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den-run-ai/xlwings_lightning.ipynb

Created May 2, 2017 05:59
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Using Excel effectively with xlwings
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xlwings_lightning.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Lighting Talk (10 minute)\n",
"Denis Akhiyarov\n",
" * senior consultant at Wood Group\n",
" * Python.NET (Python for .NET) core developer\n",
" * Python, VBA, C#, Mathematica, Matlab\n",
"\n",
"xlwings:\n",
" * call vba from python\n",
" * call python from vba\n",
" * call python Macros and UDF in Excel\n",
" * work with active spreadsheets dynamically\n",
"\n",
"\n",
"https://www.xlwings.org/"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"* Import packages for data analysis, visualization, and for connecting to Excel\n",
"* Set styles for plots and tables\n",
" <img src=\"http://pandas.pydata.org/_static/pandas_logo.png\" alt=\"Drawing\" style=\"height: 50px; width: 200px;\"/>\n",
" <img src=\"http://www.numpy.org/_static/numpy_logo.png\" alt=\"Drawing\" style=\"height: 50px; width: 150px;\"/>\n",
" <img src=\"https://ipython.org/_static/IPy_header.png\" alt=\"Drawing\" style=\"height: 50px; width: 300px;\"/>\n",
" <img src=\"https://matplotlib.org/_static/logo2.svg\" alt=\"Drawing\" style=\"height: 50px; width: 150px;\"/>\n",
" <img src=\"http://seaborn.pydata.org/_images/joint_kde.png\" alt=\"Drawing\" style=\"height: 50px; width: 50px;\"/>\n",
" <img src=\"http://www.sympy.org/static/images/logo.png\" alt=\"Drawing\" style=\"height: 50px; width: 100px;\"/>\n",
" <img src=\"https://www.xlwings.org/static/img/xlwings_logo.png\" alt=\"Drawing\" style=\"height: 50px; width: 150px;\"/>\n",
" "
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"import pandas as pd\n",
"import numpy as np\n",
"from numpy import exp\n",
"from IPython.display import HTML, Latex, Math, display\n",
"import matplotlib.pyplot as plt\n",
"import matplotlib\n",
"import seaborn as sns\n",
"from sympy.printing import latex\n",
"from sympy.core.sympify import sympify\n",
"import xlwings as xw\n",
"%matplotlib notebook\n",
"pd.options.display.max_columns=50\n",
"pd.options.display.max_colwidth=100\n",
"matplotlib.rcParams['savefig.dpi'] = 300\n",
"matplotlib.rcParams['figure.dpi'] = 300\n",
"matplotlib.rcParams['figure.figsize'] = (3, 2)\n",
"fontsize=3\n",
"matplotlib.rcParams['figure.titlesize'] = fontsize\n",
"matplotlib.rcParams['axes.labelsize'] = fontsize\n",
"matplotlib.rcParams['font.size'] = fontsize\n",
"matplotlib.rcParams['axes.titlesize'] = fontsize\n",
"matplotlib.rcParams['legend.fontsize'] = fontsize\n",
"matplotlib.rcParams['xtick.labelsize'] = fontsize\n",
"matplotlib.rcParams['ytick.labelsize'] = fontsize\n",
"matplotlib.rcParams['lines.markersize'] = 2"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Historic data of weather in Houston requested and retrieved from Department of Commerce > NOAA > NESDIS > NCEI\n",
"\n",
"https://www.ncdc.noaa.gov/"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Last read the head of the table and look at the data using pandas"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>USAF</th>\n",
" <th>WBAN</th>\n",
" <th>YR--MODAHRMN</th>\n",
" <th>DIR</th>\n",
" <th>SPD</th>\n",
" <th>GUS</th>\n",
" <th>CLG</th>\n",
" <th>SKC</th>\n",
" <th>L</th>\n",
" <th>M</th>\n",
" <th>H</th>\n",
" <th>VSB</th>\n",
" <th>MW</th>\n",
" <th>MW.1</th>\n",
" <th>MW.2</th>\n",
" <th>MW.3</th>\n",
" <th>AW</th>\n",
" <th>AW.1</th>\n",
" <th>AW.2</th>\n",
" <th>AW.3</th>\n",
" <th>W</th>\n",
" <th>TEMP</th>\n",
" <th>DEWP</th>\n",
" <th>SLP</th>\n",
" <th>ALT</th>\n",
" <th>STP</th>\n",
" <th>MAX</th>\n",
" <th>MIN</th>\n",
" <th>PCP01</th>\n",
" <th>PCP06</th>\n",
" <th>PCP24</th>\n",
" <th>PCPXX</th>\n",
" <th>SD</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>201604010015</td>\n",
" <td>***</td>\n",
" <td>0</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>79</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.67</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>201604010035</td>\n",
" <td>330</td>\n",
" <td>6</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>9.1</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>75</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.66</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>201604010055</td>\n",
" <td>330</td>\n",
" <td>3</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>73</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.67</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>201604010115</td>\n",
" <td>330</td>\n",
" <td>6</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>73</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.68</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>201604010135</td>\n",
" <td>340</td>\n",
" <td>7</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>72</td>\n",
" <td>64</td>\n",
" <td>******</td>\n",
" <td>29.70</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" USAF WBAN YR--MODAHRMN DIR SPD GUS CLG SKC L M H VSB MW MW.1 \\\n",
"0 720617 208 201604010015 *** 0 *** 722 CLR * * * 10.0 ** ** \n",
"1 720617 208 201604010035 330 6 *** 722 CLR * * * 9.1 ** ** \n",
"2 720617 208 201604010055 330 3 *** 722 CLR * * * 10.0 ** ** \n",
"3 720617 208 201604010115 330 6 *** 722 CLR * * * 10.0 ** ** \n",
"4 720617 208 201604010135 340 7 *** 722 CLR * * * 10.0 ** ** \n",
"\n",
" MW.2 MW.3 AW AW.1 AW.2 AW.3 W TEMP DEWP SLP ALT STP MAX MIN \\\n",
"0 ** ** ** ** ** ** * 79 66 ****** 29.67 ****** *** *** \n",
"1 ** ** ** ** ** ** * 75 66 ****** 29.66 ****** *** *** \n",
"2 ** ** ** ** ** ** * 73 66 ****** 29.67 ****** *** *** \n",
"3 ** ** ** ** ** ** * 73 66 ****** 29.68 ****** *** *** \n",
"4 ** ** ** ** ** ** * 72 64 ****** 29.70 ****** *** *** \n",
"\n",
" PCP01 PCP06 PCP24 PCPXX SD \n",
"0 ***** ***** ***** ***** ** \n",
"1 ***** ***** ***** ***** ** \n",
"2 ***** ***** ***** ***** ** \n",
"3 ***** ***** ***** ***** ** \n",
"4 ***** ***** ***** ***** ** "
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown=pd.read_csv(\"9693687323818dat.txt\", delim_whitespace=True)\n",
"dfhtown.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The data is messy, the names of columns not clear, so let's look at html version. Again using pandas!"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"dfheader=pd.read_html(\"72061700208-2016-04_9693687323818dat.html\")"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <tbody>\n",
" <tr>\n",
" <td>AWS ID 720617</td>\n",
" <td>WBAN ID 00208</td>\n",
" <td>Name HOUSTON EXECUTIVE AIRPORT</td>\n",
" <td>Country UNITED STATES</td>\n",
" <td>State TEXAS</td>\n",
" <td>Latitude +29.800</td>\n",
" <td>Longitude -095.900</td>\n",
" <td>Elevation +0051.2 (meters)</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"def pd2html(df, header=False, index=False):\n",
" return HTML(df.to_html(index=False, header=False))\n",
"pd2html(dfheader[0])"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <tbody>\n",
" <tr>\n",
" <td>USAF</td>\n",
" <td>WBAN</td>\n",
" <td>YR--MODAHRMN</td>\n",
" <td>DIR</td>\n",
" <td>SPD</td>\n",
" <td>GUS</td>\n",
" <td>CLG</td>\n",
" <td>SKC</td>\n",
" <td>L</td>\n",
" <td>M</td>\n",
" <td>H</td>\n",
" <td>VSB</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>W</td>\n",
" <td>TEMP</td>\n",
" <td>DEWP</td>\n",
" <td>SLP</td>\n",
" <td>ALT</td>\n",
" <td>STP</td>\n",
" <td>MAX</td>\n",
" <td>MIN</td>\n",
" <td>PCP01</td>\n",
" <td>PCP06</td>\n",
" <td>PCP24</td>\n",
" <td>PCPXX</td>\n",
" <td>SD</td>\n",
" </tr>\n",
" <tr>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>GMT</td>\n",
" <td>NaN</td>\n",
" <td>MPH</td>\n",
" <td>MPH</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>Miles</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>F</td>\n",
" <td>F</td>\n",
" <td>Mb</td>\n",
" <td>inches</td>\n",
" <td>Mb</td>\n",
" <td>F</td>\n",
" <td>F</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pd2html(dfheader[1][:2])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's set the index of dataframe (table) to dates"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>USAF</th>\n",
" <th>WBAN</th>\n",
" <th>DIR</th>\n",
" <th>SPD</th>\n",
" <th>GUS</th>\n",
" <th>CLG</th>\n",
" <th>SKC</th>\n",
" <th>L</th>\n",
" <th>M</th>\n",
" <th>H</th>\n",
" <th>VSB</th>\n",
" <th>MW</th>\n",
" <th>MW.1</th>\n",
" <th>MW.2</th>\n",
" <th>MW.3</th>\n",
" <th>AW</th>\n",
" <th>AW.1</th>\n",
" <th>AW.2</th>\n",
" <th>AW.3</th>\n",
" <th>W</th>\n",
" <th>TEMP</th>\n",
" <th>DEWP</th>\n",
" <th>SLP</th>\n",
" <th>ALT</th>\n",
" <th>STP</th>\n",
" <th>MAX</th>\n",
" <th>MIN</th>\n",
" <th>PCP01</th>\n",
" <th>PCP06</th>\n",
" <th>PCP24</th>\n",
" <th>PCPXX</th>\n",
" <th>SD</th>\n",
" </tr>\n",
" <tr>\n",
" <th>YR--MODAHRMN</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",
" <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",
" <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",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>201604010015</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>***</td>\n",
" <td>0</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>79</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.67</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>201604010035</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>330</td>\n",
" <td>6</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>9.1</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>75</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.66</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" <tr>\n",
" <th>201604010055</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>330</td>\n",
" <td>3</td>\n",
" <td>***</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>*</td>\n",
" <td>10.0</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>**</td>\n",
" <td>*</td>\n",
" <td>73</td>\n",
" <td>66</td>\n",
" <td>******</td>\n",
" <td>29.67</td>\n",
" <td>******</td>\n",
" <td>***</td>\n",
" <td>***</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>*****</td>\n",
" <td>**</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" USAF WBAN DIR SPD GUS CLG SKC L M H VSB MW MW.1 \\\n",
"YR--MODAHRMN \n",
"201604010015 720617 208 *** 0 *** 722 CLR * * * 10.0 ** ** \n",
"201604010035 720617 208 330 6 *** 722 CLR * * * 9.1 ** ** \n",
"201604010055 720617 208 330 3 *** 722 CLR * * * 10.0 ** ** \n",
"\n",
" MW.2 MW.3 AW AW.1 AW.2 AW.3 W TEMP DEWP SLP ALT STP \\\n",
"YR--MODAHRMN \n",
"201604010015 ** ** ** ** ** ** * 79 66 ****** 29.67 ****** \n",
"201604010035 ** ** ** ** ** ** * 75 66 ****** 29.66 ****** \n",
"201604010055 ** ** ** ** ** ** * 73 66 ****** 29.67 ****** \n",
"\n",
" MAX MIN PCP01 PCP06 PCP24 PCPXX SD \n",
"YR--MODAHRMN \n",
"201604010015 *** *** ***** ***** ***** ***** ** \n",
"201604010035 *** *** ***** ***** ***** ***** ** \n",
"201604010055 *** *** ***** ***** ***** ***** ** "
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown.set_index(dfhtown.columns[2], inplace=True)\n",
"dfhtown.head(3)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>USAF</th>\n",
" <th>WBAN</th>\n",
" <th>DIR</th>\n",
" <th>SPD</th>\n",
" <th>GUS</th>\n",
" <th>CLG</th>\n",
" <th>SKC</th>\n",
" <th>VSB</th>\n",
" <th>AW</th>\n",
" <th>TEMP</th>\n",
" <th>DEWP</th>\n",
" <th>ALT</th>\n",
" </tr>\n",
" <tr>\n",
" <th>datetime</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",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>2016-04-01 00:15:00</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>NaN</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>10.0</td>\n",
" <td>NaN</td>\n",
" <td>79</td>\n",
" <td>66</td>\n",
" <td>29.67</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 00:35:00</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>330</td>\n",
" <td>6</td>\n",
" <td>NaN</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>9.1</td>\n",
" <td>NaN</td>\n",
" <td>75</td>\n",
" <td>66</td>\n",
" <td>29.66</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 00:55:00</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>330</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>10.0</td>\n",
" <td>NaN</td>\n",
" <td>73</td>\n",
" <td>66</td>\n",
" <td>29.67</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 01:15:00</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>330</td>\n",
" <td>6</td>\n",
" <td>NaN</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>10.0</td>\n",
" <td>NaN</td>\n",
" <td>73</td>\n",
" <td>66</td>\n",
" <td>29.68</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 01:35:00</th>\n",
" <td>720617</td>\n",
" <td>208</td>\n",
" <td>340</td>\n",
" <td>7</td>\n",
" <td>NaN</td>\n",
" <td>722</td>\n",
" <td>CLR</td>\n",
" <td>10.0</td>\n",
" <td>NaN</td>\n",
" <td>72</td>\n",
" <td>64</td>\n",
" <td>29.70</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" USAF WBAN DIR SPD GUS CLG SKC VSB AW TEMP \\\n",
"datetime \n",
"2016-04-01 00:15:00 720617 208 NaN 0 NaN 722 CLR 10.0 NaN 79 \n",
"2016-04-01 00:35:00 720617 208 330 6 NaN 722 CLR 9.1 NaN 75 \n",
"2016-04-01 00:55:00 720617 208 330 3 NaN 722 CLR 10.0 NaN 73 \n",
"2016-04-01 01:15:00 720617 208 330 6 NaN 722 CLR 10.0 NaN 73 \n",
"2016-04-01 01:35:00 720617 208 340 7 NaN 722 CLR 10.0 NaN 72 \n",
"\n",
" DEWP ALT \n",
"datetime \n",
"2016-04-01 00:15:00 66 29.67 \n",
"2016-04-01 00:35:00 66 29.66 \n",
"2016-04-01 00:55:00 66 29.67 \n",
"2016-04-01 01:15:00 66 29.68 \n",
"2016-04-01 01:35:00 64 29.70 "
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown.index=pd.to_datetime(dfhtown.index, format=\"%Y%m%d%H%M\")\n",
"dfhtown.index.name='datetime'\n",
"dfhtown.replace(to_replace='\\*+', value=np.nan, regex=True, inplace=True)\n",
"dfhtown.dropna(axis=1, inplace=True, how='all')\n",
"dfhtown.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's look at subset of columns with physical units from HTML version of the table"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>0</th>\n",
" <th>1</th>\n",
" <th>2</th>\n",
" <th>3</th>\n",
" <th>4</th>\n",
" <th>5</th>\n",
" <th>6</th>\n",
" <th>7</th>\n",
" <th>8</th>\n",
" <th>9</th>\n",
" <th>10</th>\n",
" <th>11</th>\n",
" <th>12</th>\n",
" <th>13</th>\n",
" <th>14</th>\n",
" <th>15</th>\n",
" <th>16</th>\n",
" <th>17</th>\n",
" <th>18</th>\n",
" <th>19</th>\n",
" <th>20</th>\n",
" <th>21</th>\n",
" <th>22</th>\n",
" <th>23</th>\n",
" <th>24</th>\n",
" <th>25</th>\n",
" <th>26</th>\n",
" <th>27</th>\n",
" <th>28</th>\n",
" <th>29</th>\n",
" <th>30</th>\n",
" <th>31</th>\n",
" <th>32</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>USAF</td>\n",
" <td>WBAN</td>\n",
" <td>YR--MODAHRMN</td>\n",
" <td>DIR</td>\n",
" <td>SPD</td>\n",
" <td>GUS</td>\n",
" <td>CLG</td>\n",
" <td>SKC</td>\n",
" <td>L</td>\n",
" <td>M</td>\n",
" <td>H</td>\n",
" <td>VSB</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>MW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>AW</td>\n",
" <td>W</td>\n",
" <td>TEMP</td>\n",
" <td>DEWP</td>\n",
" <td>SLP</td>\n",
" <td>ALT</td>\n",
" <td>STP</td>\n",
" <td>MAX</td>\n",
" <td>MIN</td>\n",
" <td>PCP01</td>\n",
" <td>PCP06</td>\n",
" <td>PCP24</td>\n",
" <td>PCPXX</td>\n",
" <td>SD</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>GMT</td>\n",
" <td>NaN</td>\n",
" <td>MPH</td>\n",
" <td>MPH</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>Miles</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>F</td>\n",
" <td>F</td>\n",
" <td>Mb</td>\n",
" <td>inches</td>\n",
" <td>Mb</td>\n",
" <td>F</td>\n",
" <td>F</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" <td>inches</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" 0 1 2 3 4 5 6 7 8 9 10 11 \\\n",
"0 USAF WBAN YR--MODAHRMN DIR SPD GUS CLG SKC L M H VSB \n",
"1 NaN NaN GMT NaN MPH MPH NaN NaN NaN NaN NaN Miles \n",
"\n",
" 12 13 14 15 16 17 18 19 20 21 22 23 24 25 \\\n",
"0 MW MW MW MW AW AW AW AW W TEMP DEWP SLP ALT STP \n",
"1 NaN NaN NaN NaN NaN NaN NaN NaN NaN F F Mb inches Mb \n",
"\n",
" 26 27 28 29 30 31 32 \n",
"0 MAX MIN PCP01 PCP06 PCP24 PCPXX SD \n",
"1 F F inches inches inches inches inches "
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfunits=dfheader[1][:2]\n",
"dfunits"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>1</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>SPD</th>\n",
" <td>MPH</td>\n",
" </tr>\n",
" <tr>\n",
" <th>GUS</th>\n",
" <td>MPH</td>\n",
" </tr>\n",
" <tr>\n",
" <th>VSB</th>\n",
" <td>Miles</td>\n",
" </tr>\n",
" <tr>\n",
" <th>TEMP</th>\n",
" <td>F</td>\n",
" </tr>\n",
" <tr>\n",
" <th>DEWP</th>\n",
" <td>F</td>\n",
" </tr>\n",
" <tr>\n",
" <th>ALT</th>\n",
" <td>inches</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" 1\n",
"SPD MPH\n",
"GUS MPH\n",
"VSB Miles\n",
"TEMP F\n",
"DEWP F\n",
"ALT inches"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfunits.rename(columns=dfunits.iloc[0]).iloc[1].loc[dfhtown.columns].dropna().to_frame()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"* So SPD and GUS are some velocity measurements for wind\n",
"* VSB??\n",
"* TEMP - temperature\n",
"* DEWP - temperature dewpoint (used for humidity)\n",
"* ALT - perhaps the pressure in inches of liquid, such as mercury"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The types of columns are very generic (object), so let's improve this!"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"USAF int64\n",
"WBAN int64\n",
"DIR object\n",
"SPD object\n",
"GUS object\n",
"CLG object\n",
"SKC object\n",
"VSB object\n",
"AW object\n",
"TEMP object\n",
"DEWP object\n",
"ALT object\n",
"dtype: object"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown.dtypes"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DIR</th>\n",
" <th>SPD</th>\n",
" <th>VSB</th>\n",
" <th>TEMP</th>\n",
" <th>DEWP</th>\n",
" <th>ALT</th>\n",
" </tr>\n",
" <tr>\n",
" <th>datetime</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>2016-04-01 00:15:00</th>\n",
" <td>NaN</td>\n",
" <td>0.0</td>\n",
" <td>10.0</td>\n",
" <td>79.0</td>\n",
" <td>66.0</td>\n",
" <td>29.67</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 00:35:00</th>\n",
" <td>330.0</td>\n",
" <td>6.0</td>\n",
" <td>9.1</td>\n",
" <td>75.0</td>\n",
" <td>66.0</td>\n",
" <td>29.66</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 00:55:00</th>\n",
" <td>330.0</td>\n",
" <td>3.0</td>\n",
" <td>10.0</td>\n",
" <td>73.0</td>\n",
" <td>66.0</td>\n",
" <td>29.67</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 01:15:00</th>\n",
" <td>330.0</td>\n",
" <td>6.0</td>\n",
" <td>10.0</td>\n",
" <td>73.0</td>\n",
" <td>66.0</td>\n",
" <td>29.68</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2016-04-01 01:35:00</th>\n",
" <td>340.0</td>\n",
" <td>7.0</td>\n",
" <td>10.0</td>\n",
" <td>72.0</td>\n",
" <td>64.0</td>\n",
" <td>29.70</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" DIR SPD VSB TEMP DEWP ALT\n",
"datetime \n",
"2016-04-01 00:15:00 NaN 0.0 10.0 79.0 66.0 29.67\n",
"2016-04-01 00:35:00 330.0 6.0 9.1 75.0 66.0 29.66\n",
"2016-04-01 00:55:00 330.0 3.0 10.0 73.0 66.0 29.67\n",
"2016-04-01 01:15:00 330.0 6.0 10.0 73.0 66.0 29.68\n",
"2016-04-01 01:35:00 340.0 7.0 10.0 72.0 64.0 29.70"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown = dfhtown[['DIR','SPD','VSB','TEMP','DEWP','ALT']].astype('float64',raise_on_error=False)\n",
"dfhtown.head()"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/plain": [
"DIR float64\n",
"SPD float64\n",
"VSB float64\n",
"TEMP float64\n",
"DEWP float64\n",
"ALT float64\n",
"dtype: object"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown.dtypes"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The relative humidity (RH) is not given in table, so let's calculate using measured temperature and dewpoint temperature"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$$100 \\cdot e^{- \\frac{17.625 \\cdot T}{T + 243.04}} \\cdot e^{\\frac{17.625 \\cdot TD}{TD + 243.04}}$$"
],
"text/plain": [
"<IPython.core.display.Math object>"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"rel_hum_eqn = \"100*(exp((17.625*TD)/(243.04+TD))/exp((17.625*T)/(243.04+T)))\"\n",
"Math(latex(sympify(rel_hum_eqn), mul_symbol='dot'))"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\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",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\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 backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\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 * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\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'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\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 * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\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",
" var width = fig.canvas.width/mpl.ratio\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 + '\" width=\"' + width + '\">');\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 width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\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"
},
{
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\" width=\"900\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"dfhtown['T']=(dfhtown['TEMP']-32)/1.8\n",
"dfhtown['TD']=(dfhtown['DEWP']-32)/1.8\n",
"dfhtown['RH']=dfhtown.eval(rel_hum_eqn)\n",
"dfhtown[['RH']].rolling(window=24*7).mean().plot(style='.');\n",
"plt.ylabel('Relative Humidity [%]');"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DIR</th>\n",
" <th>SPD</th>\n",
" <th>VSB</th>\n",
" <th>TEMP</th>\n",
" <th>DEWP</th>\n",
" <th>ALT</th>\n",
" <th>T</th>\n",
" <th>TD</th>\n",
" <th>RH</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>20087.000000</td>\n",
" <td>25833.000000</td>\n",
" <td>23997.000000</td>\n",
" <td>25844.000000</td>\n",
" <td>25844.000000</td>\n",
" <td>25853.000000</td>\n",
" <td>25844.000000</td>\n",
" <td>25844.000000</td>\n",
" <td>25844.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>168.682232</td>\n",
" <td>6.866527</td>\n",
" <td>8.109147</td>\n",
" <td>71.196835</td>\n",
" <td>63.041751</td>\n",
" <td>30.041237</td>\n",
" <td>21.776019</td>\n",
" <td>17.245417</td>\n",
" <td>78.277455</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>108.760045</td>\n",
" <td>5.283873</td>\n",
" <td>2.605837</td>\n",
" <td>12.736647</td>\n",
" <td>13.240728</td>\n",
" <td>0.162329</td>\n",
" <td>7.075915</td>\n",
" <td>7.355960</td>\n",
" <td>19.340430</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>10.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>19.000000</td>\n",
" <td>10.000000</td>\n",
" <td>29.450000</td>\n",
" <td>-7.222222</td>\n",
" <td>-12.222222</td>\n",
" <td>17.552120</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>110.000000</td>\n",
" <td>3.000000</td>\n",
" <td>7.000000</td>\n",
" <td>64.000000</td>\n",
" <td>57.000000</td>\n",
" <td>29.950000</td>\n",
" <td>17.777778</td>\n",
" <td>13.888889</td>\n",
" <td>64.138382</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>170.000000</td>\n",
" <td>7.000000</td>\n",
" <td>9.100000</td>\n",
" <td>73.000000</td>\n",
" <td>66.000000</td>\n",
" <td>30.020000</td>\n",
" <td>22.777778</td>\n",
" <td>18.888889</td>\n",
" <td>83.472995</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>200.000000</td>\n",
" <td>10.000000</td>\n",
" <td>10.000000</td>\n",
" <td>81.000000</td>\n",
" <td>73.000000</td>\n",
" <td>30.130000</td>\n",
" <td>27.222222</td>\n",
" <td>22.777778</td>\n",
" <td>93.564177</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>990.000000</td>\n",
" <td>36.000000</td>\n",
" <td>10.000000</td>\n",
" <td>99.000000</td>\n",
" <td>81.000000</td>\n",
" <td>30.790000</td>\n",
" <td>37.222222</td>\n",
" <td>27.222222</td>\n",
" <td>100.000000</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" DIR SPD VSB TEMP DEWP \\\n",
"count 20087.000000 25833.000000 23997.000000 25844.000000 25844.000000 \n",
"mean 168.682232 6.866527 8.109147 71.196835 63.041751 \n",
"std 108.760045 5.283873 2.605837 12.736647 13.240728 \n",
"min 10.000000 0.000000 0.000000 19.000000 10.000000 \n",
"25% 110.000000 3.000000 7.000000 64.000000 57.000000 \n",
"50% 170.000000 7.000000 9.100000 73.000000 66.000000 \n",
"75% 200.000000 10.000000 10.000000 81.000000 73.000000 \n",
"max 990.000000 36.000000 10.000000 99.000000 81.000000 \n",
"\n",
" ALT T TD RH \n",
"count 25853.000000 25844.000000 25844.000000 25844.000000 \n",
"mean 30.041237 21.776019 17.245417 78.277455 \n",
"std 0.162329 7.075915 7.355960 19.340430 \n",
"min 29.450000 -7.222222 -12.222222 17.552120 \n",
"25% 29.950000 17.777778 13.888889 64.138382 \n",
"50% 30.020000 22.777778 18.888889 83.472995 \n",
"75% 30.130000 27.222222 22.777778 93.564177 \n",
"max 30.790000 37.222222 27.222222 100.000000 "
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dfhtown.describe()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\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",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\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 backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\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 * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\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'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\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 * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\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",
" var width = fig.canvas.width/mpl.ratio\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 + '\" width=\"' + width + '\">');\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 width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\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"
},
{
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\" width=\"900\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"dfhtown.rolling(window=72).mean()[['TEMP']].plot();"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now it's time to explore xlwings API and push data to Excel.\n",
"\n",
"\"!\" sign is used to call command-line tools in the notebook."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"usage: xlwings-script.py addin [-h]\n",
" {install,update,upgrade,remove,uninstall,status}\n",
" ...\n",
"\n",
"positional arguments:\n",
" {install,update,upgrade,remove,uninstall,status}\n",
"\n",
"optional arguments:\n",
" -h, --help show this help message and exit\n"
]
}
],
"source": [
"!xlwings addin --help"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Successfully installed the xlwings add-in! Please restart Excel.\n"
]
}
],
"source": [
"!xlwings addin install"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"usage: xlwings-script.py [-h] {addin,template,quickstart} ...\n",
"\n",
"positional arguments:\n",
" {addin,template,quickstart}\n",
" addin xlwings Excel Add-in\n",
" template xlwings Excel template\n",
" quickstart xlwings quickstart\n",
"\n",
"optional arguments:\n",
" -h, --help show this help message and exit\n"
]
}
],
"source": [
"!xlwings --help"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"usage: xlwings-script.py quickstart [-h] project_name\n",
"\n",
"positional arguments:\n",
" project_name\n",
"\n",
"optional arguments:\n",
" -h, --help show this help message and exit\n"
]
}
],
"source": [
"!xlwings quickstart --help"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"!rd /s /q htown"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"!xlwings quickstart htown"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's attach to existing workbook and dynamically update it!"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"wb = xw.Book(\".\\htown\\htown.xlsm\")"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"wsh = wb.sheets['Sheet1']"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"wsh.name = 'data'"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Python\\Anaconda3_64b\\lib\\site-packages\\xlwings\\_xlwindows.py:1024: FutureWarning: to_datetime is deprecated. Use self.to_pydatetime()\n",
" return _datetime_to_com_time(x)\n"
]
}
],
"source": [
"wsh.range('A1').value = dfhtown"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\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",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\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 backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\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 * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\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'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\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 * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\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",
" var width = fig.canvas.width/mpl.ratio\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 + '\" width=\"' + width + '\">');\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 width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\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": {
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