{ "metadata": { "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.10" }, "orig_nbformat": 4, "kernelspec": { "name": "python3", "display_name": "Python 3.8.10 64-bit ('base': conda)" }, "interpreter": { "hash": "fa576ebcd40e010bdc0ae86b06ce09151f3424f9e9aed6893ff04f39a9299d89" } }, "nbformat": 4, "nbformat_minor": 2, "cells": [ { "source": [ "# Diagnostic output skill\n", "\n", "Measurement diagnostics (type 1) support different type of skill assessments by comparison between the model result and the measurements stored in the file:\n", "\n", "* skill() - table with skill statistics\n", "* scatter() - scatter plot\n", "\n", "The same skill assessment methods and properties are available for their main data properties .result, .forecast, .forecast_at_update, and .analysis (if the file contains no updates only .result and .forecast will be available and they will be identical)." ], "cell_type": "markdown", "metadata": {} }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import fmdap" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "fn = '../tests/testdata/Diagnostics_F16_EnKF.dfs0'\n", "diag = fmdap.read_diagnostic(fn, name=\"F16\")" ] }, { "source": [ "## skill()" ], "cell_type": "markdown", "metadata": {} }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " n bias rmse urmse mae cc \\\n", "observation \n", "F16 analysis 58 0.207470 0.419241 0.364307 0.311775 0.970885 \n", "F16 forecast 67 0.169513 0.393557 0.355179 0.281344 0.973028 \n", "F16 forecast@update 58 0.204999 0.418657 0.365033 0.307975 0.970494 \n", "F16 result 67 0.171653 0.394095 0.354748 0.284634 0.973410 \n", "\n", " si r2 \n", "observation \n", "F16 analysis 0.087019 0.920583 \n", "F16 forecast 0.088905 0.930080 \n", "F16 forecast@update 0.087193 0.920804 \n", "F16 result 0.088797 0.929889 " ], "text/html": "
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nbiasrmseurmsemaeccsir2
observation
F16 analysis580.2074700.4192410.3643070.3117750.9708850.0870190.920583
F16 forecast670.1695130.3935570.3551790.2813440.9730280.0889050.930080
F16 forecast@update580.2049990.4186570.3650330.3079750.9704940.0871930.920804
F16 result670.1716530.3940950.3547480.2846340.9734100.0887970.929889
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" }, "metadata": {}, "execution_count": 3 } ], "source": [ "diag.skill()" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " n bias rmse urmse mae cc si r2\n", "observation \n", "F16 forecast@update 58 0.205 0.419 0.365 0.308 0.97 0.087 0.921" ], "text/html": "
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nbiasrmseurmsemaeccsir2
observation
F16 forecast@update580.2050.4190.3650.3080.970.0870.921
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" }, "metadata": {}, "execution_count": 4 } ], "source": [ "diag.forecast_at_update.skill().round(3)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ " n mape mef nse r2 lin_slope\n", "observation \n", "F16 analysis 58 7.902526 0.28181 0.923925 0.920583 0.991982" ], "text/html": "
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nmapemefnser2lin_slope
observation
F16 analysis587.9025260.281810.9239250.9205830.991982
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" }, "metadata": {}, "execution_count": 5 } ], "source": [ "diag.analysis.skill(metrics=[\"mape\",\"mef\",\"nse\",\"r2\",\"lin_slope\"])" ] }, { "source": [ "## scatter()\n", "diag.scatter() = diag.result.scatter()" ], "cell_type": "markdown", "metadata": {} }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "output_type": "display_data", "data": { "text/plain": "
", "image/svg+xml": "\r\n\r\n\r\n\r\n \r\n \r\n \r\n \r\n 2021-07-09T11:56:19.341241\r\n image/svg+xml\r\n \r\n \r\n Matplotlib v3.3.4, https://matplotlib.org/\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n 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\n" }, "metadata": { "needs_background": "light" } } ], "source": [ "diag.forecast.scatter(figsize=(6,6), show_hist=False)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ] }