{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Mesh tutorial "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import argiope as ag\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib as mpl\n",
    "from string import Template\n",
    "%matplotlib nbagg"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Geometry setup\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "725"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geom_template = \"\"\"\n",
    "lc = $lc;\n",
    "Point(1) = {0,0,0,lc};\n",
    "Point(2) = {.5,0,0,lc};\n",
    "Point(3) = {.5,.5,0,lc};\n",
    "Point(4) = {1,.5,0,lc};\n",
    "Point(5) = {1,1,0,lc};\n",
    "Point(6) = {0,1,0,lc};\n",
    "Point(7) = {.5,.25,0,lc};\n",
    "Point(8) = {.5,.75,0,lc};\n",
    "Point(9) = {.125,.875,0,lc};\n",
    "Point(10) = {.125,.875-.05,0,lc};\n",
    "Point(11) = {.125,.875+.05,0,lc};\n",
    "\n",
    "Line(1)  = {1,2};\n",
    "Circle(2)  = {2,3,4};\n",
    "Line(3)  = {4,5};\n",
    "Line(4)  = {5,6};\n",
    "Line(5)  = {6,1};\n",
    "Circle(6)  = {7,3,8};\n",
    "Circle(7)  = {8,3,7};\n",
    "Circle(8)  = {10,9,11};\n",
    "Circle(9)  = {11,9,10};\n",
    "\n",
    "Line Loop(1) = {6,7}; // interior loop\n",
    "Line Loop(2) = {1,2,3,4,5}; // exterior loop\n",
    "Line Loop(3) = {8,9};// hole\n",
    "Plane Surface(2) = {2,1,3}; // exterior surface (with a hole)\n",
    "Recombine Surface {2};\n",
    "Physical Surface(\"SURFACE\") = {2};\n",
    "\"\"\"\n",
    "open(\"./_workdir/mesh.geo\", \"w\").write(Template(geom_template).substitute(lc = 0.025))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mesh creation\n",
    "\n",
    "GMSH can be run directly as a shell command."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Info    : Running 'gmsh -2 ./_workdir/mesh.geo -algo delquad' [Gmsh 3.0.6, 1 node, max. 1 thread]\n",
      "Info    : Started on Fri Mar  2 16:03:33 2018\n",
      "Info    : Reading './_workdir/mesh.geo'...\n",
      "Info    : Done reading './_workdir/mesh.geo'\n",
      "Info    : Finalized high order topology of periodic connections\n",
      "Info    : Meshing 1D...\n",
      "Info    : Meshing curve 1 (Line)\n",
      "Info    : Meshing curve 2 (Circle)\n",
      "Info    : Meshing curve 3 (Line)\n",
      "Info    : Meshing curve 4 (Line)\n",
      "Info    : Meshing curve 5 (Line)\n",
      "Info    : Meshing curve 6 (Circle)\n",
      "Info    : Meshing curve 7 (Circle)\n",
      "Info    : Meshing curve 8 (Circle)\n",
      "Info    : Meshing curve 9 (Circle)\n",
      "Info    : Done meshing 1D (0.004 s)\n",
      "Info    : Meshing 2D...\n",
      "Info    : Meshing surface 2 (Plane, Frontal Quad)\n",
      "Info    : Blossom: 3586 internal 232 closed\n",
      "Info    : Blossom completed (0.08 s):  1227 quads     0 triangles 0 invalid quads  0 quads with Q < 0.1 Avg Q = 0.904 Min Q 0.451\n",
      "Info    : Done meshing 2D (0.304 s)\n",
      "Info    : 2856 vertices 1470 elements\n",
      "Info    : Writing './_workdir/mesh.msh'...\n",
      "Info    : Done writing './_workdir/mesh.msh'\n",
      "Info    : Stopped on Fri Mar  2 16:03:34 2018\n"
     ]
    }
   ],
   "source": [
    "!gmsh -2 ./_workdir/mesh.geo -algo 'delquad' "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It is even simpler to use the dedicated function in *argiope.utils*. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "ag.utils.run_gmsh(gmsh_path = \"gmsh\", \n",
    "                  gmsh_space = 2, \n",
    "                  gmsh_options = \"-algo 'del2d'\", \n",
    "                  name = \"./_workdir/mesh.geo\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mesh reading"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"3\" halign=\"left\">coords</th>\n",
       "      <th>sets</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>x</th>\n",
       "      <th>y</th>\n",
       "      <th>z</th>\n",
       "      <th>all</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>node</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.5</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1.0</td>\n",
       "      <td>0.5</td>\n",
       "      <td>0.0</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>0.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>True</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     coords            sets\n",
       "          x    y    z   all\n",
       "node                       \n",
       "1       0.0  0.0  0.0  True\n",
       "2       0.5  0.0  0.0  True\n",
       "3       1.0  0.5  0.0  True\n",
       "4       1.0  1.0  0.0  True\n",
       "5       0.0  1.0  0.0  True"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mesh = ag.mesh.read_msh(\"./_workdir/mesh.msh\")\n",
    "mesh.nodes.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe thead tr:last-of-type th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"4\" halign=\"left\">conn</th>\n",
       "      <th>materials</th>\n",
       "      <th colspan=\"2\" halign=\"left\">sets</th>\n",
       "      <th colspan=\"2\" halign=\"left\">type</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>n0</th>\n",
       "      <th>n1</th>\n",
       "      <th>n2</th>\n",
       "      <th>n3</th>\n",
       "      <th></th>\n",
       "      <th>SURFACE</th>\n",
       "      <th>all</th>\n",
       "      <th>argiope</th>\n",
       "      <th>solver</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>element</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>428</td>\n",
       "      <td>1689</td>\n",
       "      <td>767</td>\n",
       "      <td>766</td>\n",
       "      <td></td>\n",
       "      <td>True</td>\n",
       "      <td>True</td>\n",
       "      <td>quad4</td>\n",
       "      <td></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>344</td>\n",
       "      <td>743</td>\n",
       "      <td>693</td>\n",
       "      <td>1542</td>\n",
       "      <td></td>\n",
       "      <td>True</td>\n",
       "      <td>True</td>\n",
       "      <td>quad4</td>\n",
       "      <td></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>426</td>\n",
       "      <td>864</td>\n",
       "      <td>237</td>\n",
       "      <td>699</td>\n",
       "      <td></td>\n",
       "      <td>True</td>\n",
       "      <td>True</td>\n",
       "      <td>quad4</td>\n",
       "      <td></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1392</td>\n",
       "      <td>815</td>\n",
       "      <td>254</td>\n",
       "      <td>1246</td>\n",
       "      <td></td>\n",
       "      <td>True</td>\n",
       "      <td>True</td>\n",
       "      <td>quad4</td>\n",
       "      <td></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>872</td>\n",
       "      <td>679</td>\n",
       "      <td>438</td>\n",
       "      <td>1479</td>\n",
       "      <td></td>\n",
       "      <td>True</td>\n",
       "      <td>True</td>\n",
       "      <td>quad4</td>\n",
       "      <td></td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "         conn                  materials    sets          type       \n",
       "           n0    n1   n2    n3           SURFACE   all argiope solver\n",
       "                                                                     \n",
       "element                                                              \n",
       "1         428  1689  767   766              True  True   quad4       \n",
       "2         344   743  693  1542              True  True   quad4       \n",
       "3         426   864  237   699              True  True   quad4       \n",
       "4        1392   815  254  1246              True  True   quad4       \n",
       "5         872   679  438  1479              True  True   quad4       "
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mesh.elements.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Putting it all together\n",
    "\n",
    "Let's now do all these operations in a single function and do fun stuff."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Mesh, 2665 nodes, 2522 elements, 0 fields>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "def make_mesh(lc, algorithm = \"del2d\"):\n",
    "    \"\"\"\n",
    "    A mesh function that creates a mesh.\n",
    "    \"\"\"\n",
    "    open(\"./_workdir/mesh.geo\", \"w\").write(Template(geom_template).substitute(lc = lc))\n",
    "    ag.utils.run_gmsh(gmsh_path = \"gmsh\", \n",
    "                  gmsh_space = 2, \n",
    "                  gmsh_options = \"-algo '{0}'\".format(algorithm), \n",
    "                  name = \"./_workdir/mesh.geo\")\n",
    "    mesh = ag.mesh.read_msh(\"./_workdir/mesh.msh\")\n",
    "    return mesh\n",
    "\n",
    "mesh = make_mesh(0.02, \"meshadapt\")\n",
    "mesh    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert('Your browser does not have WebSocket support.' +\n",
       "              'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "              'Firefox 4 and 5 are also supported but you ' +\n",
       "              'have to enable WebSockets in about:config.');\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        this.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width);\n",
       "        canvas.attr('height', height);\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus () {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_message = function(type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function() {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'];\n",
       "    var y0 = fig.canvas.height - msg['y0'];\n",
       "    var x1 = msg['x1'];\n",
       "    var y1 = fig.canvas.height - msg['y1'];\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0, 0, fig.canvas.width, fig.canvas.height);\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch(cursor)\n",
       "    {\n",
       "    case 0:\n",
       "        cursor = 'pointer';\n",
       "        break;\n",
       "    case 1:\n",
       "        cursor = 'default';\n",
       "        break;\n",
       "    case 2:\n",
       "        cursor = 'crosshair';\n",
       "        break;\n",
       "    case 3:\n",
       "        cursor = 'move';\n",
       "        break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_message = function(fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message(\"ack\", {});\n",
       "}\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function(fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            /* FIXME: We get \"Resource interpreted as Image but\n",
       "             * transferred with MIME type text/plain:\" errors on\n",
       "             * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "             * to be part of the websocket stream */\n",
       "            evt.data.type = \"image/png\";\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src);\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig[\"handle_\" + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function(e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e)\n",
       "        e = window.event;\n",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\n",
       "\n",
       "    return {\"x\": x, \"y\": y};\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function(event, name) {\n",
       "    var canvas_pos = mpl.findpos(event)\n",
       "\n",
       "    if (name === 'button_press')\n",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x;\n",
       "    var y = canvas_pos.y;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.key_event = function(event, name) {\n",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
       "    if (name == 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message(\"toolbar_button\", {name: name});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to  previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.close = function() {\n",
       "        comm.close()\n",
       "    };\n",
       "    ws.send = function(m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function(msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['data'])\n",
       "    });\n",
       "    return ws;\n",
       "}\n",
       "\n",
       "mpl.mpl_figure_comm = function(comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element.get(0);\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error(\"Failed to find cell for figure\", id, fig);\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    fig.root.unbind('remove')\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable()\n",
       "    $(fig.parent_element).html('<img src=\"' + dataURL + '\">');\n",
       "    fig.close_ws(fig, msg);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.close_ws = function(fig, msg){\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\">';\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message(\"ack\", {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items){\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('tabindex', 0)\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager)\n",
       "        manager = IPython.keyboard_manager;\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which == 13) {\n",
       "        this.canvas_div.blur();\n",
       "        // select the cell after this one\n",
       "        var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
       "        IPython.notebook.select(index + 1);\n",
       "    }\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.find_output_cell = function(html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i=0; i<ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code'){\n",
       "            for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] == html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel != null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<img src=\"data:image/png;base64,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\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "algos = [\"frontal\", \"del2d\", \"delquad\", \"meshadapt\"]\n",
    "for i in range(len(algos)):\n",
    "    mesh = make_mesh(0.03, algos[i])\n",
    "    patches = mesh.to_polycollection(edgecolor = \"black\", linewidth = .5, alpha = 1.)\n",
    "    stats = mesh.stats()\n",
    "    #patches.set_array( stats.stats.max_abs_angular_deviation )\n",
    "    patches.set_array( stats.stats.aspect_ratio )\n",
    "    patches.set_cmap(mpl.cm.terrain)\n",
    "    ax = fig.add_subplot(2, 2, i+1)\n",
    "    ax.set_aspect(\"equal\")\n",
    "    ax.set_xlim(mesh.nodes.coords.x.min(), mesh.nodes.coords.x.max())\n",
    "    ax.set_ylim(mesh.nodes.coords.y.min(), mesh.nodes.coords.y.max())\n",
    "    ax.add_collection(patches)\n",
    "    cbar = plt.colorbar(patches, orientation = \"vertical\")\n",
    "    cbar.set_label(\"Max Abs. Ang. Dev. [$^o$]\")\n",
    "    ax.set_title(algos[i])\n",
    "    #plt.xlabel(\"$x$\")\n",
    "    #plt.ylabel(\"$y$\")\n",
    "    #plt.grid()\n",
    "    ax.axis('off')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Mesh quality investigation\n",
    "\n",
    "For example, let's investigate the effect of the mesh algorithm on the overall quality of the mesh."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style>\n",
       "    .dataframe thead tr:only-child th {\n",
       "        text-align: right;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: left;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>max_angular_deviation</th>\n",
       "      <th>aspect_ratio</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>0.812189</td>\n",
       "      <td>1.005641</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>57.488325</td>\n",
       "      <td>2.633344</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>21.067222</td>\n",
       "      <td>1.342344</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>11.070150</td>\n",
       "      <td>0.234528</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      max_angular_deviation  aspect_ratio\n",
       "min                0.812189      1.005641\n",
       "max               57.488325      2.633344\n",
       "mean              21.067222      1.342344\n",
       "std               11.070150      0.234528"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stats = mesh.stats()\n",
    "stats.stats.describe().loc[[\"min\", \"max\", \"mean\", \"std\"]][[\"max_angular_deviation\", \"aspect_ratio\"]]\n"
   ]
  }
 ],
 "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": "3.6.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
