{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Querying data from the USGS National Water Information System\n", "\n", "\n", "The USGS National Water Information System (NWIS) provides access to surface-water data at approximately 8,500 sites. The data are served online—most in near realtime—to meet many diverse needs. For additional information regarding NWIS, visit the [USGS website](https://waterdata.usgs.gov/nwis)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from HydroGenerate.hydropower_potential import calculate_hp_potential\n", "import pandas as pd\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "##### Use streamflow data from a USGS stream gauge. \n", "\n", "The USGS has a Python package (**_dataretrieval_**) designed to simplify the process of loading hydrologic data into the Python environment. **_dataretrieval_** can be pip installed into a Python environment. The example code shows how to donwload data using **_dataretrieval_** and format it for hydropower potential evaluation in **_HydroGenerate_**. The example used, and additional information, is avlaiable as a [HydroShare Resource](http://www.hydroshare.org/resource/c97c32ecf59b4dff90ef013030c54264). Information about **_dataretrieval_** is avaliable directly on the [USGS GitHUb Repository](https://github.com/DOI-USGS/dataretrieval-python)." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Install dataretrieval, if it doesn't exist in Python environment, using: \n", "# !pip install dataretrieval" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# import data retrieval\n", "from dataretrieval import nwis" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Set the parameters needed to retrieve data\n", "siteNumber = \"10109000\" # LOGAN RIVER ABOVE STATE DAM, NEAR LOGAN, UT\n", "parameterCode = \"00060\" # Discharge\n", "startDate = \"2010-01-01\"\n", "endDate = \"2020-12-31\"\n", "\n", "# Retrieve the data\n", "dailyStreamflow = nwis.get_dv(sites=siteNumber, parameterCd=parameterCode, start=startDate, end=endDate) " ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " 00060_Mean 00060_Mean_cd site_no\n", "datetime \n", "2010-01-01 00:00:00+00:00 108.0 A 10109000\n", "2010-01-02 00:00:00+00:00 107.0 A 10109000\n", "2010-01-03 00:00:00+00:00 106.0 A 10109000\n", "2010-01-04 00:00:00+00:00 102.0 A 10109000\n", "2010-01-05 00:00:00+00:00 105.0 A 10109000" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# convert to pandas dataframe\n", "flow = pd.DataFrame(dailyStreamflow[0])\n", "flow.head()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Design flow (cfs): 200.0\n", "Head_loss at design flow (ft): 8.94\n", "Turbine type: Kaplan\n", "Rated Power (Kw): 1385.2\n", "Net head (ft): 91.06\n", "Generator Efficiency: 0.98\n", "Head Loss method: Darcy-Weisbach\n", "Penstock length (ft): 120.0\n", "Penstock diameter (ft): 3.31\n", "Runner diameter (ft): 3.43\n", "\n", "Pandas dataframe output: \n", " 00060_Mean 00060_Mean_cd site_no power_kW \\\n", "datetime \n", "2010-01-01 00:00:00+00:00 108.0 A 10109000 798.711407 \n", "2010-01-02 00:00:00+00:00 107.0 A 10109000 791.503752 \n", "2010-01-03 00:00:00+00:00 106.0 A 10109000 784.264006 \n", "2010-01-04 00:00:00+00:00 102.0 A 10109000 754.951157 \n", "2010-01-05 00:00:00+00:00 105.0 A 10109000 776.990580 \n", "... ... ... ... ... \n", "2020-12-27 00:00:00+00:00 91.0 A 10109000 670.556640 \n", "2020-12-28 00:00:00+00:00 85.9 A 10109000 628.909194 \n", "2020-12-29 00:00:00+00:00 83.0 A 10109000 604.325271 \n", "2020-12-30 00:00:00+00:00 82.3 A 10109000 598.283360 \n", "2020-12-31 00:00:00+00:00 90.1 A 10109000 663.342032 \n", "\n", " turbine_flow_cfs efficiency energy_kWh \n", "datetime \n", "2010-01-01 00:00:00+00:00 108.0 0.915145 NaN \n", "2010-01-02 00:00:00+00:00 107.0 0.914911 18996.090056 \n", "2010-01-03 00:00:00+00:00 106.0 0.914648 18822.336153 \n", "2010-01-04 00:00:00+00:00 102.0 0.913246 18118.827764 \n", "2010-01-05 00:00:00+00:00 105.0 0.914352 18647.773908 \n", "... ... ... ... \n", "2020-12-27 00:00:00+00:00 91.0 0.904810 16093.359351 \n", "2020-12-28 00:00:00+00:00 85.9 0.897153 15093.820645 \n", "2020-12-29 00:00:00+00:00 83.0 0.891212 14503.806509 \n", "2020-12-30 00:00:00+00:00 82.3 0.889572 14358.800630 \n", "2020-12-31 00:00:00+00:00 90.1 0.903681 15920.208778 \n", "\n", "[4018 rows x 7 columns]\n", "Annual output: \n", " annual_turbinedvolume_ft3 mean_annual_effienciency \\\n", "datetime \n", "2010 1319.865870 0.911569 \n", "2011 1835.676204 0.913025 \n", "2012 1442.086842 0.907819 \n", "2013 1087.183892 0.886228 \n", "2014 1290.223844 0.904080 \n", "2015 1208.405282 0.903002 \n", "2016 1374.823115 0.910519 \n", "2017 1917.789260 0.913522 \n", "2018 1416.658356 0.912469 \n", "2019 1458.516249 0.912827 \n", "2020 1333.259716 0.911706 \n", "\n", " total_annual_energy_KWh revenue_M$ capacity_factor \n", "datetime \n", "2010 8.025715e+06 0.089085 0.661405 \n", "2011 1.085330e+07 0.120472 0.894429 \n", "2012 8.716206e+06 0.096750 0.718309 \n", "2013 6.574893e+06 0.072981 0.541842 \n", "2014 7.818179e+06 0.086782 0.644302 \n", "2015 7.351202e+06 0.081598 0.605818 \n", "2016 8.349007e+06 0.092674 0.688048 \n", "2017 1.131585e+07 0.125606 0.932548 \n", "2018 8.612223e+06 0.095596 0.709740 \n", "2019 8.836701e+06 0.098087 0.728239 \n", "2020 8.123370e+06 0.090169 0.669453 \n" ] } ], "source": [ "# Use the streamflow data from a USGS stream gauge - Cont.\n", "# The flow data for this example was created in the previous step. \n", "head = 100 # ft\n", "power = None\n", "penstock_length = 120 # ft\n", "hp_type = 'Diversion' \n", "flow_column = '00060_Mean' # name of the column containing the flow data\n", "\n", "hp = calculate_hp_potential(flow= flow, rated_power= power, head= head,\n", " penstock_headloss_calculation= True,\n", " hydropower_type= hp_type, penstock_length= penstock_length,\n", " flow_column= flow_column, annual_caclulation= True)\n", "\n", "# Explore output\n", "print('Design flow (cfs):', hp.design_flow)\n", "print('Head_loss at design flow (ft):', round(hp.penstock_design_headloss, 2))\n", "print('Turbine type:', hp.turbine_type)\n", "print('Rated Power (Kw):', round(hp.rated_power, 2))\n", "print('Net head (ft):', round(hp.net_head, 2))\n", "print('Generator Efficiency:',hp.generator_efficiency)\n", "print('Head Loss method:',hp.penstock_headloss_method)\n", "print('Penstock length (ft):', hp.penstock_length)\n", "print('Penstock diameter (ft):', round(hp.penstock_diameter,2))\n", "print('Runner diameter (ft):', round(hp.runner_diameter,2))\n", "\n", "print('\\nPandas dataframe output: \\n', hp.dataframe_output)\n", "print('Annual output: \\n', hp.annual_dataframe_output)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot results\n", "# Columns: discharge_cfs site_id power_kW efficiency energy_kWh\n", "\n", "plt.rcParams['figure.figsize'] = [14, 7]\n", "\n", "df = hp.dataframe_output.copy()\n", "fig, ax1 = plt.subplots()\n", "\n", "\n", "color_plot = 'tab:red'\n", "ax1.set_xlabel('Days')\n", "ax1.set_ylabel('Flow rate (cfs)', color=color_plot)\n", "ax1.plot(df['turbine_flow_cfs'], label=\"Flow rate\", color=color_plot)\n", "ax1.tick_params(axis='y', labelcolor=color_plot)\n", "\n", "ax2 = ax1.twinx() # instantiate a second axes that shares the same x-axis\n", "color_plot2 = 'tab:blue'\n", "ax2.set_ylabel('Power (kW)', color=color_plot2) # we already handled the x-label with ax1\n", "ax2.plot(df['power_kW'],'b-',label=\"Power\", color=color_plot2)\n", "ax2.tick_params(axis='y', labelcolor=color_plot2)\n", "ax1.grid(True, axis='both', color='k',linestyle='--',alpha=0.4)\n", "plt.title(\"Yearly flow data from USGS and potential power\")\n", "fig.tight_layout() # otherwise the right y-label is slightly clipped\n", "#plt.savefig(os.path.join('..','fig','usgs_twin_falls_flow_power.jpg'))\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.6.13" } }, "nbformat": 4, "nbformat_minor": 4 }