{ "cells": [ { "cell_type": "markdown", "id": "463070b1", "metadata": {}, "source": [ "# **Use rainfall measurements from NOAA stations to validate rainfall data from multiple satellite sources**\n", "\n", "This notebook demonstrates how to use the PVRADAR SDK to compare rainfall data from NOAA meteorological stations against satellite-derived sources like MERRA2. This is useful for validating the consistency and reliability of rainfall inputs used in modeling." ] }, { "cell_type": "code", "execution_count": 1, "id": "7c51ec9d", "metadata": {}, "outputs": [], "source": [ "from pvradar.sdk import PvradarSite, R, resource_plot\n", "import matplotlib.pyplot as plt\n", "import numpy as np" ] }, { "cell_type": "markdown", "id": "94fc639f", "metadata": {}, "source": [ "## Define Site and Interval\n", "\n", "Specify the location and time period for which rainfall data should be validated." ] }, { "cell_type": "code", "execution_count": 2, "id": "c6b4d12f", "metadata": {}, "outputs": [], "source": [ "location = 35.434, -119.055 # Bakersfield, California, USA\n", "site = PvradarSite(location=location, interval='2020..2021')" ] }, { "cell_type": "code", "execution_count": 3, "id": "c2dadfe8", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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datasourcestation_idlatitudelongitudestart_dateend_datecoveragecompletenessdistancescore
0noaaUSW0002315535.434240-119.0552402002-01-012025-02-221.01.00000034.4623092.998806
1noaaUSC0004044435.418600-119.0508002002-01-012025-02-221.00.9863011756.1522912.850368
2noaaUS1CAKN002235.331142-119.1077832015-10-022025-02-211.01.00000012411.9131542.650402
3noaaUS1CAKN002635.408836-118.5070752014-12-022025-02-141.01.00000049784.3397202.178103
4noaaUS1CAKN003135.146400-118.4986002017-09-132025-02-211.00.99863059840.9047972.116241
5noaaUSC0004615434.945500-119.6827002002-01-012025-02-201.01.00000078855.3444452.065029
6noaaUS1CAKN001735.583176-119.3483432013-03-202025-02-211.00.95342531342.7997492.061570
7noaaUSW0002318734.743610-118.7252802002-01-012025-02-211.00.99452182514.1080612.020016
8noaaUS1CAKN001335.702200-118.1739002002-04-222025-02-201.00.99315185186.8544262.005850
9noaaUSC0004495736.203200-119.0545002002-01-012025-02-211.00.98767185627.3803901.969519
\n", "
" ], "text/plain": [ " datasource station_id latitude longitude start_date end_date \\\n", "0 noaa USW00023155 35.434240 -119.055240 2002-01-01 2025-02-22 \n", "1 noaa USC00040444 35.418600 -119.050800 2002-01-01 2025-02-22 \n", "2 noaa US1CAKN0022 35.331142 -119.107783 2015-10-02 2025-02-21 \n", "3 noaa US1CAKN0026 35.408836 -118.507075 2014-12-02 2025-02-14 \n", "4 noaa US1CAKN0031 35.146400 -118.498600 2017-09-13 2025-02-21 \n", "5 noaa USC00046154 34.945500 -119.682700 2002-01-01 2025-02-20 \n", "6 noaa US1CAKN0017 35.583176 -119.348343 2013-03-20 2025-02-21 \n", "7 noaa USW00023187 34.743610 -118.725280 2002-01-01 2025-02-21 \n", "8 noaa US1CAKN0013 35.702200 -118.173900 2002-04-22 2025-02-20 \n", "9 noaa USC00044957 36.203200 -119.054500 2002-01-01 2025-02-21 \n", "\n", " coverage completeness distance score \n", "0 1.0 1.000000 34.462309 2.998806 \n", "1 1.0 0.986301 1756.152291 2.850368 \n", "2 1.0 1.000000 12411.913154 2.650402 \n", "3 1.0 1.000000 49784.339720 2.178103 \n", "4 1.0 0.998630 59840.904797 2.116241 \n", "5 1.0 1.000000 78855.344445 2.065029 \n", "6 1.0 0.953425 31342.799749 2.061570 \n", "7 1.0 0.994521 82514.108061 2.020016 \n", "8 1.0 0.993151 85186.854426 2.005850 \n", "9 1.0 0.987671 85627.380390 1.969519 " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "site.resource(R.meteo_station_table).head(10)" ] }, { "cell_type": "markdown", "id": "b16309d5", "metadata": {}, "source": [ "## Retrieve NOAA and Satellite Rainfall Data\n", "\n", "Use PVRADAR's resource function to pull rainfall data from both NOAA stations and satellite datasets for comparison." ] }, { "cell_type": "code", "execution_count": 4, "id": "7dd89441", "metadata": {}, "outputs": [], "source": [ "rainfall_noaa = site.resource(R.rainfall(datasource='noaa', station_id='USW00023155', to_freq='D'), label='noaa')" ] }, { "cell_type": "code", "execution_count": 5, "id": "b0c6bbae", "metadata": {}, "outputs": [], "source": [ "rainfall_era5 = site.resource(R.rainfall(datasource='era5', to_freq='D'), label='era5')\n", "rainfall_merra2 = site.resource(R.rainfall(datasource='merra2', to_freq='D'), label='merra2')" ] }, { "cell_type": "markdown", "id": "3bf7c93e", "metadata": {}, "source": [ "## Visualize Comparison\n", "\n", "Use `resource_plot` to visually compare the rainfall time-series from different sources." ] }, { "cell_type": "code", "execution_count": 6, "id": "0852aaa8", "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "era5", "type": "scatter", "x": [ "2020-01-01T00:00:00-08:00", "2020-01-02T00:00:00-08:00", "2020-01-03T00:00:00-08:00", "2020-01-04T00:00:00-08:00", "2020-01-05T00:00:00-08:00", "2020-01-06T00:00:00-08:00", "2020-01-07T00:00:00-08:00", "2020-01-08T00:00:00-08:00", "2020-01-09T00:00:00-08:00", "2020-01-10T00:00:00-08:00", "2020-01-11T00:00:00-08:00", "2020-01-12T00:00:00-08:00", 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"white", "zerolinewidth": 2 } } }, "width": 1104, "xaxis": { "anchor": "y", "domain": [ 0, 1 ], "gridcolor": "lightgray", "zerolinecolor": "black" }, "yaxis": { "anchor": "x", "domain": [ 0, 1 ], "gridcolor": "lightgray", "ticksuffix": " mm", "zerolinecolor": "black" } } } }, "metadata": {}, "output_type": "display_data" } ], "source": [ "resource_plot(rainfall_era5.cumsum(), rainfall_merra2.cumsum(), rainfall_noaa.cumsum(), to_freq='D')" ] }, { "cell_type": "markdown", "id": "4e2c0646", "metadata": {}, "source": [ "## Add custom analysis\n", "\n", "Using the PVRADAR-SDK in jupyter notebooks allows you to quickly add your own custom analysis if needed. In this example we will add a scatter plot: measurement vs. satellite." ] }, { "cell_type": "code", "execution_count": 8, "id": "af03e4d1", "metadata": {}, "outputs": [], "source": [ "def analyse_rainfall_estimations(truth, *estimations):\n", " plt.figure(figsize=(6,6))\n", " plt.plot([truth.min(), truth.max()], [truth.min(), truth.max()], 'k--', label='1:1 line')\n", "\n", " for estim in estimations:\n", " plt.scatter(truth, estim, label=estim.attrs['label'], alpha=0.7)\n", "\n", " # Fit linear regression (1st degree polyfit)\n", " slope, intercept = np.polyfit(truth, estim, 1)\n", " x_vals = np.array([truth.min(), truth.max()])\n", " y_vals = slope * x_vals + intercept\n", " plt.plot(x_vals, y_vals, linestyle='-', label=f\"{estim.attrs['label']} fit\")\n", "\n", " plt.xlabel('True Rainfall [mm]')\n", " plt.ylabel('Satellite Rainfall [mm]')\n", " plt.title('True vs Satellite Rainfall')\n", " plt.legend()\n", " plt.grid(True)\n", " plt.tight_layout()\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 9, "id": "096941b8", "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "analyse_rainfall_estimations(rainfall_noaa, rainfall_era5, rainfall_merra2)" ] }, { "cell_type": "markdown", "id": "f89ec852", "metadata": {}, "source": [ "## Conclusion\n", "\n", "This comparison illustrates how PVRADAR allows easy access to both ground-measured and satellite-derived resources, helping to validate and select the most reliable inputs for modeling." ] }, { "cell_type": "markdown", "id": "b623683a", "metadata": {}, "source": [ "# \n", "\n", "# **Why PVRADAR?**\n", "\n", "## Model and optimize the real-world behavior of your PV plants\n", "\n", "PVRADAR allows you to model the effect of **any technical or environmental factor** on plant performance — not just rainfall:\n", "- Combine rainfall, snow, soiling, albedo, clipping, battery storage, and more in a single modeling workflow.\n", "- Quantify impacts in terms of energy yield, PR, LCOE, and financial KPIs.\n", "- Explore what-if scenarios and optimize plant design and O&M strategies.\n", "\n", "## Build internal tools and advanced applications\n", "\n", "With PVRADAR, you can turn your models into robust, organization-wide tools:\n", "- Build internal web apps that allow colleagues to apply validated models without writing code.\n", "- Standardize modeling across teams and projects.\n", "- Automate reporting and performance analysis to save time and ensure consistency.\n", "\n", "## One Python line away from your data\n", "\n", "The PVRADAR SDK simplifies data access:\n", "- Seamlessly connect to satellite data, meteo stations, and internal performance databases.\n", "- Standardize and pre-process data for modeling — ready to use in one line of Python.\n", "- Keep full control over your data, whether in the cloud or on-premises.\n", "\n", "## Supported by deep expertise\n", "\n", "PVRADAR is more than software — it is backed by industry-leading expertise:\n", "- Model validation and tuning with high-quality reference data.\n", "- Consulting and support on snow losses, soiling, O&M optimization, and yield forecasting.\n", "- Proven track record with leading IPPs, developers, and consultants.\n", "\n", "👉 **Ready to go further?** [**Contact us to learn how we can help solve your modeling challenge!**](https://pvradar.com/contact)" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "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": "3.12.5" } }, "nbformat": 4, "nbformat_minor": 5 }