{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from netCDF4 import Dataset\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.colors as mcolors\n",
    "import matplotlib.colors as Normalize\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "import matplotlib.ticker as mticker\n",
    "import matplotlib\n",
    "import xarray as xr\n",
    "import netCDF4\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import glob\n",
    "import dask\n",
    "import os\n",
    "from matplotlib.colors import LinearSegmentedColormap, TwoSlopeNorm\n",
    "from scipy.ndimage import label, binary_dilation\n",
    "\n",
    "import wrf\n",
    "from wrf import (getvar, vinterp, interplevel, to_np, latlon_coords, get_cartopy,\n",
    "                 cartopy_xlim, cartopy_ylim)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "monlist=['06']\n",
    "month='06'\n",
    "\n",
    "# convective cores\n",
    "c_convective_cores = xr.open_dataset(f'/pscratch/sd/d/dbrooks/masks/current/convective_core_mask_withtimes_month{month}.nc')\n",
    "f_convective_cores = xr.open_dataset(f'/pscratch/sd/d/dbrooks/masks/future/convective_core_mask_withtimes_month{month}.nc')\n",
    "fu_convective_cores = xr.open_dataset(f'/pscratch/sd/d/dbrooks/masks/future_urban/convective_core_mask_withtimes_month{month}.nc')\n",
    "\n",
    "\n",
    "# hourly precip\n",
    "c_precip = xr.open_dataset(f'/pscratch/sd/d/dbrooks/precip_data/current/hourly_precip_data_month{month}.nc')\n",
    "f_precip = xr.open_dataset(f'/pscratch/sd/d/dbrooks/precip_data/future/hourly_precip_data_month{month}.nc')\n",
    "fu_precip = xr.open_dataset(f'/pscratch/sd/d/dbrooks/precip_data/future_urban/hourly_precip_data_month{month}.nc')\n",
    "\n",
    "# Extract time values as a pandas Index\n",
    "time_values = c_precip.Time.values\n",
    "\n",
    "# Adjust only the first time value by subtracting 1 hour\n",
    "time_values[0] = pd.Timestamp(time_values[0]) - pd.Timedelta(hours=1)\n",
    "\n",
    "# Reassign the modified time back to the dataset\n",
    "c_precip = c_precip.assign_coords(Time=time_values)\n",
    "f_precip = f_precip.assign_coords(Time=time_values)\n",
    "fu_precip = fu_precip.assign_coords(Time=time_values)\n",
    "\n",
    "def resample_precip_to_3hr(precip_ds):\n",
    "    \"\"\"\n",
    "    Resamples the precipitation dataset to match the 3-hour timestep of the wind dataset by summing\n",
    "    the precipitation over each 3-hour interval.\n",
    "\n",
    "    Parameters:\n",
    "    precip_ds (xarray.Dataset): The original hourly precipitation dataset.\n",
    "\n",
    "    Returns:\n",
    "    xarray.Dataset: The resampled precipitation dataset at 3-hour intervals.\n",
    "    \"\"\"\n",
    "    # Resample the dataset to 3-hour intervals and sum the precipitation over those intervals\n",
    "    precip_resampled = precip_ds.resample(Time='3h').mean()\n",
    "\n",
    "    return precip_resampled\n",
    "\n",
    "c_precip = resample_precip_to_3hr(c_precip)\n",
    "f_precip = resample_precip_to_3hr(f_precip)\n",
    "fu_precip = resample_precip_to_3hr(fu_precip)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray '__xarray_dataarray_variable__' ()> Size: 8B\n",
      "array(296892)\n"
     ]
    }
   ],
   "source": [
    "print(c_convective_cores['__xarray_dataarray_variable__'].sum(dim=['Time','south_north','west_east']))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x300 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def plot_convective_core_frequency_differences():\n",
    "    \"\"\"\n",
    "    Plots the total frequency of wind speeds above a threshold for the current simulation,\n",
    "    and the differences in frequency between the future and current, and future-urban and future simulations.\n",
    "    \n",
    "    Parameters:\n",
    "        threshold (float): Wind speed threshold (m/s) for counting frequency.\n",
    "    \"\"\"\n",
    "    \n",
    "    # Define datasets\n",
    "    wind_datasets = {\n",
    "        'Current': c_convective_cores['__xarray_dataarray_variable__'],\n",
    "        'Future': f_convective_cores['__xarray_dataarray_variable__'],\n",
    "        'Future-Urban': fu_convective_cores['__xarray_dataarray_variable__']\n",
    "    }\n",
    "    ############ Freq colormap ###############\n",
    "    clevs2=[1,2,3]\n",
    "    #clevs2 = [1,2,3,5,10,15]\n",
    "    import colormaps \n",
    "    diff_cmap2 = colormaps.dense_r\n",
    "    cmap2 = diff_cmap2[:150]\n",
    "    #cmap = mcolors.ListedColormap([diff_cmap1(i / (len(clevs) - 1)) for i in range(len(clevs) - 1)])\n",
    "\n",
    "    # Extract individual colors from the base colormap\n",
    "    colors = [diff_cmap2(i / (len(clevs2) - 1)) for i in range(len(clevs2))]\n",
    "\n",
    "    cmap2.set_over(colors[-1])   # Upper bound color\n",
    "    cmap2.set_under('white')  # Lower bound color\n",
    "\n",
    "    # Create a normalization for the contour levels\n",
    "    norm2 = mcolors.BoundaryNorm(clevs2, cmap2.N)\n",
    "\n",
    "    ############### Diverging colormap ################\n",
    "    clevs = [-3.9,-2.9,-1.9,-0.9, 0.9,1.9, 2.9,3.9] # wind levels\n",
    "    tick_labels = [-4,-3,-2,-1, 1,2,3,4] # wind levels\n",
    "    # Create a ListedColormap from the custom RGBA values\n",
    "    #cmap = create_custom_diverging_colormap(levels=len(clevs))\n",
    "\n",
    "    diff_cmap1 = colormaps.rdbu_11_r\n",
    "    cmap = diff_cmap1[1:10]\n",
    "    #cmap = mcolors.ListedColormap([diff_cmap1(i / (len(clevs) - 1)) for i in range(len(clevs) - 1)])\n",
    "\n",
    "    # Extract individual colors from the base colormap\n",
    "    colors = [diff_cmap1(i / (len(clevs) - 1)) for i in range(len(clevs))]\n",
    "\n",
    "    cmap.set_over(colors[-1])   # Upper bound color\n",
    "    cmap.set_under(colors[0])  # Lower bound color\n",
    "\n",
    "    # Create a normalization for the contour levels\n",
    "    norm = mcolors.BoundaryNorm(clevs, cmap.N)\n",
    "    norm3 = mcolors.BoundaryNorm(clevs, cmap.N)  # For third plot\n",
    "\n",
    "    #####################################################\n",
    "    # Set up the figure and 1x3 subplots\n",
    "    fig, axs = plt.subplots(1, 3, figsize=(12, 3), subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "\n",
    "    # Set month name based on the list provided\n",
    "    if monlist[0] == '04':\n",
    "        month = 'April'\n",
    "    elif monlist[0] == '05':\n",
    "        month = 'May'\n",
    "    elif monlist[0] == '06':\n",
    "        month = 'June'\n",
    "\n",
    "    ##### Left Plot: Wind Speed Frequency for Current Simulation ###############################################################\n",
    "    wind_speed_current = wind_datasets['Current']\n",
    "    \n",
    "    # Calculate frequency of wind speeds above the threshold\n",
    "    freq_current = (wind_speed_current).sum(dim='Time')\n",
    "    freq_current2 = freq_current.where(freq_current != 0, drop=False)\n",
    "\n",
    "    lats = freq_current['XLAT']\n",
    "    lons = freq_current['XLONG']\n",
    "    \n",
    "    ax_wind = axs[0]\n",
    "    #pb = ax_wind.pcolormesh(lons, lats, freq_current2, cmap=cmap2,norm=norm2, transform=ccrs.PlateCarree(), zorder=1)\n",
    "    pb = ax_wind.contourf(lons, lats, freq_current, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    ax_wind.contour(lons, lats, freq_current, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    #pb = ax_wind.scatter(lons, lats, c=freq_current2, s=5, cmap=cmap2,norm=norm2, transform=crs.PlateCarree())\n",
    "    \n",
    "    # Add features and title\n",
    "    ax_wind.add_feature(cfeature.STATES, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    ax_wind.add_feature(cfeature.COASTLINE, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    gl = ax_wind.gridlines(draw_labels=True, linewidth=0.35, color='gray', alpha=0.5, linestyle='--', zorder=1)\n",
    "    gl.top_labels = False\n",
    "    gl.right_labels = False\n",
    "    gl.left_labels = True\n",
    "    gl.bottom_labels = True\n",
    "    ax_wind.set_title(fr'Convective Core Freq.', loc='left', fontsize=10)\n",
    "    ax_wind.set_title(f'(Current)', loc='right', fontsize=10)\n",
    "\n",
    "    text_str = (\n",
    "    f\"Mean: {freq_current.mean(dim=['south_north','west_east']):.2f}\\n\"\n",
    "    f\"Max: {freq_current.max(dim=['south_north','west_east']):.0f}\"\n",
    "    )\n",
    "    ax_wind.text(\n",
    "        -112.2, 44, text_str,  # Adjust coordinates as needed\n",
    "        fontsize=8, color=\"black\", weight='bold',transform=ccrs.PlateCarree(),\n",
    "        bbox=dict(facecolor=\"white\", alpha=0.9, boxstyle=\"round,pad=0.5\")\n",
    "    )\n",
    "    \n",
    "    # Colorbar for the left plot\n",
    "    #cbar = plt.colorbar(pb, ax=ax_wind, orientation='vertical', fraction=0.05, pad=0.02, shrink=0.8, extend='both')\n",
    "    #cbar.set_label('Count', fontsize=8)\n",
    "\n",
    "    ##### Middle Plot: Future - Current Wind Frequency Difference ##########################################################\n",
    "    wind_speed_future = wind_datasets['Future']\n",
    "    freq_future = wind_speed_future.sum(dim='Time')\n",
    "    freq_diff_future_current = freq_future - freq_current\n",
    "    # Filter out points where values == 0\n",
    "    freq_diff_future_current2 = freq_diff_future_current.where(freq_diff_future_current != 0, drop=False)\n",
    "\n",
    "    # Define sizes (start from a base size and triple each time)\n",
    "    #sizes = 4 * (2 ** (np.abs(freq_diff_future_current.values)))\n",
    "    \n",
    "    ax_wind = axs[1]\n",
    "    #pb1 = ax_wind.pcolormesh(lons, lats, freq_diff_future_current2, cmap=cmap,norm=norm,transform=ccrs.PlateCarree(), zorder=1)\n",
    "    pb1 = ax_wind.contourf(lons, lats, freq_future, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    ax_wind.contour(lons, lats, freq_future, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    #pb = ax_wind.scatter(lons, lats, c=freq_diff_future_current2, s=5, cmap=cmap,norm=norm, transform=ccrs.PlateCarree(),zorder=2)\n",
    "    \n",
    "    # Add features and title\n",
    "    ax_wind.add_feature(cfeature.STATES, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    ax_wind.add_feature(cfeature.COASTLINE, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    gl = ax_wind.gridlines(draw_labels=True, linewidth=0.35, color='gray', alpha=0.5, linestyle='--', zorder=1)\n",
    "    gl.top_labels = False\n",
    "    gl.right_labels = False\n",
    "    gl.left_labels = False\n",
    "    gl.bottom_labels = True\n",
    "    #ax_wind.set_title(r'$\\Delta$ Frequency', loc='left', fontsize=10)\n",
    "    ax_wind.set_title(fr'Convective Core Freq.', loc='left', fontsize=10)\n",
    "    ax_wind.set_title(f'(Future)', loc='right', fontsize=10)\n",
    "\n",
    "    text_str = (\n",
    "    f\"Mean: {freq_future.mean(dim=['south_north','west_east']):.2f}\\n\"\n",
    "    f\"Max: {freq_future.max(dim=['south_north','west_east']):.0f}\"\n",
    "    )\n",
    "    ax_wind.text(\n",
    "        -112.2, 44, text_str,  # Adjust coordinates as needed\n",
    "        fontsize=8, color=\"black\", weight='bold',transform=ccrs.PlateCarree(),\n",
    "        bbox=dict(facecolor=\"white\", alpha=0.9, boxstyle=\"round,pad=0.5\")\n",
    "    )\n",
    "    \n",
    "    # Colorbar for the middle plot\n",
    "    #cbar1 = plt.colorbar(pb1, ax=ax_wind, orientation='vertical', fraction=0.05, pad=0.02, shrink=0.8, extend='both')\n",
    "    #cbar1.set_label('Count Difference', fontsize=8)\n",
    "    #cbar.set_ticks(tick_labels)\n",
    "    #cbar1.set_ticks(clevs)\n",
    "    #cbar1.set_ticklabels(tick_labels)\n",
    "\n",
    "    ##### Right Plot: Future-Urban - Future Wind Frequency Difference ###############################################################\n",
    "    wind_speed_future_urban = wind_datasets['Future-Urban']\n",
    "    freq_future_urban = wind_speed_future_urban.sum(dim='Time')\n",
    "    freq_diff_future_urban_current = freq_future_urban - freq_current\n",
    "    freq_diff_future_urban_future = freq_diff_future_urban_current - freq_diff_future_current\n",
    "    freq_diff_future_urban_future2 = freq_diff_future_urban_future.where(freq_diff_future_urban_future != 0, drop=False)\n",
    "    #print(freq_diff_future_urban_future.min())\n",
    "    \n",
    "    ax_wind = axs[2]\n",
    "    #pb = ax_wind.pcolormesh(lons, lats, freq_diff_future_urban_future2, cmap=cmap,norm=norm3, transform=ccrs.PlateCarree(), zorder=1)\n",
    "    pb = ax_wind.contourf(lons, lats, freq_future_urban, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    ax_wind.contour(lons, lats, freq_future_urban, levels=clevs2, cmap=cmap2,norm=norm2,transform=ccrs.PlateCarree(), zorder=1, extend='both')\n",
    "    #pb = ax_wind.scatter(0, 0, c=0, s=5, cmap=cmap,norm=norm, transform=ccrs.PlateCarree(),zorder=2)\n",
    "    \n",
    "    # Add features and title\n",
    "    ax_wind.add_feature(cfeature.STATES, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    ax_wind.add_feature(cfeature.COASTLINE, edgecolor=\"black\", linewidths=0.35, alpha=0.25)\n",
    "    gl = ax_wind.gridlines(draw_labels=True, linewidth=0.35, color='gray', alpha=0.5, linestyle='--', zorder=1)\n",
    "    gl.top_labels = False\n",
    "    gl.right_labels = False\n",
    "    gl.left_labels = False\n",
    "    gl.bottom_labels = True\n",
    "    #ax_wind.set_title(r'$\\Delta$ Frequency', loc='left', fontsize=10)\n",
    "    ax_wind.set_title(fr'Convective Core Freq.', loc='left', fontsize=10)\n",
    "    ax_wind.set_title(f'(Future+Urban)', loc='right', fontsize=10)\n",
    "\n",
    "    text_str = (\n",
    "    f\"Mean: {freq_future_urban.mean(dim=['south_north','west_east']):.2f}\\n\"\n",
    "    f\"Max: {freq_future_urban.max(dim=['south_north','west_east']):.0f}\"\n",
    "    )\n",
    "    ax_wind.text(\n",
    "        -112.2, 44, text_str,  # Adjust coordinates as needed\n",
    "        fontsize=8, color=\"black\", weight='bold',transform=ccrs.PlateCarree(),\n",
    "        bbox=dict(facecolor=\"white\", alpha=0.9, boxstyle=\"round,pad=0.5\")\n",
    "    )\n",
    "    \n",
    "    # Colorbar for the right plot\n",
    "    cbar = fig.colorbar(pb, orientation='vertical', fraction=0.05, pad=0.02, shrink=0.8, extend='both')\n",
    "    cbar.set_label('Count', fontsize=8)\n",
    "    #cbar.set_ticklabels(tick_labels)\n",
    "    #print(cbar)\n",
    "\n",
    "\n",
    "    fig.suptitle(fr'Convective Core Frequency in {month}', fontsize=12)\n",
    "\n",
    "    # Adjust layout for better spacing\n",
    "    plt.tight_layout(rect=[0, 0, 1, 0.99])\n",
    "\n",
    "    # Show the plot\n",
    "    plt.show()\n",
    "\n",
    "plot_convective_core_frequency_differences()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray '__xarray_dataarray_variable__' ()> Size: 8B\n",
      "array(296892)\n",
      "<xarray.DataArray '__xarray_dataarray_variable__' ()> Size: 8B\n",
      "array(347097)\n",
      "<xarray.DataArray '__xarray_dataarray_variable__' ()> Size: 8B\n",
      "array(343396)\n"
     ]
    }
   ],
   "source": [
    "print(c_convective_cores['__xarray_dataarray_variable__'].sum(dim=['Time','south_north','west_east']))\n",
    "print(f_convective_cores['__xarray_dataarray_variable__'].sum(dim=['Time','south_north','west_east']))\n",
    "print(fu_convective_cores['__xarray_dataarray_variable__'].sum(dim=['Time','south_north','west_east']))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Data for the dictionaries\n",
    "months = ['April', 'May', 'June']\n",
    "current = [196925, 253340, 296892]\n",
    "future = [238805, 317395, 347097]\n",
    "future_urban = [238557, 316506, 343396]\n",
    "\n",
    "# Functions to calculate relative changes\n",
    "def calculate_relative_change(future, current):\n",
    "    return ((future / current) - 1) * 100\n",
    "\n",
    "def calculate_relative_change_urbanization(future, current, future_urban):\n",
    "    f = ((future / current) - 1) * 100\n",
    "    fu = ((future_urban / current) - 1) * 100\n",
    "    return fu - f\n",
    "\n",
    "# Calculating relative changes\n",
    "future_vs_current = [calculate_relative_change(f, c) for f, c in zip(future, current)]\n",
    "futureurban_vs_current = [calculate_relative_change(fu, c) for fu, c in zip(future_urban, current)]\n",
    "futureurban_vs_future = [calculate_relative_change_urbanization(f, c, fu) for fu, f, c in zip(future_urban, future, current)]\n",
    "\n",
    "# X-axis positions\n",
    "x = np.arange(len(months))\n",
    "\n",
    "# Plot\n",
    "fig, ax1 = plt.subplots(figsize=(5, 4))\n",
    "\n",
    "# Bar width\n",
    "bar_width = 0.25\n",
    "\n",
    "# Bars for Current, Future, and Future Urban\n",
    "ax1.bar(x - bar_width, current, width=bar_width, label='Current', color='black')\n",
    "ax1.bar(x, future, width=bar_width, label='Future', color='#1E88E5')\n",
    "ax1.bar(x + bar_width, future_urban, width=bar_width, label='Future Urban', color='#D81B60')\n",
    "\n",
    "# Left Y-axis\n",
    "ax1.set_xlabel('Months')\n",
    "ax1.set_ylabel('# of Grid Cells', color='black')\n",
    "ax1.set_yscale('log')  # Logarithmic scale for bars\n",
    "ax1.tick_params(axis='y', labelcolor='black')\n",
    "ax1.set_xticks(x)\n",
    "ax1.set_xticklabels(months)\n",
    "ax1.legend(loc='upper left', fontsize=8)\n",
    "ax1.set_ylim(10e4, 10e5)\n",
    "\n",
    "# Right Y-axis for relative changes\n",
    "ax2 = ax1.twinx()\n",
    "ax2.set_ylabel('Relative Change (%)', color='black')\n",
    "\n",
    "# Plotting the relative changes as lines\n",
    "ax2.plot(x, futureurban_vs_current, color='#FFB507', marker='o', linestyle='-', label='ACC+Urban', linewidth=2)\n",
    "ax2.plot(x, future_vs_current, color='black', marker='o', linestyle='--', label='ACC Impact', linewidth=2)\n",
    "ax2.plot(x, futureurban_vs_future, color='black', marker='s', linestyle=':', label='Urbanization', linewidth=2)\n",
    "ax2.set_ylim(-10,40)\n",
    "ax2.grid(True, axis='y', alpha=0.5, zorder=0)\n",
    "\n",
    "# Adding grid and legend for lines\n",
    "ax2.tick_params(axis='y', labelcolor='black')\n",
    "fig.tight_layout()\n",
    "\n",
    "# Legends\n",
    "ax2.legend(loc='upper right', fontsize=8)\n",
    "\n",
    "# Title\n",
    "plt.title('Convective Core Frequency by Month', fontsize=12)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "def downscsale_precip(ds):\n",
    "    # Assuming `ds` is your xarray dataset\n",
    "    ds_downscaled = ds.coarsen(\n",
    "        south_north=6,  # Downsampling factor of 6 for south_north (to get resolution of 12km)\n",
    "        west_east=6,     # Downsampling factor of 6 for west_east\n",
    "        boundary=\"trim\"\n",
    "    ).mean()  \n",
    "\n",
    "    return ds_downscaled\n",
    "\n",
    "#c_precip2 = downscsale_precip(c_precip)\n",
    "\n",
    "#c_convective_cores2 = c_convective_cores.coarsen(south_north=6, west_east=6,boundary=\"trim\").any()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "def identify_storm_clusters1(precip_ds, convective_cores, threshold=5, dilation_iters=0):\n",
    "    \"\"\"\n",
    "    Identifies precipitation clusters above a given threshold and filters them by overlap with convective cores.\n",
    "    Ensures unique cluster IDs across all timesteps.\n",
    "\n",
    "    Parameters:\n",
    "    - precip_ds: xarray Dataset containing 'RAINNC' variable.\n",
    "    - convective_cores: xarray DataArray, boolean mask of convective cores.\n",
    "    - threshold: float, precipitation threshold.\n",
    "    - dilation_iters: int, number of iterations for dilating the core mask.\n",
    "\n",
    "    Returns:\n",
    "    - filtered_labeled_da: DataArray with labeled storm clusters overlapping convective cores.\n",
    "    - storm_cluster_mask: Boolean mask of the identified storm clusters.\n",
    "    \"\"\"\n",
    "\n",
    "    # Create a precipitation mask above the threshold\n",
    "    mask = precip_ds['RAINNC'] > threshold\n",
    "    mask_array = mask.values  # Convert to NumPy array\n",
    "\n",
    "    # Define 3D connectivity for clustering across space and time\n",
    "    structure = np.ones((3, 3, 3))\n",
    "\n",
    "    # Label connected precipitation clusters\n",
    "    labeled_array, num_clusters = label(mask_array, structure)\n",
    "\n",
    "    # Convert labeled array to xarray\n",
    "    labeled_da = xr.DataArray(labeled_array, coords=precip_ds.coords, dims=precip_ds.dims)\n",
    "\n",
    "    print(f\"Initial number of clusters found: {num_clusters}\")\n",
    "\n",
    "    # Iterate over time, ensuring unique cluster IDs\n",
    "    new_labeled_array = np.zeros_like(labeled_array)\n",
    "    max_label = 0  # Track max label to ensure uniqueness\n",
    "\n",
    "    for t in range(labeled_da.sizes[\"Time\"]):\n",
    "        mask_t = labeled_da.isel(Time=t).values\n",
    "        labeled_t, num_t = label(mask_t)\n",
    "\n",
    "        if num_t > 0:\n",
    "            labeled_t[labeled_t > 0] += max_label  # Offset labels to maintain uniqueness\n",
    "            max_label = np.max(labeled_t)  # Update max label\n",
    "\n",
    "        new_labeled_array[t, :, :] = labeled_t\n",
    "\n",
    "    new_labeled = xr.DataArray(new_labeled_array, coords=labeled_da.coords, dims=labeled_da.dims)\n",
    "\n",
    "    # Convert convective core mask to NumPy array\n",
    "    core_mask = convective_cores['__xarray_dataarray_variable__'].values\n",
    "\n",
    "    # Dilate the convective core mask (captures nearby clusters)\n",
    "    #dilated_core_mask = binary_dilation(core_mask, iterations=dilation_iters)\n",
    "\n",
    "    # Identify cluster IDs overlapping with the convective core mask\n",
    "    overlapping_clusters = np.unique(new_labeled.values[core_mask])\n",
    "\n",
    "    # Keep only overlapping clusters\n",
    "    filtered_labeled_array = np.isin(new_labeled.values, overlapping_clusters) * new_labeled.values\n",
    "\n",
    "    # Convert back to xarray\n",
    "    filtered_labeled_da = xr.DataArray(filtered_labeled_array, coords=new_labeled.coords, dims=new_labeled.dims)\n",
    "\n",
    "    print(f\"Kept {len(overlapping_clusters) - 1} clusters after filtering.\")\n",
    "\n",
    "    storm_cluster_mask = filtered_labeled_da > 0\n",
    "\n",
    "    return filtered_labeled_da, storm_cluster_mask\n",
    "\n",
    "def identify_storm_clusters2(precip_ds, convective_cores, threshold=5):\n",
    "    \"\"\"\n",
    "    Identifies precipitation clusters above a given threshold and filters them by overlap with convective cores.\n",
    "\n",
    "    Parameters:\n",
    "    - precip_ds: xarray Dataset containing 'RAINNC' variable.\n",
    "    - convective_cores: xarray DataArray, boolean mask of convective cores.\n",
    "    - threshold: float, precipitation threshold.\n",
    "\n",
    "    Returns:\n",
    "    - filtered_labeled_da: DataArray with labeled storm clusters overlapping convective cores.\n",
    "    - storm_cluster_mask: Boolean mask of the identified storm clusters.\n",
    "    \"\"\"\n",
    "    # Create a precipitation mask above the threshold\n",
    "    mask = precip_ds['RAINNC'] > threshold\n",
    "    mask_array = mask.values\n",
    "    \n",
    "    # Define 2D connectivity for clustering each timestep independently\n",
    "    structure = np.ones((3, 3))\n",
    "    \n",
    "    # Unique cluster ID counter\n",
    "    max_cluster_id = 0\n",
    "    new_labeled_array = np.zeros_like(mask_array, dtype=int)\n",
    "    \n",
    "    for t in range(mask.sizes[\"Time\"]):\n",
    "        mask_t = mask.isel(Time=t).values\n",
    "        labeled_t, num_labels = label(mask_t, structure)\n",
    "        \n",
    "        # Ensure unique cluster IDs across timesteps\n",
    "        if num_labels > 0:\n",
    "            labeled_t[labeled_t > 0] += max_cluster_id\n",
    "            max_cluster_id = labeled_t.max()  # Update max cluster ID\n",
    "        \n",
    "        new_labeled_array[t, :, :] = labeled_t\n",
    "    \n",
    "    new_labeled = xr.DataArray(new_labeled_array, coords=mask.coords, dims=mask.dims)\n",
    "    \n",
    "    # Identify cluster IDs overlapping with convective core mask\n",
    "    core_mask = convective_cores['__xarray_dataarray_variable__'].values\n",
    "    overlapping_clusters = np.unique(new_labeled.values[core_mask])\n",
    "    overlapping_clusters = overlapping_clusters[overlapping_clusters > 0]  # Remove background (zero)\n",
    "    \n",
    "    # Keep only overlapping clusters\n",
    "    filtered_labeled_array = np.where(np.isin(new_labeled.values, overlapping_clusters), new_labeled.values, 0)\n",
    "    \n",
    "    # Convert back to xarray\n",
    "    filtered_labeled_da = xr.DataArray(filtered_labeled_array, coords=new_labeled.coords, dims=new_labeled.dims)\n",
    "    \n",
    "    print(f\"Kept {len(overlapping_clusters)} clusters after filtering.\")\n",
    "    \n",
    "    storm_cluster_mask = filtered_labeled_da > 0\n",
    "    \n",
    "    return filtered_labeled_da, storm_cluster_mask\n",
    "\n",
    "\n",
    "#filtered_labeled_da, storm_cluster_mask = identify_storm_clusters2(c_precip2, c_convective_cores2)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'filtered_labeled_da' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[32], line 9\u001b[0m\n\u001b[1;32m      6\u001b[0m time_index \u001b[38;5;241m=\u001b[39m \u001b[38;5;241m224\u001b[39m \u001b[38;5;66;03m# Adjust this to visualize different times\u001b[39;00m\n\u001b[1;32m      8\u001b[0m \u001b[38;5;66;03m# Extract cluster data at this time step\u001b[39;00m\n\u001b[0;32m----> 9\u001b[0m clusters \u001b[38;5;241m=\u001b[39m \u001b[43mfiltered_labeled_da\u001b[49m\u001b[38;5;241m.\u001b[39misel(Time\u001b[38;5;241m=\u001b[39mtime_index) \u001b[38;5;66;03m# 2D array (south_north, west_east)\u001b[39;00m\n\u001b[1;32m     10\u001b[0m \u001b[38;5;66;03m#cc = c_convective_cores['__xarray_dataarray_variable__'][time_index,:,:]\u001b[39;00m\n\u001b[1;32m     11\u001b[0m cc2 \u001b[38;5;241m=\u001b[39m c_convective_cores2[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124m__xarray_dataarray_variable__\u001b[39m\u001b[38;5;124m'\u001b[39m][time_index,:,:]\n",
      "\u001b[0;31mNameError\u001b[0m: name 'filtered_labeled_da' is not defined"
     ]
    }
   ],
   "source": [
    "\n",
    "# Assuming:\n",
    "# - filtered_labeled_da: Labeled precipitation clusters (3D: Time, south_north, west_east)\n",
    "# - XLAT, XLONG: Latitude and Longitude DataArrays\n",
    "\n",
    "# Select a time step\n",
    "time_index = 224 # Adjust this to visualize different times\n",
    "\n",
    "# Extract cluster data at this time step\n",
    "clusters = filtered_labeled_da.isel(Time=time_index) # 2D array (south_north, west_east)\n",
    "#cc = c_convective_cores['__xarray_dataarray_variable__'][time_index,:,:]\n",
    "cc2 = c_convective_cores2['__xarray_dataarray_variable__'][time_index,:,:]\n",
    "pp = c_precip2['RAINNC'][time_index,:,:] > 5\n",
    "\n",
    "# Get lat/lon grids\n",
    "lats = filtered_labeled_da.XLAT.values  # Shape: (south_north, west_east)\n",
    "lons = filtered_labeled_da.XLONG.values\n",
    "\n",
    "lats2 = c_convective_cores2.XLAT.values  # Shape: (south_north, west_east)\n",
    "lons2 = c_convective_cores2.XLONG.values\n",
    "\n",
    "# Find unique clusters (excluding background 0)\n",
    "unique_clusters = np.unique(clusters)\n",
    "unique_clusters = unique_clusters[unique_clusters > 0]  # Remove 0 (background)\n",
    "\n",
    "# Create a colormap for the clusters\n",
    "num_clusters = len(unique_clusters)\n",
    "cmap = plt.cm.get_cmap(\"tab20\", num_clusters)  # Use \"tab20\" for distinct colors\n",
    "norm = mcolors.BoundaryNorm(unique_clusters, cmap.N)  # Normalize colors for clusters\n",
    "\n",
    "# Create the plot\n",
    "fig, ax = plt.subplots(1, 1, figsize=(10, 6), subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "\n",
    "ax.set_extent([-97,-83,33,44])\n",
    "\n",
    "# Contour plot for clusters\n",
    "#ax.contour(lons2, lats2, pp, colors='purple', linewidths=1)\n",
    "contour = ax.contourf(lons, lats, clusters, levels=unique_clusters, cmap=cmap, norm=norm)\n",
    "#ax.contour(lons, lats, cc, colors='red', levels=[0,1], linewidths=1)\n",
    "ax.contour(lons2, lats2, cc2, colors='blue', levels=[0,1], linewidths=1)\n",
    "contour = ax.contour(lons, lats, clusters, colors='purple', linewidths=1)\n",
    "\n",
    "# Add colorbar\n",
    "#cbar = plt.colorbar(contour, ticks=unique_clusters)\n",
    "#cbar.set_label(\"Cluster ID\")\n",
    "\n",
    "# Plot formatting\n",
    "ax.add_feature(cfeature.STATES, edgecolor=\"black\", linewidths=0.35, alpha=0.8)\n",
    "ax.add_feature(cfeature.COASTLINE, edgecolor=\"black\", linewidths=0.35, alpha=0.8)\n",
    "plt.xlabel(\"Longitude\")\n",
    "plt.ylabel(\"Latitude\")\n",
    "plt.title(f\"Clustered Precipitation Events (Time Index {time_index})\")\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Select a time step\n",
    "time_index = 178 # Adjust this to visualize different times\n",
    "\n",
    "# Extract cluster data at this time step\n",
    "cc = c_convective_cores['__xarray_dataarray_variable__'][time_index,:,:]\n",
    "pp = c_precip['RAINNC'][time_index,:,:] > 5\n",
    "\n",
    "fcc = f_convective_cores['__xarray_dataarray_variable__'][time_index,:,:]\n",
    "fpp = f_precip['RAINNC'][time_index,:,:] > 5\n",
    "\n",
    "fucc = fu_convective_cores['__xarray_dataarray_variable__'][time_index,:,:]\n",
    "fupp = fu_precip['RAINNC'][time_index,:,:] > 5\n",
    "\n",
    "c_storms = (cc) | (pp)\n",
    "f_storms = (fcc) | (fpp)\n",
    "fu_storms = (fucc) | (fupp)\n",
    "\n",
    "# Get lat/lon grids\n",
    "lats = c_convective_cores.XLAT.values  # Shape: (south_north, west_east)\n",
    "lons = c_convective_cores.XLONG.values\n",
    "\n",
    "# Create the plot\n",
    "fig, ax = plt.subplots(1, 1, figsize=(10, 6), subplot_kw={'projection': ccrs.PlateCarree()})\n",
    "\n",
    "ax.set_extent([-97,-88,38,44])\n",
    "\n",
    "# Contour plot for clusters\n",
    "#ax.contour(lons, lats, pp, colors='purple', linewidths=1)\n",
    "#ax.contour(lons, lats, cc, colors='red', levels=[0,1], linewidths=1)\n",
    "ax.contour(lons, lats, c_storms, colors='green', levels=[0,1], linewidths=1)\n",
    "#ax.contour(lons, lats, f_storms, colors='red', levels=[0,1], linewidths=1)\n",
    "#ax.contour(lons, lats, fu_storms, colors='orange', levels=[0,1], linewidths=1)\n",
    "\n",
    "# Add colorbar\n",
    "#cbar = plt.colorbar(contour, ticks=unique_clusters)\n",
    "#cbar.set_label(\"Cluster ID\")\n",
    "\n",
    "# Plot formatting\n",
    "ax.add_feature(cfeature.STATES, edgecolor=\"black\", linewidths=0.35, alpha=0.8)\n",
    "ax.add_feature(cfeature.COASTLINE, edgecolor=\"black\", linewidths=0.35, alpha=0.8)\n",
    "plt.xlabel(\"Longitude\")\n",
    "plt.ylabel(\"Latitude\")\n",
    "plt.title(f\"Clustered Precipitation Events (Time Index {time_index})\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.DataArray ()> Size: 8B\n",
      "array(10237.89583333)\n",
      "<xarray.DataArray ()> Size: 8B\n",
      "array(12261.975)\n",
      "<xarray.DataArray ()> Size: 8B\n",
      "array(12267.61666667)\n"
     ]
    }
   ],
   "source": [
    "cc = c_convective_cores['__xarray_dataarray_variable__']\n",
    "pp = c_precip['RAINNC'] > 5\n",
    "\n",
    "fcc = f_convective_cores['__xarray_dataarray_variable__']\n",
    "fpp = f_precip['RAINNC'] > 5\n",
    "\n",
    "fucc = fu_convective_cores['__xarray_dataarray_variable__']\n",
    "fupp = fu_precip['RAINNC'] > 5\n",
    "\n",
    "c_storms = (cc) | (pp)\n",
    "f_storms = (fcc) | (fpp)\n",
    "fu_storms = (fucc) | (fupp)\n",
    "\n",
    "print(c_storms.sum(dim=['south_north','west_east']).mean(dim='Time'))\n",
    "print(f_storms.sum(dim=['south_north','west_east']).mean(dim='Time'))\n",
    "print(fu_storms.sum(dim=['south_north','west_east']).mean(dim='Time'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "# Data for the dictionaries\n",
    "months = ['April', 'May', 'June']\n",
    "current = [5786.89166667, 7606.3266129, 10237.89583333]\n",
    "future = [6746.87083333, 9704.48790323, 12261.975]\n",
    "future_urban = [6844.45, 9510.71370968, 12267.61666667]\n",
    "\n",
    "# Functions to calculate relative changes\n",
    "def calculate_relative_change(future, current):\n",
    "    return ((future / current) - 1) * 100\n",
    "\n",
    "def calculate_relative_change_urbanization(future, current, future_urban):\n",
    "    f = ((future / current) - 1) * 100\n",
    "    fu = ((future_urban / current) - 1) * 100\n",
    "    return fu - f\n",
    "\n",
    "# Calculating relative changes\n",
    "future_vs_current = [calculate_relative_change(f, c) for f, c in zip(future, current)]\n",
    "futureurban_vs_future = [calculate_relative_change_urbanization(f, c, fu) for fu, f, c in zip(future_urban, future, current)]\n",
    "\n",
    "# X-axis positions\n",
    "x = np.arange(len(months))\n",
    "\n",
    "# Plot\n",
    "fig, ax1 = plt.subplots(figsize=(5, 4))\n",
    "\n",
    "# Bar width\n",
    "bar_width = 0.25\n",
    "\n",
    "# Bars for Current, Future, and Future Urban\n",
    "ax1.bar(x - bar_width, current, width=bar_width, label='Current', color='black')\n",
    "ax1.bar(x, future, width=bar_width, label='Future', color='#1E88E5')\n",
    "ax1.bar(x + bar_width, future_urban, width=bar_width, label='Future Urban', color='#D81B60')\n",
    "\n",
    "# Left Y-axis\n",
    "ax1.set_xlabel('Months')\n",
    "ax1.set_ylabel('# of Grid Cells', color='black')\n",
    "#ax1.set_yscale('log')  # Logarithmic scale for bars\n",
    "ax1.tick_params(axis='y', labelcolor='black')\n",
    "ax1.set_xticks(x)\n",
    "ax1.set_xticklabels(months)\n",
    "ax1.legend(loc='upper left', fontsize=8)\n",
    "ax1.set_ylim(5000, 15000)\n",
    "\n",
    "# Right Y-axis for relative changes\n",
    "ax2 = ax1.twinx()\n",
    "ax2.set_ylabel('Relative Change (%)', color='black')\n",
    "\n",
    "# Plotting the relative changes as lines\n",
    "ax2.plot(x, future_vs_current, color='black', marker='o', linestyle='--', label='ACC Impact')\n",
    "ax2.plot(x, futureurban_vs_future, color='black', marker='s', linestyle=':', label='Urbanization')\n",
    "ax2.set_ylim(-10,40)\n",
    "ax2.grid(True, axis='y', alpha=0.5, zorder=0)\n",
    "\n",
    "# Adding grid and legend for lines\n",
    "ax2.tick_params(axis='y', labelcolor='black')\n",
    "fig.tight_layout()\n",
    "\n",
    "# Legends\n",
    "ax2.legend(loc='upper right', fontsize=8)\n",
    "\n",
    "# Title\n",
    "plt.title('Time Averaged Area of Valid Storms by Month', fontsize=12)\n",
    "plt.show()\n"
   ]
  }
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