "\n", "labels = 'Frogs', 'Hogs', 'Dogs', 'Logs'\n", "fracs = [15, 30, 45, 10]\n", "\n", "explode = (0, 0.05, 0, 0)\n", "\n", "# We want to draw the shadow for each pie but we will not use \"shadow\"\n", "# option as it does'n save the references to the shadow patches.\n", "pies = ax.pie(fracs, explode=explode, labels=labels, autopct='%1.1f%%')\n", "\n", "for w in pies[0]:\n", " # set the id with the label.\n", " w.set_gid(w.get_label())\n", "\n", " # we don't want to draw the edge of the pie\n", " w.set_edgecolor(\"none\")\n", "\n", "for w in pies[0]:\n", " # create shadow patch\n", " s = Shadow(w, -0.01, -0.01)\n", " s.set_gid(w.get_gid() + \"_shadow\")\n", " s.set_zorder(w.get_zorder() - 0.1)\n", " ax.add_patch(s)\n", "\n", "\n", "# save\n", "from io import BytesIO\n", "f = BytesIO()\n", "plt.savefig(f, format=\"svg\")\n", "\n", "import xml.etree.cElementTree as ET\n", "\n", "\n", "# filter definition for shadow using a gaussian blur\n", "# and lightening effect.\n", "# The lightening filter is copied from http://www.w3.org/TR/SVG/filters.html\n", "\n", "# I tested it with Inkscape and Firefox3. \"Gaussian blur\" is supported\n", "# in both, but the lightening effect only in the Inkscape. Also note\n", "# that, Inkscape's exporting also may not support it.\n", "\n", "filter_def = \"\"\"\n", " \n", " \n", " \n", " \n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\"\"\"\n", "\n", "\n", "tree, xmlid = ET.XMLID(f.getvalue())\n", "\n", "# insert the filter definition in the svg dom tree.\n", "tree.insert(0, ET.XML(filter_def))\n", "\n", "for i, pie_name in enumerate(labels):\n", " pie = xmlid[pie_name]\n", " pie.set(\"filter\", 'url(#MyFilter)')\n", "\n", " shadow = xmlid[pie_name + \"_shadow\"]\n", " shadow.set(\"filter\", 'url(#dropshadow)')\n", "\n", "fn = \"svg_filter_pie.svg\"\n", "print(\"Saving '%s'\" % fn)\n", "ET.ElementTree(tree).write(fn)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "ad4c02eadf0e422abc37886e6235b31b", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "c1e2574465f34bb296feac7ce5b6b4b7", "version_major": 2, "version_minor": 0 }, "text/plain": [ "interactive(children=(IntSlider(value=1, description='w', max=10), FloatSlider(value=1.0, description='amp', m…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib widget\n", "import ipywidgets as widgets\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "# set up plot\n", "fig, ax = plt.subplots(figsize=(6, 4))\n", "ax.set_ylim([-4, 4])\n", "ax.grid(True)\n", " \n", "# generate x values\n", "x = np.linspace(0, 2 * np.pi, 100)\n", " \n", " \n", "def my_sine(x, w, amp, phi):\n", " \"\"\"\n", " Return a sine for x with angular frequeny w and amplitude amp.\n", " \"\"\"\n", " return amp*np.sin(w * (x-phi))\n", " \n", " \n", "@widgets.interact(w=(0, 10, 1), amp=(0, 4, .1), phi=(0, 2*np.pi+0.01, 0.01))\n", "def update(w = 1.0, amp=1, phi=0):\n", " \"\"\"Remove old lines from plot and plot new one\"\"\"\n", " [l.remove() for l in ax.lines]\n", " ax.plot(x, my_sine(x, w, amp, phi), color='C0')\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import time\n", "import pylab as pl\n", "from IPython import display\n", "for i in range(10):\n", " pl.plot(pl.randn(100))\n", " display.clear_output(wait=True)\n", " display.display(pl.gcf())\n", " time.sleep(1.0)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "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": "3.8.5" } }, "nbformat": 4, "nbformat_minor": 4 }