{ "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 requires pvlib >= 0.6.0.\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, August 2018" ] }, { "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": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\kanderso\\software\\anaconda3\\envs\\pvlib-dev\\lib\\site-packages\\pvlib\\forecast.py:19: 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", " 'The forecast module algorithms and features are highly experimental. '\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", "\n", "# finally, we import the pvlib library\n", "from pvlib import solarposition, irradiance, atmosphere, pvsystem, inverter, temperature\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": {}, "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": {}, "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": {}, "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": {}, "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": {}, "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": {}, "outputs": [ { "data": { "text/html": [ "
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temp_airwind_speedghidnidhitotal_cloudslow_cloudsmid_cloudshigh_clouds
2020-07-07 06:00:00-06:0029.4546815.2704100.0000000.0000000.0000000.00.00.00.0
2020-07-07 09:00:00-06:0027.0874941.988913287.162801140.869429215.70599357.00.057.00.0
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2020-07-07 15:00:00-06:0037.2337343.298288926.616347767.306217217.3965590.00.00.00.0
2020-07-07 18:00:00-06:0053.8500063.230239446.504106724.20439685.4367440.00.00.00.0
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" ], "text/plain": [ " temp_air wind_speed ghi dni \\\n", "2020-07-07 06:00:00-06:00 29.454681 5.270410 0.000000 0.000000 \n", "2020-07-07 09:00:00-06:00 27.087494 1.988913 287.162801 140.869429 \n", "2020-07-07 12:00:00-06:00 24.950012 3.782271 573.731739 123.802033 \n", "2020-07-07 15:00:00-06:00 37.233734 3.298288 926.616347 767.306217 \n", "2020-07-07 18:00:00-06:00 53.850006 3.230239 446.504106 724.204396 \n", "\n", " dhi total_clouds low_clouds mid_clouds \\\n", "2020-07-07 06:00:00-06:00 0.000000 0.0 0.0 0.0 \n", "2020-07-07 09:00:00-06:00 215.705993 57.0 0.0 57.0 \n", "2020-07-07 12:00:00-06:00 458.864565 59.0 0.0 59.0 \n", "2020-07-07 15:00:00-06:00 217.396559 0.0 0.0 0.0 \n", "2020-07-07 18:00:00-06:00 85.436744 0.0 0.0 0.0 \n", "\n", " high_clouds \n", "2020-07-07 06:00:00-06:00 0.0 \n", "2020-07-07 09:00:00-06:00 0.0 \n", "2020-07-07 12:00:00-06:00 0.0 \n", "2020-07-07 15:00:00-06:00 0.0 \n", "2020-07-07 18:00:00-06:00 0.0 " ] }, "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": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "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": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "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": {}, "outputs": [], "source": [ "# retrieve time and location parameters\n", "time = forecast_data.index\n", "a_point = fm.location" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "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": {}, "outputs": [], "source": [ "dni_extra = irradiance.get_extra_radiation(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": {}, "outputs": [], "source": [ "airmass = atmosphere.get_relative_airmass(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": {}, "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": {}, "outputs": [], "source": [ "poa_ground_diffuse = irradiance.get_ground_diffuse(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": {}, "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": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "poa_irrad = irradiance.poa_components(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 temperature\n", "\n", "Calculate pv cell temperature" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ambient_temperature = forecast_data['temp_air']\n", "wnd_spd = forecast_data['wind_speed']\n", "thermal_params = temperature.TEMPERATURE_MODEL_PARAMETERS['sapm']['open_rack_glass_polymer']\n", "pvtemp = temperature.sapm_cell(poa_irrad['poa_global'], ambient_temperature, wnd_spd, **thermal_params)\n", "\n", "pvtemp.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": {}, "outputs": [], "source": [ "sandia_modules = pvsystem.retrieve_sam('SandiaMod')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular module" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "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": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "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, pvtemp, 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": {}, "outputs": [], "source": [ "sapm_inverters = pvsystem.retrieve_sam('sandiainverter')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose a particular inverter" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Vac 208\n", "Pso 2.08961\n", "Paco 250\n", "Pdco 259.589\n", "Vdco 40\n", "C0 -4.1e-05\n", "C1 -9.1e-05\n", "C2 0.000494\n", "C3 -0.013171\n", "Pnt 0.075\n", "Vdcmax 50\n", "Idcmax 6.48972\n", "Mppt_low 30\n", "Mppt_high 50\n", "CEC_Date NaN\n", "CEC_Type Utility Interactive\n", "Name: ABB__MICRO_0_25_I_OUTD_US_208__208V_, dtype: object" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sapm_inverter = sapm_inverters['ABB__MICRO_0_25_I_OUTD_US_208__208V_']\n", "sapm_inverter" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "p_ac = inverter.sandia(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": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "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": {}, "outputs": [ { "data": { "text/plain": [ "count 55.000000\n", "mean 44.950796\n", "std 57.381541\n", "min -0.075000\n", "25% -0.075000\n", "50% 26.079967\n", "75% 58.926306\n", "max 164.985484\n", "dtype: float64" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "p_ac.describe()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "p_ac.index.freq" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "7416.881315701111" ] }, "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": {}, "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": "3.7.7" } }, "nbformat": 4, "nbformat_minor": 4 }