{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Experiments with scientific colorscales"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In order to test the scientific colorscales we plot a surface and its contour plot.\n",
    "We are displaying two surfaces: one to illustrate the  sequential colorscales, and another for diverging colorscales."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import plotly.plotly as py #import for online posted plots\n",
    "import numpy as np\n",
    "from scicolorscales import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "def surface1():\n",
    "    x = np.linspace(-2, 5, 200)\n",
    "    y = np.linspace(0, 10, 300)\n",
    "    x,y = np.meshgrid(x, y)\n",
    "    z = (x+y)/(2+np.cos(x)*np.sin(y))\n",
    "    return x, y, z"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def surface2():    \n",
    "    x = np.linspace(-2, 2, 200)\n",
    "    y = np.linspace(-2, 2, 200)\n",
    "    x,y = np.meshgrid(x, y)\n",
    "    z = 2*(x+y)*np.exp(-x**2-y**2)\n",
    "    return x, y, z"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_plotly_data(surface=surface1, colorscale=davos, reversescale=False, opacity=1):\n",
    "    \n",
    "    x, y, z=surface()\n",
    "\n",
    "    surf=dict(type='surface', \n",
    "              x=x,\n",
    "              y=y, \n",
    "              z=z, \n",
    "              colorscale=colorscale,\n",
    "              reversescale=reversescale,\n",
    "              colorbar=dict(thickness=20, \n",
    "                            ticklen=4),\n",
    "              opacity=opacity\n",
    "              )\n",
    "\n",
    "    contour_plot=dict(type='surface',\n",
    "                      x=x,\n",
    "                      y=y,\n",
    "                      z=-2.*np.ones(x.shape), # the contour plot is drawn on the plane z=-2, \n",
    "                      surfacecolor=z, # the plane z=-2 is colored according to the height  of the surface \n",
    "                      colorscale=colorscale,\n",
    "                      reversescale=reversescale,\n",
    "                      opacity=opacity,\n",
    "                      showscale=False)\n",
    "    return [surf, contour_plot]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Define the plot layout:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "axes_style = dict(showbackground=True, \n",
    "                  backgroundcolor=\"rgb(230, 230,230)\",\n",
    "                  gridcolor=\"rgb(255, 255, 255)\",      \n",
    "                  zerolinecolor=\"rgb(255, 255, 255)\")\n",
    "\n",
    "layout = dict(title='', \n",
    "              width=800,\n",
    "              height=650,\n",
    "              scene=dict(camera=dict(eye=dict(x=1.25, y=1.25, z=0.6)),\n",
    "                         xaxis=axes_style,\n",
    "                         yaxis=axes_style, \n",
    "                         zaxis=dict(axes_style, **dict(range=[-2.5, 12])),\n",
    "                         aspectratio=dict(x=1,\n",
    "                                          y=1,\n",
    "                                          z=0.85)\n",
    "                        )\n",
    "             )"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`acton`,  `bilbao`, `davos`, `devon`, `lajolla`, `lapaz`, `oslo`, `tokyo`, and `turku` are sequential colorscales."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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4DW7HNnAb3Aa3wW1wG9wGt8FtcBvcBrfBbXAb3Aa3YxC4DW6D2+A2uA1ug9ux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tGs0/AV0tldlxErpKtZt5HOuo9aIT3Meo5eIb3c9R6zQvqY9R3rrN+4FdJ//AoZMH65DHQ3aMJy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\nAAAKJuL/ARcWZ2EI/bb3AAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename='Images/seqn.png')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Surface plot with `lapaz` colorscale:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "data1=get_plotly_data(colorscale=lapaz)\n",
    "layout.update(title='Plot with acton colorscale')\n",
    "fig1=dict(data=data1, layout=layout)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<iframe id=\"igraph\" scrolling=\"no\" style=\"border:none;\" seamless=\"seamless\" src=\"https://plot.ly/~empet/14864.embed\" height=\"650px\" width=\"800px\"></iframe>"
      ],
      "text/plain": [
       "<plotly.tools.PlotlyDisplay object>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "py.sign_in('empet', 'my_api_key')\n",
    "py.iplot(fig1, filename='scientific-clsc')#display the plot in the next cell and send it to Plotly cloud"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For an offline plot, i.e. a plot displayed only in the Jupyter Notebook, uncomment the code from the next two cells:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "#from plotly.offline import download_plotlyjs, init_notebook_mode,  iplot, plot\n",
    "#init_notebook_mode(connected=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "#iplot(fig1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "`berlin`, `broc`, `cork`, `lisbon`, `roma`, `tofino`, and `vik` are diverging scientific colorscales, while `oleron` is a special one, defined by concatenating two sequential colorscales."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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c8eZ8r5J5vlfvPdN1vn/ja854c77Xzjzf6w4wZ7w53+tnnu+Nhsx3ne9Nh5oz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UZVl69ZX7N+ozPW32xA5gaOqa5BZoPH1NCQsTXkZzbUzr+G+f9DDQ03GxFQUyPNRgV8o9GBdrU0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\nTTnkGDcAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Image(filename='Images/div.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<iframe id=\"igraph\" scrolling=\"no\" style=\"border:none;\" seamless=\"seamless\" src=\"https://plot.ly/~empet/14866.embed\" height=\"650px\" width=\"800px\"></iframe>"
      ],
      "text/plain": [
       "<plotly.tools.PlotlyDisplay object>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data2=get_plotly_data(surface=surface2, colorscale=vik)\n",
    "layout['scene'].update(zaxis=dict(axes_style, **dict(range=[-2.5,1.5])),\n",
    "                       camera=dict(eye=dict(x=-1.25, y=1.25, z=0.6)))\n",
    "layout.update(title='Plot with vik colorscale')\n",
    "fig2=dict(data=data2, layout=layout)\n",
    "py.iplot(fig2, filename='scientific-divclsc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "#iplot(fig2)# for an offline plot"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Here is a panel of heatmaps:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<iframe src=https://plot.ly/~empet/14862 width=850 height=1000></iframe>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import HTML\n",
    "HTML('<iframe src=https://plot.ly/~empet/14862 width=850 height=1000></iframe>')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<style>\n",
       "    /*body {\n",
       "        background-color: #F5F5F5;\n",
       "    }*/\n",
       "    div.cell{\n",
       "        width: 900px;\n",
       "        margin-left: 13% !important;\n",
       "        margin-right: auto;\n",
       "    }\n",
       "    #notebook li { /* More space between bullet points */\n",
       "    margin-top:0.8em;\n",
       "    }\n",
       "\n",
       "    h1 {\n",
       "        font-family: 'Alegreya Sans', sans-serif;\n",
       "    }\n",
       "    .text_cell_render h1 {\n",
       "        font-weight: 200;\n",
       "        font-size: 40pt;\n",
       "        line-height: 100%;\n",
       "        color: rgb(8, 66, 133);\n",
       "        margin-bottom: 0em;\n",
       "        margin-top: 0em;\n",
       "        display: block;\n",
       "    }\n",
       "    h2 {\n",
       "        font-family: 'Fenix', serif;\n",
       "        text-indent:1em;\n",
       "        text-align:center;\n",
       "    }\n",
       "    .text_cell_render h2 {\n",
       "        font-weight: 200;\n",
       "        font-size: 28pt;\n",
       "        line-height: 100%;\n",
       "        color: rgb(8, 66, 133);\n",
       "        margin-bottom: 1.5em;\n",
       "        margin-top: 0.5em;\n",
       "        display: block;\n",
       "    }\n",
       "    h3 {\n",
       "        font-family: 'Fenix', serif;\n",
       "        %margin-top:12px;\n",
       "        %margin-bottom: 3px;\n",
       "    }\n",
       "    .text_cell_render h3 {\n",
       "        font-weight: 300;\n",
       "        font-size: 18pt;\n",
       "        line-height: 100%;\n",
       "        color: rgb(8, 66, 133);\n",
       "        margin-bottom: 0.5em;\n",
       "        margin-top: 2em;\n",
       "        display: block;\n",
       "    }\n",
       "    h4 {\n",
       "        font-family: 'Fenix', serif;\n",
       "    }\n",
       "    .text_cell_render h4 {\n",
       "        font-weight: 300;\n",
       "        font-size: 16pt;\n",
       "        color: rgb(8, 66, 133);\n",
       "        margin-bottom: 0.5em;\n",
       "        margin-top: 0.5em;\n",
       "        display: block;\n",
       "    }\n",
       "    h5 {\n",
       "        font-family: 'Alegreya Sans', sans-serif;\n",
       "    }\n",
       "    .text_cell_render h5 {\n",
       "        font-weight: 300;\n",
       "        font-style: normal;\n",
       "        font-size: 16pt;\n",
       "        margin-bottom: 0em;\n",
       "        margin-top: 1.5em;\n",
       "        display: block;\n",
       "        }\n",
       "    div.text_cell_render{\n",
       "        font-family: 'Alegreya Sans',Computer Modern, \"Helvetica Neue\", Arial, Helvetica, Geneva, sans-serif;\n",
       "        line-height: 145%;\n",
       "        font-size: 130%;\n",
       "        width:900px;\n",
       "        margin-left:auto;\n",
       "        margin-right:auto;\n",
       "        %text-align:justify;\n",
       "        %text-justify:inter-word;\n",
       "    }\n",
       "    \n",
       "    \n",
       "    code{\n",
       "      font-size: 78%;\n",
       "    }\n",
       "    .rendered_html code{\n",
       "        background-color: transparent;\n",
       "        white-space: inherit;   \n",
       "    }\n",
       "    .prompt{\n",
       "        display: None;\n",
       "     }\n",
       "    .rendered_html code{\n",
       "    background-color: transparent;\n",
       "    }\n",
       "\n",
       "    blockquote{\n",
       "      display:block;\n",
       "      background: #f3f3f3;\n",
       "      font-family: \"Open sans\",verdana,arial,sans-serif;\n",
       "      width:610px;\n",
       "      padding: 15px 15px 15px 15px;\n",
       "      text-align:justify;\n",
       "      text-justify:inter-word;\n",
       "      }\n",
       "      blockquote p {\n",
       "        margin-bottom: 0;\n",
       "        line-height: 125%;\n",
       "        font-size: 100%;\n",
       "      }\n",
       "   /* element.style {\n",
       "    } */\n",
       "</style>\n",
       "<script>\n",
       "    MathJax.Hub.Config({\n",
       "                        TeX: {\n",
       "                           extensions: [\"AMSmath.js\"]\n",
       "                           },\n",
       "                tex2jax: {\n",
       "                    inlineMath: [ [\"$\",\"$\"], [\"\\\\(\",\"\\\\)\"] ],\n",
       "                    displayMath: [ [\"$$\",\"$$\"], [\"\\\\[\",\"\\\\]\"] ]\n",
       "                },\n",
       "                displayAlign: \"center\", // Change this to \"center\" to center equations.\n",
       "                \"HTML-CSS\": {\n",
       "                    styles: {\".MathJax_Display\": {\"margin\": 4}}\n",
       "                }\n",
       "        });\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.core.display import HTML\n",
    "def  css_styling():\n",
    "    styles = open(\"./custom.css\", \"r\").read()\n",
    "    return HTML(styles)\n",
    "css_styling()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:python36]",
   "language": "python",
   "name": "conda-env-python36-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}