{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Comparison of ERA5 and IMD Daily Temperature Extremes Across Maharashtra (2024)\n", "\n", "In this notebook, we analyze and compare **daily temperature extremes patterns** across Maharashtra using two key datasets:\n", "- ERA5: Climate reanalysis data from ECMWF\n", "- IMD: Gridded daily temperature extremes from the Indian Meteorological Department\n", "\n", "We focus on:\n", "- Harmonizing ERA5 and IMD temperature data\n", "- Evaluating the **correlation between ERA5 and IMD temperature extremes** at each grid point\n", "- Visualizing the **spatial pattern of Pearson correlations** to assess agreement between datasets\n", "\n", "We use:\n", "- `varunayan` for extracting ERA5 hourly minimum and maximum temperatures\n", "- `imdlib` for accessing IMD daily tmin and tmax data\n", "\n", "This study provides insights into how well ERA5 captures regional temperature extremes in Maharashtra compared to IMD observations, which could be important for validating ERA5 use in climate research and studies for Maharashtra." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 1: Extract ERA5 Temperature Extremes Data for Maharashtra\n", "\n", "We use `varunayan` to download **hourly minimum and maximum temperature (`mn2t` and `mx2t`)** from the ERA5 climate reanalysis dataset for the Maharashtra region, covering the year **2024**.\n", "\n", "* **North:** 21.5°, **South:** 15.5°, **East:** 80.5°, **West:** 72.5°\n", "* **Resolution:** 1°\n", "* **Frequency:** hourly\n", "* **Units:** Kelvin\n", "\n", "We will be using the raw data acquired using `varunayan` for this analysis." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\u001b[0m\n", "============================================================\u001b[0m\n", "\u001b[0m\u001b[0;34mSTARTING ERA5 SINGLE LEVEL PROCESSING\u001b[0m\u001b[0m\n", "\u001b[0m============================================================\u001b[0m\n", "\u001b[0mRequest ID: min_max_temp_maha_2020\u001b[0m\n", "\u001b[0mVariables: ['maximum_2m_temperature_since_previous_post_processing', 'minimum_2m_temperature_since_previous_post_processing']\u001b[0m\n", "\u001b[0mDate Range: 2020-01-01 to 2020-12-31\u001b[0m\n", "\u001b[0mFrequency: hourly\u001b[0m\n", "\u001b[0mResolution: 1°\u001b[0m\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "eb1bcf7b25c84523b181d0169e4d56c8", "version_major": 2, "version_minor": 0 }, "text/plain": [ "f4647b5e9c07c26ec2076441dc992a97.zip: 0%| | 0.00/139k [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
mx2tmn2tdateyearmonthdayhour
0299.386475286.3842772020-01-012020110
1299.424072286.3461912020-01-012020111
2299.484619286.5202642020-01-012020112
3299.594971286.7399902020-01-012020113
4299.720703288.4021002020-01-012020114
........................
8779301.058594288.1879882020-12-312020123119
8780301.026367287.9279792020-12-312020123120
8781300.906494287.4064942020-12-312020123121
8782300.800781286.8723142020-12-312020123122
8783300.804199286.5227052020-12-312020123123
\n", "

8784 rows × 7 columns

\n", "" ], "text/plain": [ " mx2t mn2t date year month day hour\n", "0 299.386475 286.384277 2020-01-01 2020 1 1 0\n", "1 299.424072 286.346191 2020-01-01 2020 1 1 1\n", "2 299.484619 286.520264 2020-01-01 2020 1 1 2\n", "3 299.594971 286.739990 2020-01-01 2020 1 1 3\n", "4 299.720703 288.402100 2020-01-01 2020 1 1 4\n", "... ... ... ... ... ... ... ...\n", "8779 301.058594 288.187988 2020-12-31 2020 12 31 19\n", "8780 301.026367 287.927979 2020-12-31 2020 12 31 20\n", "8781 300.906494 287.406494 2020-12-31 2020 12 31 21\n", "8782 300.800781 286.872314 2020-12-31 2020 12 31 22\n", "8783 300.804199 286.522705 2020-12-31 2020 12 31 23\n", "\n", "[8784 rows x 7 columns]" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import varunayan\n", "\n", "varunayan.era5ify_bbox(\n", " request_id='min_max_temp_maha_2020',\n", " variables=['maximum_2m_temperature_since_previous_post_processing', 'minimum_2m_temperature_since_previous_post_processing'],\n", " start_date='2020-1-1',\n", " end_date='2020-12-31',\n", " north=21.5,\n", " south=15.5,\n", " east=80.5,\n", " west=72.5,\n", " resolution=1,\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 2: Process ERA5 Temperature Extremes Data\n", "\n", "We process the downloaded ERA5 dataset to compute **daily temperature extremes** in Celsius.\n", "\n", "### Key steps:\n", "\n", "1. **Convert from Kelvin to Celsius**\n", "\n", " * Subtract 273.15 from `mx2t` and `mn2t` values\n", " * Final unit: **°C**\n", "\n", "2. **Aggregate to Daily Extremes (Per Grid Point)**\n", "\n", " * Compute daily maximum (`mx2t`) and minimum (`mn2t`) temperatures for each latitude–longitude point\n", "\n", "The result is a dataframe (`daily_era5_data`) with the columns:\n", "\n", "* `latitude`, `longitude`, `date`, `mx2t` and `mn2t`" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "\n", "df_raw_temp = pd.read_csv('min_max_temp_maha_2020_output/min_max_temp_maha_2020_raw_data.csv')" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "df_raw_temp['date'] = pd.to_datetime(df_raw_temp['date'])\n", "df_raw_temp['mx2t'] = df_raw_temp['mx2t'] - 273.15\n", "df_raw_temp['mn2t'] = df_raw_temp['mn2t'] - 273.15" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "df_daily_era = (\n", " df_raw_temp.groupby([\"latitude\", \"longitude\", \"date\"])\n", " .agg({\n", " \"mx2t\": \"max\",\n", " \"mn2t\": \"min\",\n", " })\n", " .reset_index()\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 3: Extract IMD Gridded Temperature Data\n", "\n", "We use the `imdlib` package to download **daily gridded IMD temperature extremes** data over Maharashtra.\n", "\n", "* Variables: `'tmax'` and `'tmin'`\n", "* Grid resolution: 1°\n", "* Unit: °C\n", "\n", "This dataset represents **observed temperature extremes**, derived from IMD's high-quality station network and gridded for regional analysis.\n", "While the 1° resolution provides a broad spatial overview, it limits finer scale temperature analysis, a constraint in IMD’s open temperature dataset." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading: maxtemp for year 2020\n", "Download Successful !!!\n" ] }, { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
timelatlontmax
02020-01-0115.572.599.900002
12020-01-0115.573.531.408098
22020-01-0115.574.531.509253
32020-01-0115.575.531.085457
42020-01-0115.576.530.606255
...............
230532020-12-3121.576.528.515602
230542020-12-3121.577.527.787882
230552020-12-3121.578.526.746124
230562020-12-3121.579.526.715961
230572020-12-3121.580.527.381311
\n", "

23058 rows × 4 columns

\n", "
" ], "text/plain": [ " time lat lon tmax\n", "0 2020-01-01 15.5 72.5 99.900002\n", "1 2020-01-01 15.5 73.5 31.408098\n", "2 2020-01-01 15.5 74.5 31.509253\n", "3 2020-01-01 15.5 75.5 31.085457\n", "4 2020-01-01 15.5 76.5 30.606255\n", "... ... ... ... ...\n", "23053 2020-12-31 21.5 76.5 28.515602\n", "23054 2020-12-31 21.5 77.5 27.787882\n", "23055 2020-12-31 21.5 78.5 26.746124\n", "23056 2020-12-31 21.5 79.5 26.715961\n", "23057 2020-12-31 21.5 80.5 27.381311\n", "\n", "[23058 rows x 4 columns]" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import imdlib as imd\n", "\n", "start_yr = 2020\n", "variable = 'tmax'\n", "imd.get_data(variable, start_yr, fn_format='monthwise')\n", "\n", "import numpy as np\n", "\n", "data = imd.open_data(variable, start_yr, fn_format='monthwise')\n", "ds = data.get_xarray()\n", "df = ds.to_dataframe().reset_index()\n", "df['tmax'] = df['tmax'].replace(-999.0, np.nan)\n", "\n", "df_bbox_max = df[\n", " (df['lat'] >= 15) & (df['lat'] <= 22) &\n", " (df['lon'] >= 72) & (df['lon'] <= 81)\n", "]\n", "\n", "df_bbox_max.reset_index(drop=True, inplace=True)\n", "\n", "df_bbox_max" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading: mintemp for year 2020\n", "Download Successful !!!\n" ] }, { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
timelatlontmin
02020-01-0115.572.599.900002
12020-01-0115.573.517.982029
22020-01-0115.574.518.658150
32020-01-0115.575.517.838404
42020-01-0115.576.518.578913
...............
230532020-12-3121.576.512.886724
230542020-12-3121.577.512.003990
230552020-12-3121.578.511.423929
230562020-12-3121.579.510.512906
230572020-12-3121.580.511.225183
\n", "

23058 rows × 4 columns

\n", "
" ], "text/plain": [ " time lat lon tmin\n", "0 2020-01-01 15.5 72.5 99.900002\n", "1 2020-01-01 15.5 73.5 17.982029\n", "2 2020-01-01 15.5 74.5 18.658150\n", "3 2020-01-01 15.5 75.5 17.838404\n", "4 2020-01-01 15.5 76.5 18.578913\n", "... ... ... ... ...\n", "23053 2020-12-31 21.5 76.5 12.886724\n", "23054 2020-12-31 21.5 77.5 12.003990\n", "23055 2020-12-31 21.5 78.5 11.423929\n", "23056 2020-12-31 21.5 79.5 10.512906\n", "23057 2020-12-31 21.5 80.5 11.225183\n", "\n", "[23058 rows x 4 columns]" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import imdlib as imd\n", "\n", "start_yr = 2020\n", "variable = 'tmin'\n", "imd.get_data(variable, start_yr, fn_format='monthwise')\n", "\n", "import numpy as np\n", "\n", "data = imd.open_data(variable, start_yr, fn_format='monthwise')\n", "ds = data.get_xarray()\n", "df = ds.to_dataframe().reset_index()\n", "df['tmin'] = df['tmin'].replace(-999.0, np.nan)\n", "\n", "df_bbox_min = df[\n", " (df['lat'] >= 15) & (df['lat'] <= 22) &\n", " (df['lon'] >= 72) & (df['lon'] <= 81)\n", "]\n", "\n", "df_bbox_min.reset_index(drop=True, inplace=True)\n", "\n", "df_bbox_min" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 4: Merge ERA5 and IMD DataFrames and Compute Correlations\n", "\n", "In this step, we merge the three datasets:\n", "- ERA5 daily temperature extremes\n", "- IMD daily minimum temperature (`tmin`)\n", "- IMD daily maximum temperature (`tmax`)\n", "\n", "The merge is performed on the shared columns: `date`, `latitude`, and `longitude`.\n", "\n", "After merging, we compute **Pearson correlation coefficients** between ERA5 and IMD temperature extremes to assess their agreement at each grid point." ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [], "source": [ "df_bbox_max = df_bbox_max.rename(columns={'time': 'date', 'lat': 'latitude', 'lon': 'longitude'})\n", "df_bbox_min = df_bbox_min.rename(columns={'time': 'date', 'lat': 'latitude', 'lon': 'longitude'})\n", "\n", "# First merge max and min\n", "df_bbox = pd.merge(df_bbox_max, df_bbox_min, on=['latitude', 'longitude', 'date'])\n", "\n", "# Then merge with ERA5 data\n", "df_merged = pd.merge(df_bbox, df_daily_era, on=['latitude', 'longitude', 'date'])\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "df_clean = df_merged[\n", " (df_merged['tmax'] != 99.900002) & \n", " (df_merged['tmin'] != 99.900002)\n", "].copy()" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\Atharva Jagtap\\AppData\\Local\\Temp\\ipykernel_7744\\3252918934.py:8: FutureWarning: DataFrameGroupBy.apply operated on the grouping columns. This behavior is deprecated, and in a future version of pandas the grouping columns will be excluded from the operation. Either pass `include_groups=False` to exclude the groupings or explicitly select the grouping columns after groupby to silence this warning.\n", " correlations = df_clean.groupby(['latitude', 'longitude']).apply(compute_corr).reset_index()\n" ] } ], "source": [ "from scipy.stats import pearsonr\n", "\n", "def compute_corr(group):\n", " tmax_corr = pearsonr(group['tmax'], group['mx2t'])[0]\n", " tmin_corr = pearsonr(group['tmin'], group['mn2t'])[0]\n", " return pd.Series({'tmax_corr': tmax_corr, 'tmin_corr': tmin_corr})\n", "\n", "correlations = df_clean.groupby(['latitude', 'longitude']).apply(compute_corr).reset_index()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Step 5: Visualize Grid Point Correlations with Maharashtra Block Boundaries\n", "\n", "In this step, we create spatial visualizations of the **Pearson correlation coefficients** between ERA5 and IMD temperature extremes, computed at each grid point.\n", "\n", "Plot Details:\n", "- Each grid point is color-coded based on the correlation value (using a colormap)\n", "- Separate plots may be generated for `tmax` and `tmin` correlations\n", "- The underlying map includes **Maharashtra’s block-level administrative boundaries**, overlaid using a GeoJSON file\n", "\n", "This visualization helps assess the **spatial consistency** of ERA5 with IMD across different parts of Maharashtra and identifies regions with high or low agreement between datasets." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import pandas as pd\n", "import geopandas as gpd\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "correlations[['tmax_corr', 'tmin_corr']] = correlations[['tmax_corr', 'tmin_corr']].fillna(0)\n", "\n", "# Create GeoDataFrame\n", "gdf = gpd.GeoDataFrame(\n", " correlations,\n", " geometry=gpd.points_from_xy(correlations['longitude'], correlations['latitude']),\n", " crs=\"EPSG:4326\"\n", ")\n", "\n", "# Load Maharashtra blocks GeoJSON\n", "maha = gpd.read_file(\"https://maharashtra-blocks-geojson.netlify.app/maharashtra_blocks.geojson\")\n", "\n", "# Shared color limits\n", "vmin = min(gdf[['tmax_corr', 'tmin_corr']].min())\n", "vmax = max(gdf[['tmax_corr', 'tmin_corr']].max())\n", "\n", "# Plot\n", "fig, ax = plt.subplots(1, 2, figsize=(14, 7), constrained_layout=True)\n", "\n", "# Plot tmax_corr\n", "maha.boundary.plot(ax=ax[0], color='black', linewidth=0.5)\n", "sc1 = gdf.plot(\n", " ax=ax[0], column='tmax_corr', cmap='viridis', markersize=50, \n", " vmin=vmin, vmax=vmax, legend=True, legend_kwds={'label': 'Pearson R'}\n", ")\n", "ax[0].set_title('tmax (from IMD) vs mx2t (from ERA5)')\n", "ax[0].set_xlabel('Longitude')\n", "ax[0].set_ylabel('Latitude')\n", "\n", "# Plot tmin_corr\n", "maha.boundary.plot(ax=ax[1], color='black', linewidth=0.5)\n", "sc2 = gdf.plot(\n", " ax=ax[1], column='tmin_corr', cmap='viridis', markersize=50, \n", " vmin=vmin, vmax=vmax, legend=True, legend_kwds={'label': 'Pearson R'}\n", ")\n", "ax[1].set_title('tmin (from IMD) vs mn2t (from ERA5)')\n", "ax[1].set_xlabel('Longitude')\n", "ax[1].set_ylabel('Latitude')\n", "\n", "# Consistent aspect ratio\n", "for a in ax:\n", " a.set_aspect('equal')\n", "\n", "plt.show()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> As we can see in the plot above, the correlation between the two datasets is strong over the mainland and weak over the Arabian Sea." ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [], "source": [ "correlations.to_csv('correlation_maha_2020_tmax_tmin.csv', index=False)" ] } ], "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": "3.11.12" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 4 }