{ "cells": [ { "cell_type": "markdown", "id": "609d168f", "metadata": {}, "source": [ "### How does the imported datasets look like?\n", "Here we show how the impoted predictors and predictand datasets look like. We show for one example of the weather station (stuttgart) and predictor (tp: total precipitation)\n", "1. read the csv file loaded as Weather station object using pandas \n", "2. demonstrate the structure of the ERA5 datasets used predictor sets for this exercise\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "905ff8d1", "metadata": {}, "outputs": [], "source": [ "# set paths to the datasets\n", "stationdir = \"C:/Users/dboateng/Desktop/Python_scripts/ESD_Package/examples/tutorials/data\"\n", "predictordir = \"C:/Users/dboateng/Desktop/Datasets/ERA5/monthly_1950_2021/\"\n", "name_station= \"stuttgart.csv\"\n", "filename_predictor = \"tp_monthly.nc\"" ] }, { "cell_type": "code", "execution_count": 2, "id": "35b36698", "metadata": {}, "outputs": [], "source": [ "import os\n", "import pandas as pd\n", "import xarray as xr" ] }, { "cell_type": "code", "execution_count": 4, "id": "fe15f36c", "metadata": {}, "outputs": [], "source": [ "# read the station data\n", "df = pd.read_csv(os.path.join(stationdir, name_station))" ] }, { "cell_type": "code", "execution_count": 5, "id": "82bf874b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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StationStuttgart (Schnarrenberg)
0Latitude48.8281
1Longitude9.2
2Elevation314.0
3NaNNaN
4TimePrecipitation
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61958-02-01107.3
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81958-04-0154.2
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" ], "text/plain": [ " Station Stuttgart (Schnarrenberg)\n", "0 Latitude 48.8281\n", "1 Longitude 9.2\n", "2 Elevation 314.0\n", "3 NaN NaN\n", "4 Time Precipitation\n", "5 1958-01-01 51.6\n", "6 1958-02-01 107.3\n", "7 1958-03-01 21.5\n", "8 1958-04-01 54.2\n", "9 1958-05-01 72.1" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head(10)" ] }, { "cell_type": "markdown", "id": "6f991e7e", "metadata": {}, "source": [ "You can see that the data structure is very simple, first 4 rows contain the station information, and the rest is the Time and precipitation measurement" ] }, { "cell_type": "code", "execution_count": 6, "id": "313fb326", "metadata": {}, "outputs": [], "source": [ "#read the predictor\n", "data = xr.open_dataset(os.path.join(predictordir, filename_predictor))" ] }, { "cell_type": "code", "execution_count": 7, "id": "97da2f51", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:    (time: 860, longitude: 1440, latitude: 721)\n",
       "Coordinates:\n",
       "    expver     float64 1.0\n",
       "  * time       (time) datetime64[ns] 1950-01-01 1950-02-01 ... 2021-08-01\n",
       "  * longitude  (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * latitude   (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "Data variables:\n",
       "    tp         (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    CDI:          Climate Data Interface version 1.9.5 (http://mpimet.mpg.de/...\n",
       "    Conventions:  CF-1.6\n",
       "    history:      Sat Oct 02 22:01:38 2021: cdo -s -f nc -selname,tp ERA5_195...\n",
       "    CDO:          Climate Data Operators version 1.9.5 (http://mpimet.mpg.de/...
" ], "text/plain": [ "\n", "Dimensions: (time: 860, longitude: 1440, latitude: 721)\n", "Coordinates:\n", " expver float64 ...\n", " * time (time) datetime64[ns] 1950-01-01 1950-02-01 ... 2021-08-01\n", " * longitude (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n", " * latitude (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n", "Data variables:\n", " tp (time, latitude, longitude) float32 ...\n", "Attributes:\n", " CDI: Climate Data Interface version 1.9.5 (http://mpimet.mpg.de/...\n", " Conventions: CF-1.6\n", " history: Sat Oct 02 22:01:38 2021: cdo -s -f nc -selname,tp ERA5_195...\n", " CDO: Climate Data Operators version 1.9.5 (http://mpimet.mpg.de/..." ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data" ] }, { "cell_type": "markdown", "id": "da790d65", "metadata": {}, "source": [ "Here, the ERA5 dataset we loaded is a global datasets with the tp as the variable name, which is provided in the predictors list. We can even plot the global datasets for on time step" ] }, { "cell_type": "code", "execution_count": 9, "id": "5dcb831d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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