{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Forecast to Power Tutorial\n", "\n", "This tutorial will walk through the process of going from Unidata forecast model data to AC power using the SAPM.\n", "\n", "Table of contents:\n", "1. [Setup](#Setup)\n", "2. [Load Forecast data](#Load-Forecast-data)\n", "2. [Calculate modeling intermediates](#Calculate-modeling-intermediates)\n", "2. [DC power using SAPM](#DC-power-using-SAPM)\n", "2. [AC power using SAPM](#AC-power-using-SAPM)\n", "\n", "This tutorial has been tested against the following package versions:\n", "* Python 3.5.2\n", "* IPython 5.0.0\n", "* pandas 0.18.0\n", "* matplotlib 1.5.1\n", "* netcdf4 1.2.1\n", "* siphon 0.4.0\n", "\n", "It should work with other Python and Pandas versions. It requires pvlib >= 0.3.0 and IPython >= 3.0.\n", "\n", "Authors:\n", "* Derek Groenendyk (@moonraker), University of Arizona, November 2015\n", "* Will Holmgren (@wholmgren), University of Arizona, November 2015, January 2016, April 2016, July 2016" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These are just your standard interactive scientific python imports that you'll get very used to using." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/holmgren/git_repos/pvlib-python/pvlib/forecast.py:22: UserWarning: The forecast module algorithms and features are highly experimental. The API may change, the functionality may be consolidated into an io module, or the module may be separated into its own package.\n", " 'module, or the module may be separated into its own package.')\n" ] } ], "source": [ "# built-in python modules\n", "import datetime\n", "import inspect\n", "import os\n", "\n", "# scientific python add-ons\n", "import numpy as np\n", "import pandas as pd\n", "\n", "# plotting stuff\n", "# first line makes the plots appear in the notebook\n", "%matplotlib inline \n", "import matplotlib.pyplot as plt\n", "import matplotlib as mpl\n", "# seaborn makes your plots look better\n", "try:\n", " import seaborn as sns\n", " sns.set(rc={\"figure.figsize\": (12, 6)})\n", " sns.set_color_codes()\n", "except ImportError:\n", " print('We suggest you install seaborn using conda or pip and rerun this cell')\n", "\n", "# finally, we import the pvlib library\n", "from pvlib import solarposition,irradiance,atmosphere,pvsystem\n", "from pvlib.forecast import GFS, NAM, NDFD, RAP, HRRR" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Load Forecast data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "pvlib forecast module only includes several models. To see the full list of forecast models visit the Unidata website:\n", "\n", "http://www.unidata.ucar.edu/data/#tds" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Choose a location.\n", "# Tucson, AZ\n", "latitude = 32.2\n", "longitude = -110.9\n", "tz = 'US/Mountain'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define some PV system parameters." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "surface_tilt = 30\n", "surface_azimuth = 180 # pvlib uses 0=North, 90=East, 180=South, 270=West convention\n", "albedo = 0.2" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "start = pd.Timestamp(datetime.date.today(), tz=tz) # today's date\n", "end = start + pd.Timedelta(days=7) # 7 days from today" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Define forecast model\n", "fm = GFS()\n", "#fm = NAM()\n", "#fm = NDFD()\n", "#fm = RAP()\n", "#fm = HRRR()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Retrieve data\n", "forecast_data = fm.get_processed_data(latitude, longitude, start, end)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's look at the downloaded version of the forecast data." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "
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temp_airwind_speedghidnidhitotal_cloudslow_cloudsmid_cloudshigh_clouds
2016-07-27 06:00:00-06:0030.1499941.9163770.0000000.0000000.0000007.00.03.05.0
2016-07-27 09:00:00-06:0028.4500120.990202374.978175468.494996150.35899820.00.07.017.0
2016-07-27 12:00:00-06:0027.4500123.230511765.140377427.065650375.44776225.00.06.022.0
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2016-07-27 18:00:00-06:0046.0500184.222464240.47002387.506983198.51971968.00.044.064.0
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" ], "text/plain": [ " temp_air wind_speed ghi dni \\\n", "2016-07-27 06:00:00-06:00 30.149994 1.916377 0.000000 0.000000 \n", "2016-07-27 09:00:00-06:00 28.450012 0.990202 374.978175 468.494996 \n", "2016-07-27 12:00:00-06:00 27.450012 3.230511 765.140377 427.065650 \n", "2016-07-27 15:00:00-06:00 32.350006 1.501533 325.739565 18.348873 \n", "2016-07-27 18:00:00-06:00 46.050018 4.222464 240.470023 87.506983 \n", "\n", " dhi total_clouds low_clouds mid_clouds \\\n", "2016-07-27 06:00:00-06:00 0.000000 7.0 0.0 3.0 \n", "2016-07-27 09:00:00-06:00 150.358998 20.0 0.0 7.0 \n", "2016-07-27 12:00:00-06:00 375.447762 25.0 0.0 6.0 \n", "2016-07-27 15:00:00-06:00 308.994555 99.0 0.0 77.0 \n", "2016-07-27 18:00:00-06:00 198.519719 68.0 0.0 44.0 \n", "\n", " high_clouds \n", "2016-07-27 06:00:00-06:00 5.0 \n", "2016-07-27 09:00:00-06:00 17.0 \n", "2016-07-27 12:00:00-06:00 22.0 \n", "2016-07-27 15:00:00-06:00 96.0 \n", "2016-07-27 18:00:00-06:00 64.0 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "forecast_data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is a ``pandas DataFrame`` object. It has a lot of great properties that are beyond the scope of our tutorials." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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JMgeA/+Eqr8Biiu87NVvhCxhd3+1aBxqHPu1U+E5AbimIhkXEovN1X8IhESfK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4l/eno6/Pz8EBkZCYFA4NhlobKG8RvckaGsrAx1dXWOnaoFCxYgMjISb775JgBAp9Oho6MDYrH4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\nIT7h/wOoskLCYmbHrwAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "forecast_data['temp_air'].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot the GHI data. Most pvlib forecast models derive this data from the weather models' cloud clover data." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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gs9kwNDSEYDCo9LoMT/T5rq3/FqqtCNN5dIU8mq6LSC2JdB4SgIBH7S4ozIATEZG5NRSA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\nKFQ78g8dOoQbb7wRALB06VIcP378oj9TDBYUt90Ik0GL070RvP3Xi+8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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ghi = forecast_data['ghi']\n", "ghi.plot()\n", "plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate modeling intermediates" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Before we can calculate power for all the forecast times, we will need to calculate:\n", "* solar position \n", "* extra terrestrial radiation\n", "* airmass\n", "* angle of incidence\n", "* POA sky and ground diffuse radiation\n", "* cell and module temperatures\n", "\n", "The approach here follows that of the pvlib tmy_to_power notebook. You will find more details regarding this approach and the values being calculated in that notebook." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Solar position" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Calculate the solar position for all times in the forecast data. \n", "\n", "The default solar position algorithm is based on Reda and Andreas (2004). Our implementation is pretty fast, but you can make it even faster if you install [``numba``](http://numba.pydata.org/#installing) and use add ``method='nrel_numba'`` to the function call below." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "collapsed": true }, "outputs": [], "source": [ "# retrieve time and location parameters\n", "time = forecast_data.index\n", "a_point = fm.location" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "collapsed": false }, "outputs": [], "source": [ "solpos = a_point.get_solarposition(time)\n", "#solpos.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The funny looking jump in the azimuth is just due to the coarse time sampling in the TMY file." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### DNI ET\n", "\n", "Calculate extra terrestrial radiation. This is needed for many plane of array diffuse irradiance models." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "collapsed": false }, "outputs": [], "source": [ "dni_extra = irradiance.extraradiation(fm.time)\n", "\n", "#dni_extra.plot()\n", "#plt.ylabel('Extra terrestrial radiation ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Airmass\n", "\n", "Calculate airmass. Lots of model options here, see the ``atmosphere`` module tutorial for more details." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "collapsed": false }, "outputs": [], "source": [ "airmass = atmosphere.relativeairmass(solpos['apparent_zenith'])\n", "\n", "#airmass.plot()\n", "#plt.ylabel('Airmass')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The funny appearance is due to aliasing and setting invalid numbers equal to ``NaN``. Replot just a day or two and you'll see that the numbers are right." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA sky diffuse" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Use the Hay Davies model to calculate the plane of array diffuse sky radiation. See the ``irradiance`` module tutorial for comparisons of different models." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "collapsed": false }, "outputs": [], "source": [ "poa_sky_diffuse = irradiance.haydavies(surface_tilt, surface_azimuth,\n", " forecast_data['dhi'], forecast_data['dni'], dni_extra,\n", " solpos['apparent_zenith'], solpos['azimuth'])\n", "#poa_sky_diffuse.plot()\n", "#plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA ground diffuse\n", "\n", "Calculate ground diffuse. We specified the albedo above. You could have also provided a string to the ``surface_type`` keyword argument." ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "collapsed": false }, "outputs": [], "source": [ "poa_ground_diffuse = irradiance.grounddiffuse(surface_tilt, ghi, albedo=albedo)\n", "\n", "#poa_ground_diffuse.plot()\n", "#plt.ylabel('Irradiance ($W/m^{-2}$)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### AOI\n", "\n", "Calculate AOI" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "collapsed": false }, "outputs": [], "source": [ "aoi = irradiance.aoi(surface_tilt, surface_azimuth, solpos['apparent_zenith'], solpos['azimuth'])\n", "\n", "#aoi.plot()\n", "#plt.ylabel('Angle of incidence (deg)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that AOI has values greater than 90 deg. This is ok." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### POA total\n", "\n", "Calculate POA irradiance" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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goKrWhcrK5GTXO8NqNffIdaeKnrL/J07Vh/4nEIzbejWSCIfbj/LyeoiiEJdr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\n8/Hxj3+cdevWkZ+fTzQavWBMupz79PLww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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "poa_irrad = irradiance.globalinplane(aoi, forecast_data['dni'], poa_sky_diffuse, poa_ground_diffuse)\n", "\n", "poa_irrad.plot()\n", "plt.ylabel('Irradiance ($W/m^{-2}$)')\n", "plt.title('POA Irradiance')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cell and module temperature\n", "\n", "Calculate pv cell and module temperature" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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GeDAGQLnLQiqdYjgyQp29BlXJ31tCS2kjAAeGJWmei0w9c2l1BA3tLUNNTrbW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gAAAg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\nRbMQQgghhBCtkKJZC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QsBqKmpobKyEqPReMrmDFKstV9b8q+qqqK2thaTycRjjz3Ggw8+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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "temperature = forecast_data['temp_air']\n", "wnd_spd = forecast_data['wind_speed']\n", "pvtemps = pvsystem.sapm_celltemp(poa_irrad['poa_global'], wnd_spd, temperature)\n", "\n", "pvtemps.plot()\n", "plt.ylabel('Temperature (C)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## DC power using SAPM" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get module data from the web." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "collapsed": false }, "outputs": [], "source": [ "sandia_modules = pvsystem.retrieve_sam('SandiaMod')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular module" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Vintage 2009\n", "Area 1.701\n", "Material c-Si\n", "Cells_in_Series 96\n", "Parallel_Strings 1\n", "Isco 5.09115\n", "Voco 59.2608\n", "Impo 4.54629\n", "Vmpo 48.3156\n", "Aisc 0.000397\n", "Aimp 0.000181\n", "C0 1.01284\n", "C1 -0.0128398\n", "Bvoco -0.21696\n", "Mbvoc 0\n", "Bvmpo -0.235488\n", "Mbvmp 0\n", "N 1.4032\n", "C2 0.279317\n", "C3 -7.24463\n", "A0 0.928385\n", "A1 0.068093\n", "A2 -0.0157738\n", "A3 0.0016606\n", "A4 -6.93e-05\n", "B0 1\n", "B1 -0.002438\n", "B2 0.0003103\n", "B3 -1.246e-05\n", "B4 2.11e-07\n", "B5 -1.36e-09\n", "DTC 3\n", "FD 1\n", "A -3.40641\n", "B -0.0842075\n", "C4 0.996446\n", "C5 0.003554\n", "IXO 4.97599\n", "IXXO 3.18803\n", "C6 1.15535\n", "C7 -0.155353\n", "Notes Source: Sandia National Laboratories Updated 9...\n", "Name: Canadian_Solar_CS5P_220M___2009_, dtype: object" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sandia_module = sandia_modules.Canadian_Solar_CS5P_220M___2009_\n", "sandia_module" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Run the SAPM using the parameters we calculated above." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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kvT89WlyXVChovka304qpWEb3vWjk/VfTwYHpcwGH+sdwbk+LgauZZpb9b0Tc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\nhMCichviiRROEdL0Jja6EZ4RBTLLC8gIpHmeR32rD0adCk47WUOIJmJ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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "effective_irradiance = pvsystem.sapm_effective_irradiance(poa_irrad.poa_direct, poa_irrad.poa_diffuse, \n", " airmass, aoi, sandia_module)\n", "\n", "sapm_out = pvsystem.sapm(effective_irradiance, pvtemps['temp_cell'], sandia_module)\n", "#print(sapm_out.head())\n", "\n", "sapm_out[['p_mp']].plot()\n", "plt.ylabel('DC Power (W)')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## AC power using SAPM" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get the inverter database from the web" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": false }, "outputs": [], "source": [ "sapm_inverters = pvsystem.retrieve_sam('sandiainverter')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular inverter" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "Vac 208.000000\n", "Paco 250.000000\n", "Pdco 259.522050\n", "Vdco 40.242603\n", "Pso 1.771614\n", "C0 -0.000025\n", "C1 -0.000090\n", "C2 0.000669\n", "C3 -0.018900\n", "Pnt 0.020000\n", "Vdcmax 65.000000\n", "Idcmax 10.000000\n", "Mppt_low 20.000000\n", "Mppt_high 50.000000\n", "Name: ABB__MICRO_0_25_I_OUTD_US_208_208V__CEC_2014_, dtype: float64" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sapm_inverter = sapm_inverters['ABB__MICRO_0_25_I_OUTD_US_208_208V__CEC_2014_']\n", "sapm_inverter" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "(0, 200.0)" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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B66+/XsvzqkY0GorV4ACU7HSUgTQZUCu3GgKARZLgc9sZSBMRkWmsGUgPDAzg61//+jm/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\nTbgAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p_ac = pvsystem.snlinverter(sapm_out.v_mp, sapm_out.p_mp, sapm_inverter)\n", "\n", "p_ac.plot()\n", "plt.ylabel('AC Power (W)')\n", "plt.ylim(0, None)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot just a few days." ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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qiAsKCnD+/HksXboUx48fR2lpKYqKivCrX/0K4+PjcDgcaGpqQm5u7m2fp79/1KvQvmI0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\n45J5870yXnvnGA+m9bK6pNt2ru46V+oarS7DMlb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7dy/FxcU0NTWRnp7OyZMn2bx5M+np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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "p_ac[start:start+pd.Timedelta(days=2)].plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Some statistics on the AC power" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "count 57.000000\n", "mean 29.373181\n", "std 40.204146\n", "min -0.020000\n", "25% -0.020000\n", "50% -0.020000\n", "75% 54.245105\n", "max 161.882005\n", "dtype: float64" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p_ac.describe()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "<3 * Hours>" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p_ac.index.freq" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "5022.81403518355" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# integrate power to find energy yield over the forecast period\n", "p_ac.sum() * 3" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "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": "3.5.2" } }, "nbformat": 4, "nbformat_minor": 0 }