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Spielwiese - rooftop_info.ipynb
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Created
Thu, May 1, 18:27
Size
1 MB
Mime Type
text/html
Expires
Sat, May 3, 18:27 (2 d)
Engine
local-disk
Format
Raw Data
Handle
6b/b4/fc7ce53fc65f6f8028b0075a1f93
Attached To
R8800 solar_potential
Spielwiese - rooftop_info.ipynb
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{
"cells": [
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [],
"source": [
"import pandas as pd\n",
"import xarray as xr\n",
"import csv\n",
"import numpy as np\n",
"import os\n",
"from scipy.spatial import distance\n",
"from meteo_data import Meteo_Reader\n",
"import pvlib.solarposition as solar_pos\n",
"from pvlib.irradiance import total_irrad, extraradiation, grounddiffuse\n",
"from pvlib.atmosphere import relativeairmass\n",
"import util\n",
"from tqdm import tqdm\n",
"\n",
"import matplotlib\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"def cosd(angle_in_degrees):\n",
" return np.cos(np.radians(angle_in_degrees))\n",
"\n",
"def SISDIR_to_DNI( SISDIR , zenith_in_degrees ):\n",
" normal_incidence = SISDIR/cosd(zenith_in_degrees)\n",
" return( np.maximum( normal_incidence, 0 ) )"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"path = '/Users/alinawalch/Documents/EPFL/data/'\n",
"rooftop_filename = os.path.join( path,'rooftops', 'sonnendach_sample_LSN_feasible.txt' )\n",
"buildings_filename = os.path.join( path, 'GWR', 'EPFL-150701-GEB.txt' )\n",
"buildings_target_filename = os.path.join( path, 'EPFL-GWR-readable.txt' )"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load GWR"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"GWR_column_names = pd.read_csv('/Users/alinawalch/Documents/EPFL/data/GWR/Maske_EINZELD-GEB.csv').columns"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"buildings = pd.read_csv(buildings_filename, sep = '\\t', encoding = 'cp1250', header = None, names = GWR_column_names)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"buildings_coords = buildings.loc[:,['EGID', 'GKODX', 'GKODY']]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load rooftops"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"rooftops = pd.read_csv(rooftop_filename)\n",
"rooftops_core_info = rooftops.loc[:,['XCOORD', 'YCOORD', 'AUSRICHTUN', 'NEIGUNG', 'FLAECHE', 'GWR_EGID', 'DF_NUMMER']]\n",
"rooftops_core_info.to_csv(os.path.join(path, 'rooftops', 'sample_roofs_core-info.csv'))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"rooftops.columns"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Read rooftops from CSV from the second time on:"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"rooftops = pd.read_csv(os.path.join(path, 'rooftops', 'sample_roofs_core-info.csv'), index_col=0)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"scrolled": true
},
"outputs": [
{
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" <th>70275</th>\n",
" <td>534923.184660</td>\n",
" <td>155998.271339</td>\n",
" <td>-15</td>\n",
" <td>29</td>\n",
" <td>81.411777</td>\n",
" <td>782522</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70276</th>\n",
" <td>538040.508394</td>\n",
" <td>155995.538177</td>\n",
" <td>53</td>\n",
" <td>21</td>\n",
" <td>26.531734</td>\n",
" <td>3162831</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70277</th>\n",
" <td>538320.579935</td>\n",
" <td>156000.998051</td>\n",
" <td>15</td>\n",
" <td>22</td>\n",
" <td>204.424617</td>\n",
" <td>783060</td>\n",
" <td>2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70278</th>\n",
" <td>538465.298150</td>\n",
" <td>156005.654400</td>\n",
" <td>76</td>\n",
" <td>33</td>\n",
" <td>139.907480</td>\n",
" <td>783092</td>\n",
" <td>2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70279</th>\n",
" <td>540443.340117</td>\n",
" <td>156001.103251</td>\n",
" <td>35</td>\n",
" <td>28</td>\n",
" <td>96.783732</td>\n",
" <td>190036964</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70280</th>\n",
" <td>540402.023255</td>\n",
" <td>155998.426181</td>\n",
" <td>40</td>\n",
" <td>40</td>\n",
" <td>71.384434</td>\n",
" <td>781606</td>\n",
" <td>2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70281</th>\n",
" <td>540398.933392</td>\n",
" <td>155996.447502</td>\n",
" <td>-50</td>\n",
" <td>17</td>\n",
" <td>11.184227</td>\n",
" <td>781606</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70282</th>\n",
" <td>540282.300848</td>\n",
" <td>155991.366279</td>\n",
" <td>36</td>\n",
" <td>20</td>\n",
" <td>25.976837</td>\n",
" <td>781617</td>\n",
" <td>2</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70283</th>\n",
" <td>540292.611756</td>\n",
" <td>156001.793462</td>\n",
" <td>-54</td>\n",
" <td>27</td>\n",
" <td>128.036474</td>\n",
" <td>781617</td>\n",
" <td>3</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70284</th>\n",
" <td>540277.655039</td>\n",
" <td>156000.100878</td>\n",
" <td>36</td>\n",
" <td>20</td>\n",
" <td>85.476864</td>\n",
" <td>781617</td>\n",
" <td>8</td>\n",
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" <tr>\n",
" <th>70285</th>\n",
" <td>540519.790209</td>\n",
" <td>155998.158131</td>\n",
" <td>43</td>\n",
" <td>35</td>\n",
" <td>69.365124</td>\n",
" <td>781597</td>\n",
" <td>1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70286</th>\n",
" <td>540526.499615</td>\n",
" <td>155995.825616</td>\n",
" <td>-47</td>\n",
" <td>34</td>\n",
" <td>32.626174</td>\n",
" <td>781597</td>\n",
" <td>3</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>70287 rows × 7 columns</p>\n",
"</div>"
],
"text/plain": [
" XCOORD YCOORD AUSRICHTUN NEIGUNG FLAECHE \\\n",
"0 526368.925561 150280.723762 -118 3 113.038980 \n",
"1 526459.547300 150213.127678 -28 14 331.089940 \n",
"2 526454.750017 150222.006267 152 15 326.421851 \n",
"3 526384.637574 150242.966204 -117 2 755.958491 \n",
"4 526374.655057 150234.208850 -117 8 846.616962 \n",
"5 526397.522352 150211.416126 -117 1 55.684115 \n",
"6 526577.661867 150247.140927 142 2 125.207172 \n",
"7 526556.395036 150216.548763 -56 34 88.764786 \n",
"8 526610.953098 150247.652351 0 0 22.511268 \n",
"9 526587.109858 150231.558962 0 0 298.533063 \n",
"10 526606.846889 150213.882526 34 1 537.283923 \n",
"11 526592.000993 150230.939570 34 3 146.206117 \n",
"12 526314.029912 150433.228996 -28 2 7266.593271 \n",
"13 526295.401210 150468.600030 -28 2 2714.812564 \n",
"14 526326.585727 150544.187829 152 2 143.807325 \n",
"15 526285.102539 150488.152580 -28 2 2802.782240 \n",
"16 526319.134433 150527.826256 -28 2 814.738230 \n",
"17 526380.958150 150474.975000 63 4 558.551809 \n",
"18 526388.949535 150479.133163 -117 6 579.007372 \n",
"19 526412.068127 150491.179453 62 4 679.466562 \n",
"20 526421.374373 150496.040047 -118 5 653.982315 \n",
"21 526294.456660 150513.997708 0 0 84.992252 \n",
"22 526348.746279 150353.606898 0 0 8164.033581 \n",
"23 526370.898095 150316.465736 0 0 2868.466044 \n",
"24 526341.486865 150527.417464 0 0 64.124541 \n",
"25 526471.248174 150419.665728 -28 1 5139.276102 \n",
"26 526457.059642 150444.299709 0 0 432.398159 \n",
"27 526526.581373 150429.543737 -118 1 269.150087 \n",
"28 526500.882389 150402.797178 0 0 240.065441 \n",
"29 526509.704813 150385.826684 0 0 291.335638 \n",
"... ... ... ... ... ... \n",
"70257 541545.858623 155867.075466 -6 30 112.726693 \n",
"70258 541527.828471 155905.063803 22 29 100.441122 \n",
"70259 541537.318800 155904.525867 -68 30 33.136293 \n",
"70260 541519.275867 155918.082133 -68 31 13.866258 \n",
"70261 541516.291700 155916.823367 22 30 14.374169 \n",
"70262 541508.790033 155919.881300 22 32 13.105550 \n",
"70263 541511.687533 155921.118367 -68 31 13.332879 \n",
"70264 541502.132967 155886.807100 -70 29 12.937813 \n",
"70265 541499.276300 155885.478367 20 30 12.507406 \n",
"70266 541551.475433 155887.400433 -60 32 13.525086 \n",
"70267 541548.370833 155886.645033 30 31 14.544517 \n",
"70268 532871.578017 156001.381499 0 0 110.707647 \n",
"70269 532943.876807 155990.639718 0 0 1798.024510 \n",
"70270 532889.436270 155989.425499 0 0 11.132611 \n",
"70271 532915.538577 156050.374989 0 0 5807.672371 \n",
"70272 532887.587463 155987.053583 38 28 18.277067 \n",
"70273 532929.146250 155997.563200 0 0 55.828179 \n",
"70274 534958.167868 155998.126545 -11 23 79.784038 \n",
"70275 534923.184660 155998.271339 -15 29 81.411777 \n",
"70276 538040.508394 155995.538177 53 21 26.531734 \n",
"70277 538320.579935 156000.998051 15 22 204.424617 \n",
"70278 538465.298150 156005.654400 76 33 139.907480 \n",
"70279 540443.340117 156001.103251 35 28 96.783732 \n",
"70280 540402.023255 155998.426181 40 40 71.384434 \n",
"70281 540398.933392 155996.447502 -50 17 11.184227 \n",
"70282 540282.300848 155991.366279 36 20 25.976837 \n",
"70283 540292.611756 156001.793462 -54 27 128.036474 \n",
"70284 540277.655039 156000.100878 36 20 85.476864 \n",
"70285 540519.790209 155998.158131 43 35 69.365124 \n",
"70286 540526.499615 155995.825616 -47 34 32.626174 \n",
"\n",
" GWR_EGID DF_NUMMER \n",
"0 9020762 1 \n",
"1 9035521 1 \n",
"2 9035521 2 \n",
"3 9020762 1 \n",
"4 9020762 1 \n",
"5 9020762 1 \n",
"6 0 1 \n",
"7 801527 2 \n",
"8 0 1 \n",
"9 9020766 1 \n",
"10 9020766 1 \n",
"11 9020766 1 \n",
"12 280000169 1 \n",
"13 280000169 2 \n",
"14 280000169 3 \n",
"15 280000169 4 \n",
"16 280000169 5 \n",
"17 0 1 \n",
"18 0 2 \n",
"19 3102779 1 \n",
"20 3102779 2 \n",
"21 280000169 1 \n",
"22 801508 1 \n",
"23 801508 2 \n",
"24 280000169 1 \n",
"25 9020764 1 \n",
"26 9020764 2 \n",
"27 9020764 3 \n",
"28 9020764 4 \n",
"29 9020764 5 \n",
"... ... ... \n",
"70257 280074650 4 \n",
"70258 280074655 2 \n",
"70259 280074655 3 \n",
"70260 0 2 \n",
"70261 0 3 \n",
"70262 0 1 \n",
"70263 0 4 \n",
"70264 0 1 \n",
"70265 0 4 \n",
"70266 0 3 \n",
"70267 0 4 \n",
"70268 9020376 1 \n",
"70269 9020376 2 \n",
"70270 9020376 4 \n",
"70271 9020376 9 \n",
"70272 9020376 10 \n",
"70273 9020376 11 \n",
"70274 782521 1 \n",
"70275 782522 1 \n",
"70276 3162831 1 \n",
"70277 783060 2 \n",
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"70279 190036964 1 \n",
"70280 781606 2 \n",
"70281 781606 1 \n",
"70282 781617 2 \n",
"70283 781617 3 \n",
"70284 781617 8 \n",
"70285 781597 1 \n",
"70286 781597 3 \n",
"\n",
"[70287 rows x 7 columns]"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"rooftops"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load weather data (for now: choose raw data)\n",
"Everything that is here in lon and lat should later be in x and y"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"weather_data = xr.open_dataset(os.path.join( path,'meteo','results','rf_SIS_2001_3D.nc'))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"# weather_data = xr.open_dataset(os.path.join( path,'meteo','raw_data','2001_mmh.nc'))\n",
"# weather_data = xr.merge([weather_data.SIS, weather_data.SISDIR, weather_data.ALB, weather_data.hourmask])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"##### rearrange hourly mask to make it fit to \"date\" instead of month\n",
"hrmask = weather_data.hourmask\n",
"weather_data = weather_data.drop(['hourmask', 'month'])\n",
"hrmask = hrmask.rename({'month' : 'date'})\n",
"hrmask['date'] = weather_data.date\n",
"weather_data = xr.merge([weather_data, hrmask])\n",
"weather_data.to_netcdf(os.path.join( path,'meteo','raw_data','2001_mmh_2.nc'))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load solar positions:"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"solar_positions = xr.open_dataset(os.path.join( path,'meteo','results','solar_position_mmh_2001.nc'))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### +++++++++++++++++ TMP!!! ++++++++++++++++++++++++\n",
"requires to run the section **Load hour mask** below"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"# load the hour mask as a pandas dataframe\n",
"mask_file = '/Users/alinawalch/Documents/EPFL/data/meteo/raw_data/hour_mask_mmh.nc'\n",
"hourly_mask = util.to_pandas(xr.open_dataset(mask_file))\n",
"\n",
"# create and add the time stamps\n",
"hourly_mask['timestamp_month_start'] = util.list_of_times_to_timestamp( 2001, hourly_mask['month'], 1, hourly_mask['hour'])\n",
"hourly_mask['timestamp_semi_month'] = util.list_of_times_to_timestamp( 2001, hourly_mask['month'], 15, hourly_mask['hour'])"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (lat: 95, lon: 217, time: 159)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-01-15T07:00:00 2001-01-15T08:00:00 ...\n",
" * lon (lon) float64 5.979 6.0 6.021 6.042 6.062 6.083 6.104 6.125 ...\n",
" * lat (lat) float64 45.83 45.85 45.88 45.9 45.92 45.94 45.96 45.98 ...\n",
"Data variables:\n",
" SIS (time, lon, lat) float64 nan nan nan nan nan nan nan nan nan ...\n",
" SISDIR (time, lon, lat) float64 nan nan nan nan nan nan nan nan nan ...\n",
" ALB (time, lon, lat) float64 nan nan nan nan nan nan nan nan nan ..."
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# load weather data and select components of interest\n",
"weather_data = xr.open_dataset(os.path.join( path,'meteo','raw_data','2001_mmh.nc'))\n",
"weather_data = xr.merge([weather_data.SIS, weather_data.SISDIR, weather_data.ALB, weather_data.hourmask])\n",
"\n",
"# modify weather_data to obtain a dataframe with lon, lat, time:\n",
"weather_data_tmp = util.to_pandas(weather_data)\n",
"weather_data_tmp['timestamp_month_start'] = util.to_timestamp( weather_data_tmp['date'], weather_data_tmp['hour'] )\n",
"weather_data_tmp = weather_data_tmp.merge( hourly_mask, on='timestamp_month_start').set_index('timestamp_semi_month')\n",
"weather_data_tmp = weather_data_tmp.reset_index()\n",
"\n",
"# select again only the components of interest and conver to xarray:\n",
"weather_data_tmp = weather_data_tmp.loc[:,['timestamp_semi_month', 'lat', 'lon', 'SIS', 'SISDIR', 'ALB']]\n",
"weather_data = util.to_xarray(weather_data_tmp, index = ['timestamp_semi_month','lon','lat'])\n",
"weather_data.rename({ 'timestamp_semi_month' : 'time'}, inplace = True)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (time: 159)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-05-15T03:00:00 ...\n",
"Data variables:\n",
" apparent_zenith (time) float64 98.26 95.09 97.28 97.28 89.26 86.66 ...\n",
" azimuth (time) float64 50.82 47.54 47.43 67.3 62.17 58.6 58.74 ..."
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# compute solar positions for centroid of switzerland and convert to xarray \n",
"solar_positions = solar_pos.get_solarposition( hourly_mask['timestamp_semi_month'], latitude=46.81, longitude=8.23 )\n",
"solar_positions = solar_positions.loc[:,['apparent_zenith', 'azimuth']].to_xarray()\n",
"solar_positions.rename({ 'timestamp_semi_month' : 'time'}, inplace = True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### +++++++++++++++++++++++++++++++++++++++++++++++\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Merge solar positions and weather data and compute additional variables:"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"meteo = xr.merge([weather_data, solar_positions])"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"meteo['DHI'] = np.maximum((meteo['SIS'] - meteo['SISDIR']), 0)\n",
"meteo['DNI'] = SISDIR_to_DNI(meteo['SISDIR'],meteo['apparent_zenith'])\n",
"\n",
"meteo['rel_airmass'] = xr.DataArray( relativeairmass(meteo['apparent_zenith']), coords=[meteo.time])\n",
"\n",
"extrarad = [extraradiation(t) for t in meteo.time.values]\n",
"meteo['DNI_extra'] = xr.DataArray(extrarad, coords=[meteo.time])"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (lat: 95, lon: 217, time: 159)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-01-15T07:00:00 ...\n",
" * lon (lon) float64 5.979 6.0 6.021 6.042 6.062 6.083 6.104 ...\n",
" * lat (lat) float64 45.83 45.85 45.88 45.9 45.92 45.94 45.96 ...\n",
"Data variables:\n",
" SIS (time, lon, lat) float64 nan nan nan nan nan nan nan ...\n",
" SISDIR (time, lon, lat) float64 nan nan nan nan nan nan nan ...\n",
" ALB (time, lon, lat) float64 nan nan nan nan nan nan nan ...\n",
" apparent_zenith (time) float64 92.0 83.44 76.45 71.25 68.33 68.03 70.38 ...\n",
" azimuth (time) float64 119.3 130.5 142.7 156.3 170.8 185.9 ...\n",
" DHI (time, lon, lat) float64 nan nan nan nan nan nan nan ...\n",
" DNI (time, lon, lat) float64 nan nan nan nan nan nan nan ...\n",
" rel_airmass (time) float64 nan 8.188 4.199 3.085 2.693 2.658 2.956 ...\n",
" DNI_extra (time) float64 1.413e+03 1.413e+03 1.413e+03 1.413e+03 ..."
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"meteo"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {
"scrolled": false
},
"outputs": [
{
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" 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\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\"];\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 overridden (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",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\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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\" 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},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.collections.QuadMesh at 0x10bc55c88>"
]
},
"execution_count": 57,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"meteo.DNI.isel(time = 15).plot(x = 'lon', y = 'lat')\n",
"# plt.axis('equal')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### create location index mask - only with final weather data"
]
},
{
"cell_type": "code",
"execution_count": 86,
"metadata": {
"collapsed": true
},
"outputs": [
{
"ename": "AttributeError",
"evalue": "'Dataset' object has no attribute 'x'",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-86-500f93cf6fbb>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mx_link\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpd\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mweather_data\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolumns\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m'x'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreset_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0my_link\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpd\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mDataFrame\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mweather_data\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolumns\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m'y'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreset_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/common.py\u001b[0m in \u001b[0;36m__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m 174\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0msource\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 175\u001b[0m raise AttributeError(\"%r object has no attribute %r\" %\n\u001b[0;32m--> 176\u001b[0;31m (type(self).__name__, name))\n\u001b[0m\u001b[1;32m 177\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 178\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m__setattr__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mAttributeError\u001b[0m: 'Dataset' object has no attribute 'x'"
]
}
],
"source": [
"x_link = pd.DataFrame(data = weather_data.x.values, columns = ['x']).reset_index()\n",
"y_link = pd.DataFrame(data = weather_data.y.values, columns = ['y']).reset_index()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Merge location index mask with rooftops"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {},
"outputs": [],
"source": [
"# merge on x:\n",
"rooftops = pd.merge_asof(rooftops.sort_values('XCOORD'), x_link.sort_values('x'), \n",
" left_on='XCOORD', right_on='x', \n",
" direction = 'nearest' )\n",
"\n",
"rooftops.drop('x', axis=1, inplace=True)\n",
"rooftops.rename(index=str, columns={\"index\": \"x_idx\"}, inplace = True)"
]
},
{
"cell_type": "code",
"execution_count": 69,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# merge on y:\n",
"rooftops = pd.merge_asof(rooftops.sort_values('YCOORD'), y_link.sort_values('y'), \n",
" left_on='YCOORD', right_on='y', \n",
" direction = 'nearest' )\n",
"\n",
"rooftops.drop('y', axis=1, inplace=True)\n",
"rooftops.rename(index=str, columns={\"index\": \"y_idx\"}, inplace = True)"
]
},
{
"cell_type": "code",
"execution_count": 70,
"metadata": {
"scrolled": true
},
"outputs": [
{
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" <tr>\n",
" <th>27</th>\n",
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" </tr>\n",
" <tr>\n",
" <th>28</th>\n",
" <td>526674.183136</td>\n",
" <td>150296.200038</td>\n",
" <td>38</td>\n",
" <td>27</td>\n",
" <td>61.747567</td>\n",
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" <tr>\n",
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" <td>526736.138774</td>\n",
" <td>150299.401298</td>\n",
" <td>-54</td>\n",
" <td>32</td>\n",
" <td>70.900880</td>\n",
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" <tr>\n",
" <th>...</th>\n",
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" <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",
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" <td>538439.130962</td>\n",
" <td>155995.310138</td>\n",
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" <td>37</td>\n",
" <td>176.191768</td>\n",
" <td>3162726</td>\n",
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" <tr>\n",
" <th>70258</th>\n",
" <td>531743.040769</td>\n",
" <td>155995.430468</td>\n",
" <td>-48</td>\n",
" <td>28</td>\n",
" <td>199.036291</td>\n",
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" <td>322</td>\n",
" </tr>\n",
" <tr>\n",
" <th>70259</th>\n",
" <td>538040.508394</td>\n",
" <td>155995.538177</td>\n",
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" <td>21</td>\n",
" <td>26.531734</td>\n",
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" <td>540526.499615</td>\n",
" <td>155995.825616</td>\n",
" <td>-47</td>\n",
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" <td>32.626174</td>\n",
" <td>781597</td>\n",
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" <td>540464.331279</td>\n",
" <td>155995.973094</td>\n",
" <td>-57</td>\n",
" <td>22</td>\n",
" <td>22.798289</td>\n",
" <td>0</td>\n",
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" <tr>\n",
" <th>70262</th>\n",
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" <tr>\n",
" <th>70263</th>\n",
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" <td>-85</td>\n",
" <td>31</td>\n",
" <td>115.050074</td>\n",
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" <td>40</td>\n",
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" <td>-149</td>\n",
" <td>12</td>\n",
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" <td>-50</td>\n",
" <td>17</td>\n",
" <td>11.184227</td>\n",
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" <td>37</td>\n",
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" <td>95</td>\n",
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" <td>534923.184660</td>\n",
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" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>70287 rows × 9 columns</p>\n",
"</div>"
],
"text/plain": [
" XCOORD YCOORD AUSRICHTUN NEIGUNG FLAECHE \\\n",
"0 526397.522352 150211.416126 -117 1 55.684115 \n",
"1 526459.547300 150213.127678 -28 14 331.089940 \n",
"2 526606.846889 150213.882526 34 1 537.283923 \n",
"3 526556.395036 150216.548763 -56 34 88.764786 \n",
"4 526454.750017 150222.006267 152 15 326.421851 \n",
"5 526592.000993 150230.939570 34 3 146.206117 \n",
"6 526587.109858 150231.558962 0 0 298.533063 \n",
"7 526374.655057 150234.208850 -117 8 846.616962 \n",
"8 526384.637574 150242.966204 -117 2 755.958491 \n",
"9 526577.661867 150247.140927 142 2 125.207172 \n",
"10 526610.953098 150247.652351 0 0 22.511268 \n",
"11 526632.289566 150250.529554 45 21 16.308667 \n",
"12 526638.193687 150251.408584 -45 20 22.340686 \n",
"13 526636.628204 150252.973511 -45 9 12.292815 \n",
"14 526636.446207 150253.625674 0 0 22.520302 \n",
"15 526634.782809 150254.817542 135 8 13.178596 \n",
"16 526728.127789 150264.928923 -56 41 102.288804 \n",
"17 526720.960160 150266.124392 -56 37 105.675356 \n",
"18 526645.334648 150270.796970 39 30 13.067006 \n",
"19 526754.245950 150270.927174 -56 8 98.780840 \n",
"20 526718.146264 150274.449012 -56 28 36.146266 \n",
"21 526749.571887 150275.145637 -56 22 55.079544 \n",
"22 526725.835599 150280.576425 0 0 38.857487 \n",
"23 526368.925561 150280.723762 -118 3 113.038980 \n",
"24 526733.650073 150284.192002 -56 41 54.385814 \n",
"25 526727.481542 150288.338409 -56 28 26.667225 \n",
"26 526764.332943 150292.826333 0 0 108.372723 \n",
"27 526576.116300 150293.263183 0 0 19.627110 \n",
"28 526674.183136 150296.200038 38 27 61.747567 \n",
"29 526736.138774 150299.401298 -54 32 70.900880 \n",
"... ... ... ... ... ... \n",
"70257 538439.130962 155995.310138 -72 37 176.191768 \n",
"70258 531743.040769 155995.430468 -48 28 199.036291 \n",
"70259 538040.508394 155995.538177 53 21 26.531734 \n",
"70260 540526.499615 155995.825616 -47 34 32.626174 \n",
"70261 540464.331279 155995.973094 -57 22 22.798289 \n",
"70262 540227.725829 155995.994577 0 0 41.656673 \n",
"70263 538188.452385 155996.044934 -85 31 115.050074 \n",
"70264 534283.350528 155996.159354 40 26 28.268229 \n",
"70265 540828.418180 155996.283637 -149 12 203.899362 \n",
"70266 540398.933392 155996.447502 -50 17 11.184227 \n",
"70267 540314.975529 155996.588552 37 27 78.233114 \n",
"70268 538182.142235 155996.639770 95 31 116.275078 \n",
"70269 531274.768089 155996.651866 34 14 59.637877 \n",
"70270 532225.489416 155997.095529 -66 39 251.672852 \n",
"70271 533596.112925 155997.122400 0 0 59.069506 \n",
"70272 538168.687952 155997.166381 -85 24 101.273087 \n",
"70273 532929.146250 155997.563200 0 0 55.828179 \n",
"70274 534958.167868 155998.126545 -11 23 79.784038 \n",
"70275 540519.790209 155998.158131 43 35 69.365124 \n",
"70276 538159.627520 155998.175488 95 23 235.524501 \n",
"70277 534923.184660 155998.271339 -15 29 81.411777 \n",
"70278 540402.023255 155998.426181 40 40 71.384434 \n",
"70279 532563.771221 155998.850314 0 0 50.400154 \n",
"70280 540277.655039 156000.100878 36 20 85.476864 \n",
"70281 538320.579935 156000.998051 15 22 204.424617 \n",
"70282 540443.340117 156001.103251 35 28 96.783732 \n",
"70283 532871.578017 156001.381499 0 0 110.707647 \n",
"70284 540292.611756 156001.793462 -54 27 128.036474 \n",
"70285 538465.298150 156005.654400 76 33 139.907480 \n",
"70286 532915.538577 156050.374989 0 0 5807.672371 \n",
"\n",
" GWR_EGID DF_NUMMER x_idx y_idx \n",
"0 9020762 1 164 299 \n",
"1 9035521 1 164 299 \n",
"2 9020766 1 164 299 \n",
"3 801527 2 164 299 \n",
"4 9035521 2 164 299 \n",
"5 9020766 1 164 299 \n",
"6 9020766 1 164 299 \n",
"7 9020762 1 163 299 \n",
"8 9020762 1 164 299 \n",
"9 0 1 164 299 \n",
"10 0 1 164 299 \n",
"11 801526 2 165 299 \n",
"12 801526 1 165 299 \n",
"13 801526 5 165 299 \n",
"14 801526 1 165 299 \n",
"15 801526 6 165 299 \n",
"16 0 4 165 299 \n",
"17 0 2 165 299 \n",
"18 190050496 1 165 299 \n",
"19 0 1 165 299 \n",
"20 0 10 165 299 \n",
"21 0 1 165 299 \n",
"22 0 7 165 299 \n",
"23 9020762 1 163 299 \n",
"24 0 6 165 299 \n",
"25 0 11 165 299 \n",
"26 0 1 165 299 \n",
"27 0 5 164 299 \n",
"28 801514 1 165 299 \n",
"29 801516 2 165 299 \n",
"... ... ... ... ... \n",
"70257 3162726 4 212 322 \n",
"70258 190063601 1 185 322 \n",
"70259 3162831 1 210 322 \n",
"70260 781597 3 220 322 \n",
"70261 0 2 220 322 \n",
"70262 781629 1 219 322 \n",
"70263 783281 3 211 322 \n",
"70264 280082350 1 195 322 \n",
"70265 781659 2 221 322 \n",
"70266 781606 1 220 322 \n",
"70267 781618 3 219 322 \n",
"70268 783281 4 211 322 \n",
"70269 794459 1 183 322 \n",
"70270 794018 1 187 322 \n",
"70271 781289 27 192 322 \n",
"70272 783281 1 211 322 \n",
"70273 9020376 11 190 322 \n",
"70274 782521 1 198 322 \n",
"70275 781597 1 220 322 \n",
"70276 783281 2 211 322 \n",
"70277 782522 1 198 322 \n",
"70278 781606 2 220 322 \n",
"70279 794225 1 188 322 \n",
"70280 781617 8 219 322 \n",
"70281 783060 2 211 322 \n",
"70282 190036964 1 220 322 \n",
"70283 9020376 1 189 322 \n",
"70284 781617 3 219 322 \n",
"70285 783092 2 212 322 \n",
"70286 9020376 9 190 322 \n",
"\n",
"[70287 rows x 9 columns]"
]
},
"execution_count": 70,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"rooftops"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# PV LIB workflow:\n",
"FOR EACH PIXEL:\n",
"1. calculate sun positions (in seperate workbook)\n",
"2. get weather data\n",
"3. calculate DNI and DHI (in seperate workbook)\n",
"4. create for-loop over all roof surfaces and compute tilted radiation components (core of this workbook)\n",
"5. merge the results to a netcdf file (think about parallelisation)\n",
"\n",
"FOR EACH ROOF:\n",
"- Calculate all components"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Computation of irradiance components:"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Compute for one surface only:"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"XCOORD 5.263846e+05\n",
"YCOORD 1.502430e+05\n",
"AUSRICHTUN -1.170000e+02\n",
"NEIGUNG 2.000000e+00\n",
"FLAECHE 7.559585e+02\n",
"GWR_EGID 9.020762e+06\n",
"DF_NUMMER 1.000000e+00\n",
"Name: 3, dtype: float64"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"idx = 3\n",
"roof = rooftops.iloc[idx]\n",
"roof"
]
},
{
"cell_type": "code",
"execution_count": 77,
"metadata": {
"collapsed": true
},
"outputs": [
{
"data": {
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" 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\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\"];\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 overridden (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",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\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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\" width=\"900\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"(485375.0, 833625.0, 75375.0, 295875.0)"
]
},
"execution_count": 77,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# visualise current rooftop\n",
"plt.figure(figsize = (9,4))\n",
"weather_data.SIS.isel(time = 100).plot(x = 'x', y = 'y')\n",
"plt.scatter(roof.XCOORD, roof.YCOORD, s = 5, c = 'r')\n",
"plt.axis('equal')\n",
"plt.axis('off')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Reshape weather information\n",
"This step can be done for each pixel and does not have to be done for each roof surface!\n",
"Could be improved (possibly) by drawing directly from model."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": true
},
"outputs": [
{
"ename": "AttributeError",
"evalue": "'Series' object has no attribute 'x_idx'",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-18-ccaf76fbade2>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0;31m# get radiation components:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mmeteo_at_pixel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmeteo\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0misel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mx_idx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0my_idx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m 4370\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_can_hold_identifiers_and_holds_name\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4371\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 4372\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 4373\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4374\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m__setattr__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mAttributeError\u001b[0m: 'Series' object has no attribute 'x_idx'"
]
}
],
"source": [
"# get radiation components:\n",
"meteo_at_pixel = meteo.isel(x=int(roof.x_idx), y=int(roof.y_idx))"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"# TEMPORARY\n",
"roof.x_idx = 28\n",
"roof.y_idx = 33"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Compute solar components:"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"irradiance_components = total_irrad(\n",
" surface_tilt = roof.NEIGUNG, surface_azimuth = roof.AUSRICHTUN,\n",
" apparent_zenith = solar_positions['apparent_zenith'], azimuth = solar_positions['azimuth'],\n",
" dni = weather_at_pixel['DNI'], ghi = weather_at_pixel['SIS'], dhi = weather_at_pixel['DHI'], \n",
" dni_extra = weather_at_pixel['DNI_extra'] , airmass = weather_at_pixel['rel_airmass'],\n",
" albedo = weather_at_pixel['ALB'],\n",
" model='perez'\n",
" )"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
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" <th></th>\n",
" <th>poa_global</th>\n",
" <th>poa_direct</th>\n",
" <th>poa_diffuse</th>\n",
" <th>poa_sky_diffuse</th>\n",
" <th>poa_ground_diffuse</th>\n",
" </tr>\n",
" <tr>\n",
" <th>timestamp_semi_month</th>\n",
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" <th>2001-01-15 07:00:00</th>\n",
" <td>0.001553</td>\n",
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" <th>2001-01-15 08:00:00</th>\n",
" <td>81.792325</td>\n",
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" <th>2001-01-15 09:00:00</th>\n",
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" <tr>\n",
" <th>2001-01-15 11:00:00</th>\n",
" <td>225.258446</td>\n",
" <td>126.525112</td>\n",
" <td>98.733335</td>\n",
" <td>98.715165</td>\n",
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" <td>218.692245</td>\n",
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" <td>91.538061</td>\n",
" <td>91.520639</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2001-01-15 13:00:00</th>\n",
" <td>181.247068</td>\n",
" <td>99.587405</td>\n",
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" <td>81.645616</td>\n",
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" <th>2001-01-15 16:00:00</th>\n",
" <td>1.766506</td>\n",
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" <td>0.677599</td>\n",
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" <tr>\n",
" <th>2001-02-15 06:00:00</th>\n",
" <td>0.000308</td>\n",
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" <td>0.000000</td>\n",
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" <th>2001-02-15 07:00:00</th>\n",
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" <td>239.709272</td>\n",
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" <tr>\n",
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" <td>350.084289</td>\n",
" <td>213.159971</td>\n",
" <td>136.924318</td>\n",
" <td>136.898927</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2001-02-15 12:00:00</th>\n",
" <td>339.853298</td>\n",
" <td>214.658755</td>\n",
" <td>125.194543</td>\n",
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" </tr>\n",
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" <td>298.623834</td>\n",
" <td>183.636401</td>\n",
" <td>114.987433</td>\n",
" <td>114.966311</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2001-02-15 14:00:00</th>\n",
" <td>216.867101</td>\n",
" <td>127.477759</td>\n",
" <td>89.389342</td>\n",
" <td>89.374250</td>\n",
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" <tr>\n",
" <th>2001-02-15 15:00:00</th>\n",
" <td>124.036904</td>\n",
" <td>68.081871</td>\n",
" <td>55.955033</td>\n",
" <td>55.946630</td>\n",
" <td>0.008404</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-02-15 16:00:00</th>\n",
" <td>28.849759</td>\n",
" <td>12.184403</td>\n",
" <td>16.665356</td>\n",
" <td>16.663526</td>\n",
" <td>0.001830</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 05:00:00</th>\n",
" <td>0.000204</td>\n",
" <td>-0.000000</td>\n",
" <td>0.000204</td>\n",
" <td>0.000000</td>\n",
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" <tr>\n",
" <th>2001-03-15 06:00:00</th>\n",
" <td>47.673063</td>\n",
" <td>9.587731</td>\n",
" <td>38.085332</td>\n",
" <td>38.081412</td>\n",
" <td>0.003920</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 07:00:00</th>\n",
" <td>172.729449</td>\n",
" <td>84.205363</td>\n",
" <td>88.524086</td>\n",
" <td>88.512497</td>\n",
" <td>0.011589</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 08:00:00</th>\n",
" <td>301.709062</td>\n",
" <td>170.565242</td>\n",
" <td>131.143820</td>\n",
" <td>131.124357</td>\n",
" <td>0.019464</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 09:00:00</th>\n",
" <td>407.042253</td>\n",
" <td>246.535268</td>\n",
" <td>160.506984</td>\n",
" <td>160.481230</td>\n",
" <td>0.025755</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 10:00:00</th>\n",
" <td>484.118081</td>\n",
" <td>307.339698</td>\n",
" <td>176.778383</td>\n",
" <td>176.748138</td>\n",
" <td>0.030245</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 11:00:00</th>\n",
" <td>511.795578</td>\n",
" <td>327.553513</td>\n",
" <td>184.242065</td>\n",
" <td>184.210456</td>\n",
" <td>0.031608</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 12:00:00</th>\n",
" <td>500.730709</td>\n",
" <td>325.638912</td>\n",
" <td>175.091797</td>\n",
" <td>175.061191</td>\n",
" <td>0.030606</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-03-15 13:00:00</th>\n",
" <td>442.102122</td>\n",
" <td>278.486186</td>\n",
" <td>163.615936</td>\n",
" <td>163.589179</td>\n",
" <td>0.026758</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 06:00:00</th>\n",
" <td>32.452458</td>\n",
" <td>3.376167</td>\n",
" <td>29.076291</td>\n",
" <td>29.073421</td>\n",
" <td>0.002870</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 07:00:00</th>\n",
" <td>134.426917</td>\n",
" <td>57.594257</td>\n",
" <td>76.832661</td>\n",
" <td>76.823280</td>\n",
" <td>0.009381</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 08:00:00</th>\n",
" <td>232.874105</td>\n",
" <td>117.811638</td>\n",
" <td>115.062467</td>\n",
" <td>115.046743</td>\n",
" <td>0.015724</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 09:00:00</th>\n",
" <td>315.173912</td>\n",
" <td>172.364561</td>\n",
" <td>142.809351</td>\n",
" <td>142.788540</td>\n",
" <td>0.020811</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 10:00:00</th>\n",
" <td>379.394587</td>\n",
" <td>227.994412</td>\n",
" <td>151.400175</td>\n",
" <td>151.375464</td>\n",
" <td>0.024711</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 11:00:00</th>\n",
" <td>394.221909</td>\n",
" <td>242.986199</td>\n",
" <td>151.235710</td>\n",
" <td>151.210309</td>\n",
" <td>0.025401</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 12:00:00</th>\n",
" <td>372.292400</td>\n",
" <td>231.852443</td>\n",
" <td>140.439957</td>\n",
" <td>140.416239</td>\n",
" <td>0.023718</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 13:00:00</th>\n",
" <td>304.236560</td>\n",
" <td>182.522957</td>\n",
" <td>121.713603</td>\n",
" <td>121.694452</td>\n",
" <td>0.019151</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 14:00:00</th>\n",
" <td>207.607426</td>\n",
" <td>116.036724</td>\n",
" <td>91.570702</td>\n",
" <td>91.557830</td>\n",
" <td>0.012872</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 15:00:00</th>\n",
" <td>104.076076</td>\n",
" <td>49.908549</td>\n",
" <td>54.167527</td>\n",
" <td>54.161246</td>\n",
" <td>0.006282</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-10-15 16:00:00</th>\n",
" <td>18.908143</td>\n",
" <td>6.374266</td>\n",
" <td>12.533876</td>\n",
" <td>12.532823</td>\n",
" <td>0.001054</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 06:00:00</th>\n",
" <td>0.000356</td>\n",
" <td>-0.000000</td>\n",
" <td>0.000356</td>\n",
" <td>0.000000</td>\n",
" <td>0.000356</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 07:00:00</th>\n",
" <td>50.107219</td>\n",
" <td>16.116523</td>\n",
" <td>33.990696</td>\n",
" <td>33.986291</td>\n",
" <td>0.004404</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 08:00:00</th>\n",
" <td>127.919753</td>\n",
" <td>58.722118</td>\n",
" <td>69.197635</td>\n",
" <td>69.187594</td>\n",
" <td>0.010041</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 09:00:00</th>\n",
" <td>196.104055</td>\n",
" <td>99.191530</td>\n",
" <td>96.912525</td>\n",
" <td>96.897726</td>\n",
" <td>0.014799</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 10:00:00</th>\n",
" <td>248.700760</td>\n",
" <td>130.671269</td>\n",
" <td>118.029490</td>\n",
" <td>118.011036</td>\n",
" <td>0.018454</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 11:00:00</th>\n",
" <td>264.771363</td>\n",
" <td>150.286290</td>\n",
" <td>114.485073</td>\n",
" <td>114.465679</td>\n",
" <td>0.019394</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 12:00:00</th>\n",
" <td>244.967315</td>\n",
" <td>140.615564</td>\n",
" <td>104.351751</td>\n",
" <td>104.334083</td>\n",
" <td>0.017669</td>\n",
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" <tr>\n",
" <th>2001-11-15 13:00:00</th>\n",
" <td>186.732394</td>\n",
" <td>104.097311</td>\n",
" <td>82.635083</td>\n",
" <td>82.621814</td>\n",
" <td>0.013270</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 14:00:00</th>\n",
" <td>111.709186</td>\n",
" <td>58.069430</td>\n",
" <td>53.639756</td>\n",
" <td>53.632020</td>\n",
" <td>0.007736</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-11-15 15:00:00</th>\n",
" <td>31.025483</td>\n",
" <td>12.842182</td>\n",
" <td>18.183301</td>\n",
" <td>18.181298</td>\n",
" <td>0.002003</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 07:00:00</th>\n",
" <td>0.001487</td>\n",
" <td>-0.000000</td>\n",
" <td>0.001487</td>\n",
" <td>0.000000</td>\n",
" <td>0.001487</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 08:00:00</th>\n",
" <td>74.960293</td>\n",
" <td>27.988299</td>\n",
" <td>46.971994</td>\n",
" <td>46.965360</td>\n",
" <td>0.006634</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 09:00:00</th>\n",
" <td>124.052069</td>\n",
" <td>53.266067</td>\n",
" <td>70.786001</td>\n",
" <td>70.775444</td>\n",
" <td>0.010557</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 10:00:00</th>\n",
" <td>169.766233</td>\n",
" <td>79.354583</td>\n",
" <td>90.411650</td>\n",
" <td>90.397450</td>\n",
" <td>0.014199</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 11:00:00</th>\n",
" <td>188.364184</td>\n",
" <td>94.994880</td>\n",
" <td>93.369304</td>\n",
" <td>93.353805</td>\n",
" <td>0.015499</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 12:00:00</th>\n",
" <td>175.421702</td>\n",
" <td>87.517544</td>\n",
" <td>87.904157</td>\n",
" <td>87.890031</td>\n",
" <td>0.014126</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 13:00:00</th>\n",
" <td>132.383393</td>\n",
" <td>65.510797</td>\n",
" <td>66.872596</td>\n",
" <td>66.862073</td>\n",
" <td>0.010524</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 14:00:00</th>\n",
" <td>72.268132</td>\n",
" <td>32.718601</td>\n",
" <td>39.549531</td>\n",
" <td>39.543948</td>\n",
" <td>0.005582</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2001-12-15 15:00:00</th>\n",
" <td>13.193672</td>\n",
" <td>4.118496</td>\n",
" <td>9.075176</td>\n",
" <td>9.074236</td>\n",
" <td>0.000940</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>159 rows × 5 columns</p>\n",
"</div>"
],
"text/plain": [
" poa_global poa_direct poa_diffuse poa_sky_diffuse \\\n",
"timestamp_semi_month \n",
"2001-01-15 07:00:00 0.001553 -0.000000 0.001553 0.000000 \n",
"2001-01-15 08:00:00 81.792325 33.113016 48.679309 48.672079 \n",
"2001-01-15 09:00:00 140.217565 64.274314 75.943251 75.931500 \n",
"2001-01-15 10:00:00 196.662518 100.786451 95.876067 95.859949 \n",
"2001-01-15 11:00:00 225.258446 126.525112 98.733335 98.715165 \n",
"2001-01-15 12:00:00 218.692245 127.154184 91.538061 91.520639 \n",
"2001-01-15 13:00:00 181.247068 99.587405 81.659663 81.645616 \n",
"2001-01-15 14:00:00 113.104138 58.220688 54.883450 54.874791 \n",
"2001-01-15 15:00:00 43.851848 18.764552 25.087296 25.084098 \n",
"2001-01-15 16:00:00 1.766506 1.088830 0.677676 0.677599 \n",
"2001-02-15 06:00:00 0.000308 -0.000000 0.000308 0.000000 \n",
"2001-02-15 07:00:00 53.693832 18.430616 35.263216 35.258396 \n",
"2001-02-15 08:00:00 156.425082 76.619648 79.805434 79.793383 \n",
"2001-02-15 09:00:00 239.709272 132.528520 107.180752 107.162838 \n",
"2001-02-15 10:00:00 311.417267 183.656237 127.761030 127.738143 \n",
"2001-02-15 11:00:00 350.084289 213.159971 136.924318 136.898927 \n",
"2001-02-15 12:00:00 339.853298 214.658755 125.194543 125.170199 \n",
"2001-02-15 13:00:00 298.623834 183.636401 114.987433 114.966311 \n",
"2001-02-15 14:00:00 216.867101 127.477759 89.389342 89.374250 \n",
"2001-02-15 15:00:00 124.036904 68.081871 55.955033 55.946630 \n",
"2001-02-15 16:00:00 28.849759 12.184403 16.665356 16.663526 \n",
"2001-03-15 05:00:00 0.000204 -0.000000 0.000204 0.000000 \n",
"2001-03-15 06:00:00 47.673063 9.587731 38.085332 38.081412 \n",
"2001-03-15 07:00:00 172.729449 84.205363 88.524086 88.512497 \n",
"2001-03-15 08:00:00 301.709062 170.565242 131.143820 131.124357 \n",
"2001-03-15 09:00:00 407.042253 246.535268 160.506984 160.481230 \n",
"2001-03-15 10:00:00 484.118081 307.339698 176.778383 176.748138 \n",
"2001-03-15 11:00:00 511.795578 327.553513 184.242065 184.210456 \n",
"2001-03-15 12:00:00 500.730709 325.638912 175.091797 175.061191 \n",
"2001-03-15 13:00:00 442.102122 278.486186 163.615936 163.589179 \n",
"... ... ... ... ... \n",
"2001-10-15 06:00:00 32.452458 3.376167 29.076291 29.073421 \n",
"2001-10-15 07:00:00 134.426917 57.594257 76.832661 76.823280 \n",
"2001-10-15 08:00:00 232.874105 117.811638 115.062467 115.046743 \n",
"2001-10-15 09:00:00 315.173912 172.364561 142.809351 142.788540 \n",
"2001-10-15 10:00:00 379.394587 227.994412 151.400175 151.375464 \n",
"2001-10-15 11:00:00 394.221909 242.986199 151.235710 151.210309 \n",
"2001-10-15 12:00:00 372.292400 231.852443 140.439957 140.416239 \n",
"2001-10-15 13:00:00 304.236560 182.522957 121.713603 121.694452 \n",
"2001-10-15 14:00:00 207.607426 116.036724 91.570702 91.557830 \n",
"2001-10-15 15:00:00 104.076076 49.908549 54.167527 54.161246 \n",
"2001-10-15 16:00:00 18.908143 6.374266 12.533876 12.532823 \n",
"2001-11-15 06:00:00 0.000356 -0.000000 0.000356 0.000000 \n",
"2001-11-15 07:00:00 50.107219 16.116523 33.990696 33.986291 \n",
"2001-11-15 08:00:00 127.919753 58.722118 69.197635 69.187594 \n",
"2001-11-15 09:00:00 196.104055 99.191530 96.912525 96.897726 \n",
"2001-11-15 10:00:00 248.700760 130.671269 118.029490 118.011036 \n",
"2001-11-15 11:00:00 264.771363 150.286290 114.485073 114.465679 \n",
"2001-11-15 12:00:00 244.967315 140.615564 104.351751 104.334083 \n",
"2001-11-15 13:00:00 186.732394 104.097311 82.635083 82.621814 \n",
"2001-11-15 14:00:00 111.709186 58.069430 53.639756 53.632020 \n",
"2001-11-15 15:00:00 31.025483 12.842182 18.183301 18.181298 \n",
"2001-12-15 07:00:00 0.001487 -0.000000 0.001487 0.000000 \n",
"2001-12-15 08:00:00 74.960293 27.988299 46.971994 46.965360 \n",
"2001-12-15 09:00:00 124.052069 53.266067 70.786001 70.775444 \n",
"2001-12-15 10:00:00 169.766233 79.354583 90.411650 90.397450 \n",
"2001-12-15 11:00:00 188.364184 94.994880 93.369304 93.353805 \n",
"2001-12-15 12:00:00 175.421702 87.517544 87.904157 87.890031 \n",
"2001-12-15 13:00:00 132.383393 65.510797 66.872596 66.862073 \n",
"2001-12-15 14:00:00 72.268132 32.718601 39.549531 39.543948 \n",
"2001-12-15 15:00:00 13.193672 4.118496 9.075176 9.074236 \n",
"\n",
" poa_ground_diffuse \n",
"timestamp_semi_month \n",
"2001-01-15 07:00:00 0.001553 \n",
"2001-01-15 08:00:00 0.007230 \n",
"2001-01-15 09:00:00 0.011751 \n",
"2001-01-15 10:00:00 0.016119 \n",
"2001-01-15 11:00:00 0.018170 \n",
"2001-01-15 12:00:00 0.017422 \n",
"2001-01-15 13:00:00 0.014047 \n",
"2001-01-15 14:00:00 0.008659 \n",
"2001-01-15 15:00:00 0.003199 \n",
"2001-01-15 16:00:00 0.000077 \n",
"2001-02-15 06:00:00 0.000308 \n",
"2001-02-15 07:00:00 0.004821 \n",
"2001-02-15 08:00:00 0.012050 \n",
"2001-02-15 09:00:00 0.017914 \n",
"2001-02-15 10:00:00 0.022888 \n",
"2001-02-15 11:00:00 0.025391 \n",
"2001-02-15 12:00:00 0.024343 \n",
"2001-02-15 13:00:00 0.021122 \n",
"2001-02-15 14:00:00 0.015092 \n",
"2001-02-15 15:00:00 0.008404 \n",
"2001-02-15 16:00:00 0.001830 \n",
"2001-03-15 05:00:00 0.000204 \n",
"2001-03-15 06:00:00 0.003920 \n",
"2001-03-15 07:00:00 0.011589 \n",
"2001-03-15 08:00:00 0.019464 \n",
"2001-03-15 09:00:00 0.025755 \n",
"2001-03-15 10:00:00 0.030245 \n",
"2001-03-15 11:00:00 0.031608 \n",
"2001-03-15 12:00:00 0.030606 \n",
"2001-03-15 13:00:00 0.026758 \n",
"... ... \n",
"2001-10-15 06:00:00 0.002870 \n",
"2001-10-15 07:00:00 0.009381 \n",
"2001-10-15 08:00:00 0.015724 \n",
"2001-10-15 09:00:00 0.020811 \n",
"2001-10-15 10:00:00 0.024711 \n",
"2001-10-15 11:00:00 0.025401 \n",
"2001-10-15 12:00:00 0.023718 \n",
"2001-10-15 13:00:00 0.019151 \n",
"2001-10-15 14:00:00 0.012872 \n",
"2001-10-15 15:00:00 0.006282 \n",
"2001-10-15 16:00:00 0.001054 \n",
"2001-11-15 06:00:00 0.000356 \n",
"2001-11-15 07:00:00 0.004404 \n",
"2001-11-15 08:00:00 0.010041 \n",
"2001-11-15 09:00:00 0.014799 \n",
"2001-11-15 10:00:00 0.018454 \n",
"2001-11-15 11:00:00 0.019394 \n",
"2001-11-15 12:00:00 0.017669 \n",
"2001-11-15 13:00:00 0.013270 \n",
"2001-11-15 14:00:00 0.007736 \n",
"2001-11-15 15:00:00 0.002003 \n",
"2001-12-15 07:00:00 0.001487 \n",
"2001-12-15 08:00:00 0.006634 \n",
"2001-12-15 09:00:00 0.010557 \n",
"2001-12-15 10:00:00 0.014199 \n",
"2001-12-15 11:00:00 0.015499 \n",
"2001-12-15 12:00:00 0.014126 \n",
"2001-12-15 13:00:00 0.010524 \n",
"2001-12-15 14:00:00 0.005582 \n",
"2001-12-15 15:00:00 0.000940 \n",
"\n",
"[159 rows x 5 columns]"
]
},
"execution_count": 30,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"irradiance_components"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"xr_tmp = irradiance_components.to_xarray()\n",
"xr_tmp.rename({ 'timestamp_semi_month' : 'time' }, inplace = True)\n",
"xr_tmp.coords['roof_index'] = idx"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (time: 159)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-01-15T07:00:00 ...\n",
" roof_index int64 3\n",
"Data variables:\n",
" poa_global (time) float64 0.001553 81.79 140.2 196.7 225.3 ...\n",
" poa_direct (time) float64 -0.0 33.11 64.27 100.8 126.5 127.2 ...\n",
" poa_diffuse (time) float64 0.001553 48.68 75.94 95.88 98.73 ...\n",
" poa_sky_diffuse (time) float64 0.0 48.67 75.93 95.86 98.72 91.52 ...\n",
" poa_ground_diffuse (time) float64 0.001553 0.00723 0.01175 0.01612 ..."
]
},
"execution_count": 36,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"xr_tmp"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [],
"source": [
"tilted_irradiance = xr_tmp"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"tilted_irradiance = xr.concat([tilted_irradiance, xr_tmp], dim = 'roof_index')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"grounddiffuse(roof.NEIGUNG, meteo_at_pixel.SIS)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# FOR-Loop"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {
"collapsed": true
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
" 6%|▋ | 4471/70287 [01:33<23:01, 47.64it/s]"
]
},
{
"ename": "KeyboardInterrupt",
"evalue": "",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-59-dda828f1c775>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m 33\u001b[0m \u001b[0mtilted_irradiance\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtmp\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 34\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 35\u001b[0;31m \u001b[0mtilted_irradiance\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mxr\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconcat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mtilted_irradiance\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtmp\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdim\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'roof_index'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 36\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 37\u001b[0m \u001b[0mtt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/combine.py\u001b[0m in \u001b[0;36mconcat\u001b[0;34m(objs, dim, data_vars, coords, compat, positions, indexers, mode, concat_over)\u001b[0m\n\u001b[1;32m 119\u001b[0m raise TypeError('can only concatenate xarray Dataset and DataArray '\n\u001b[1;32m 120\u001b[0m 'objects, got %s' % type(first_obj))\n\u001b[0;32m--> 121\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mobjs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdata_vars\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcoords\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcompat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpositions\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 122\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 123\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/combine.py\u001b[0m in \u001b[0;36m_dataset_concat\u001b[0;34m(datasets, dim, data_vars, coords, compat, positions)\u001b[0m\n\u001b[1;32m 303\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mk\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mconcat_over\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 304\u001b[0m \u001b[0mvars\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mensure_common_dims\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvariables\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mk\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mds\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mdatasets\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 305\u001b[0;31m \u001b[0mcombined\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mconcat_vars\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvars\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpositions\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 306\u001b[0m \u001b[0minsert_result_variable\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mk\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcombined\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 307\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/variable.py\u001b[0m in \u001b[0;36mconcat\u001b[0;34m(variables, dim, positions, shortcut)\u001b[0m\n\u001b[1;32m 1772\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mIndexVariable\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconcat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvariables\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpositions\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mshortcut\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1773\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1774\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mVariable\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconcat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvariables\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdim\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpositions\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mshortcut\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1775\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1776\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/variable.py\u001b[0m in \u001b[0;36mconcat\u001b[0;34m(cls, variables, dim, positions, shortcut)\u001b[0m\n\u001b[1;32m 1281\u001b[0m \u001b[0maxis\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfirst_var\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_axis_num\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdim\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1282\u001b[0m \u001b[0mdims\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfirst_var\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdims\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1283\u001b[0;31m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mduck_array_ops\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconcatenate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marrays\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1284\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mpositions\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1285\u001b[0m \u001b[0;31m# TODO: deprecate this option -- we don't need it for groupby\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/duck_array_ops.py\u001b[0m in \u001b[0;36mconcatenate\u001b[0;34m(arrays, axis)\u001b[0m\n\u001b[1;32m 180\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mconcatenate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marrays\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 181\u001b[0m \u001b[0;34m\"\"\"concatenate() with better dtype promotion rules.\"\"\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 182\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0m_concatenate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mas_shared_dtype\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marrays\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 183\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 184\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/xarray/core/duck_array_ops.py\u001b[0m in \u001b[0;36mf\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m 49\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 50\u001b[0m \u001b[0mmodule\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0meager_module\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 51\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodule\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 52\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 53\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mKeyboardInterrupt\u001b[0m: "
]
}
],
"source": [
"tt = util.Timer()\n",
"\n",
"for idx in tqdm(range(len(rooftops))):\n",
" # print('Starting iteration %d of %d' %(idx, len(rooftops)))\n",
" # select the current rooftop\n",
" roof = rooftops.iloc[idx]\n",
" \n",
" # select the meteo variables at the current pixel\n",
" # meteo_at_pixel = meteo.isel(x=int(roof.x_idx), y=int(roof.y_idx))\n",
" \n",
" ############################# TEMPORARY: #################################\n",
" # overwrite the x and y indices to the corresponding lon and lat indices\n",
" roof.x_idx = 28\n",
" roof.y_idx = 33\n",
" \n",
" # select the meteo variables at the current pixel\n",
" meteo_at_pixel = util.to_pandas( meteo.isel( lon=int(roof.x_idx), lat=int(roof.y_idx))).set_index( 'time' )\n",
" ##########################################################################\n",
" \n",
" irradiance_components = total_irrad(\n",
" surface_tilt = roof.NEIGUNG, surface_azimuth = roof.AUSRICHTUN,\n",
" apparent_zenith = meteo_at_pixel['apparent_zenith'], azimuth = meteo_at_pixel['azimuth'],\n",
" dni = meteo_at_pixel['DNI'], ghi = meteo_at_pixel['SIS'], dhi = meteo_at_pixel['DHI'], \n",
" dni_extra = meteo_at_pixel['DNI_extra'] , airmass = meteo_at_pixel['rel_airmass'],\n",
" albedo = meteo_at_pixel['ALB'],\n",
" model='perez'\n",
" )\n",
" \n",
" tmp = irradiance_components.to_xarray()\n",
" tmp.coords['roof_index'] = idx\n",
" \n",
" if idx == 0:\n",
" tilted_irradiance = tmp\n",
" else:\n",
" tilted_irradiance = xr.concat([tilted_irradiance, tmp], dim = 'roof_index')\n",
" \n",
"tt.stop()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"###### if meteo_at_pixel was kept as xarray:\n",
"irradiance_components['poa_sky_diffuse'] = xr.DataArray( irradiance_components['poa_sky_diffuse'] , coords = meteo.coords )\n",
"tmp = xr.merge(irradiance_components)"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (time: 146)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-01-15T08:00:00 ...\n",
"Data variables:\n",
" poa_global (time) float64 79.34 139.5 197.5 227.8 222.8 184.0 ...\n",
" poa_direct (time) float64 31.18 63.62 101.3 128.4 130.1 103.0 ...\n",
" poa_diffuse (time) float64 48.16 75.87 96.27 99.44 92.65 80.93 ...\n",
" poa_sky_diffuse (time) float64 48.14 75.85 96.23 99.4 92.61 80.9 ...\n",
" poa_ground_diffuse (time) float64 0.01627 0.02644 0.03626 0.04088 ..."
]
},
"execution_count": 52,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tmp = irradiance_components.to_xarray()"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (roof_index: 4472, time: 146)\n",
"Coordinates:\n",
" * time (time) datetime64[ns] 2001-01-15T08:00:00 ...\n",
" * roof_index (roof_index) int64 0 1 2 3 4 5 6 7 8 9 10 11 12 13 ...\n",
"Data variables:\n",
" poa_global (roof_index, time) float64 79.34 139.5 197.5 227.8 ...\n",
" poa_direct (roof_index, time) float64 31.18 63.62 101.3 128.4 ...\n",
" poa_diffuse (roof_index, time) float64 48.16 75.87 96.27 99.44 ...\n",
" poa_sky_diffuse (roof_index, time) float64 48.14 75.85 96.23 99.4 ...\n",
" poa_ground_diffuse (roof_index, time) float64 0.01627 0.02644 0.03626 ..."
]
},
"execution_count": 60,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tilted_irradiance"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Spielwiese"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Calculate sun positions:\n",
"--> should be done for each pixel seperately"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load hour mask"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"hourly_mask_df.to_csv(os.path.join(path,'rooftops','timestamps.csv'))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": 102,
"metadata": {},
"outputs": [
{
"ename": "SyntaxError",
"evalue": "unexpected EOF while parsing (<ipython-input-102-08fbf913f289>, line 2)",
"output_type": "error",
"traceback": [
"\u001b[0;36m File \u001b[0;32m\"<ipython-input-102-08fbf913f289>\"\u001b[0;36m, line \u001b[0;32m2\u001b[0m\n\u001b[0;31m # roof = rooftops.iloc[i]\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m unexpected EOF while parsing\n"
]
}
],
"source": [
"for i in range(len(rooftops)):\n",
" roof = rooftops.iloc[i]"
]
},
{
"cell_type": "code",
"execution_count": 89,
"metadata": {},
"outputs": [
{
"ename": "SyntaxError",
"evalue": "invalid syntax (<ipython-input-89-8d101dfafd8a>, line 1)",
"output_type": "error",
"traceback": [
"\u001b[0;36m File \u001b[0;32m\"<ipython-input-89-8d101dfafd8a>\"\u001b[0;36m, line \u001b[0;32m1\u001b[0m\n\u001b[0;31m list_of_arrays = [][]\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid syntax\n"
]
}
],
"source": [
"rooftops"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.4"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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