base_parity_ratio_maps_wind_germany.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import cdsapi\n",
    "import os\n",
    "\n",
    "new_download = False   \n",
    "\n",
    "folder_out = 'cds_Data'\n",
    "\n",
    "# create a client object\n",
    "c = cdsapi.Client()\n",
    "\n",
    "# define the request parameters\n",
    "year = ['2023']\n",
    "months = [str(i).zfill(2) for i in range(1, 13)] \n",
    "days = [str(i).zfill(2) for i in range(1, 32)]\n",
    "\n",
    "#year = ['2023']\n",
    "#months = [str(i).zfill(2) for i in range(1, 4)] \n",
    "\n",
    "variables_list = ['2m_temperature',\n",
    "                '10m_u_component_of_wind', \n",
    "                '10m_v_component_of_wind',\n",
    "                '100m_u_component_of_wind', \n",
    "                '100m_v_component_of_wind',\n",
    "                'forecast_surface_roughness',\n",
    "                'surface_pressure']\n",
    "\n",
    "# define the output file name by year day and month \n",
    "downloaded_file = 'ERA5-Reanalysis_' + year[0] + months[0] + days[0] +'_till_' + year[0] + months[-1] + days[-1] + '_winds_germany.nc'\n",
    "downloaded_file = os.path.join(folder_out, downloaded_file)\n",
    "\n",
    "if new_download == True:\n",
    "    # send the request to the CDS server\n",
    "    c.retrieve(\n",
    "        'reanalysis-era5-single-levels',\n",
    "        {\n",
    "            'year': year,\n",
    "            'month': months,\n",
    "            'day': days,\n",
    "            'time': [\n",
    "                '00:00', '01:00', '02:00',\n",
    "                '03:00', '04:00', '05:00',\n",
    "                '06:00', '07:00', '08:00',\n",
    "                '09:00', '10:00', '11:00',\n",
    "                '12:00', '13:00', '14:00',\n",
    "                '15:00', '16:00', '17:00',\n",
    "                '18:00', '19:00', '20:00',\n",
    "                '21:00', '22:00', '23:00',],\n",
    "            'variable': variables_list,\n",
    "            'product_type': 'reanalysis',\n",
    "            'format': 'netcdf',\n",
    "            'area': '47.270111/5.866315/55.099161/15.041931', # extract data for germany\n",
    "            #'area': point, # extract data for a single point\n",
    "            #'LEVELIST': '10/25/50/75/100', # specify the desired levels in meters\n",
    "        },\n",
    "        downloaded_file\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/matthiasreif/Library/Python/3.9/lib/python/site-packages/urllib3/__init__.py:35: NotOpenSSLWarning: urllib3 v2 only supports OpenSSL 1.1.1+, currently the 'ssl' module is compiled with 'LibreSSL 2.8.3'. See: https://github.com/urllib3/urllib3/issues/3020\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "import plotly.graph_objects as go\n",
    "import xarray as xr\n",
    "import netCDF4 as nc\n",
    "import numpy as np\n",
    "import datetime\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "#from scipy.interpolate import griddata\n",
    "from windpowerlib import ModelChain, WindTurbine, create_power_curve\n",
    "from windpowerlib import data as wt\n",
    "import logging\n",
    "logging.getLogger().setLevel(logging.CRITICAL)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "   manufacturer turbine_type  has_power_curve  has_cp_curve\n",
      "1       Enercon   E-101/3050             True          True\n",
      "2       Enercon   E-101/3500             True          True\n",
      "3       Enercon   E-115/3000             True          True\n",
      "4       Enercon   E-115/3200             True          True\n",
      "5       Enercon   E-126/4200             True          True\n",
      "6       Enercon   E-126/7500             True         False\n",
      "7       Enercon   E-126/7580             True         False\n",
      "8       Enercon   E-141/4200             True          True\n",
      "9       Enercon     E-53/800             True          True\n",
      "10      Enercon    E-70/2000             True         False\n",
      "11      Enercon    E-70/2300             True          True\n",
      "12      Enercon    E-82/2000             True          True\n",
      "13      Enercon    E-82/2300             True          True\n",
      "14      Enercon    E-82/2350             True          True\n",
      "15      Enercon    E-82/3000             True          True\n",
      "16      Enercon    E-92/2350             True          True\n",
      "17      Enercon      E48/800             True          True\n"
     ]
    }
   ],
   "source": [
    "#get names of wind turbines for which power curves and/or are provided\n",
    "# set print_out=True to see the list of all available wind turbines\n",
    "df = wt.get_turbine_types(print_out=False)\n",
    "\n",
    "# find all Enercons\n",
    "print(df[df[\"manufacturer\"].str.contains(\"Enerc\")])\n",
    "#specification of wind turbine where power curve is provided in the \n",
    "#oedb turbine library"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "############################## Basic Settings ############################ \n",
    "# Dunetal\n",
    "# hubheight = 160\n",
    "# turb_type = 'E-141/4200' # if there is no type, use the scale_turbine_to parameter to scale the turbine to a specific power\n",
    "# max_power = 4200\n",
    "\n",
    "# ??\n",
    "# hubheight = 149\n",
    "# turb_type = 'E-115/3000' # if there is no type, use the scale_turbine_to parameter to scale the turbine to a specific power\n",
    "# max_power = 3000\n",
    "\n",
    "# Dinkelacker\n",
    "# hubheight = 63\n",
    "# turb_type = 'E48/800' # if there is no type, use the scale_turbine_to parameter to scale the turbine to a specific power\n",
    "# max_power = 600\n",
    "# scale_turbine_to = 500\n",
    "\n",
    "# Schoenemoor\n",
    "# lat = 53.113911\n",
    "# lon = 8.589094  \n",
    "hubheight = 127.5 \n",
    "turb_type = 'SWT113/3200' # if there is no type, use the scale_turbine_to parameter to scale the turbine to a specific power\n",
    "max_power = 3200\n",
    "\n",
    "# read the downloaded file\n",
    "data = nc.Dataset(downloaded_file, 'r')\n",
    "\n",
    "# extract the u and v wind components\n",
    "longitude = data.variables['longitude'][:]\n",
    "latitude = data.variables['latitude'][:]\n",
    "time = data.variables['time'][:]\n",
    "## convert time to list of datetime objects\n",
    "dates = []\n",
    "for t in time:\n",
    "    date = datetime.datetime(1900, 1, 1) + datetime.timedelta(hours=int(t))\n",
    "    dates.append(date)\n",
    "\n",
    "#for loop over the lat or choose one lat here (how to interpolate?)\n",
    "t2m_all = data.variables['t2m'][:]\n",
    "u10_all = data.variables['u10'][:] \n",
    "v10_all = data.variables['v10'][:] \n",
    "u100_all = data.variables['u100'][:] \n",
    "v100_all = data.variables['v100'][:] \n",
    "fsr_all = data.variables['fsr'][:]\n",
    "sp_all = data.variables['sp'][:]\n",
    "\n",
    "# Create an empty 3D array to store the wind power data\n",
    "power_data = np.empty((len(time),len(latitude),len(longitude)))\n",
    "\n",
    "# close the file\n",
    "data.close()\n",
    "\n",
    "# Loop over latitude and longitude coordinates\n",
    "for i in range(len(latitude)):\n",
    "    for j in range(len(longitude)):\n",
    "        # print(i,j)\n",
    "        t2m_single = t2m_all[:,i,j]\n",
    "        u10_single = u10_all[:,i,j]\n",
    "        v10_single = v10_all[:,i,j]\n",
    "        u100_single = u100_all[:,i,j]\n",
    "        v100_single = v100_all[:,i,j]\n",
    "        fsr_single = fsr_all[:,i,j]\n",
    "        sp_single = sp_all[:,i,j]\n",
    "\n",
    "        # get absolute wind speed\n",
    "        wind_speed_10m = (u10_single**2 + v10_single**2)**0.5\n",
    "        wind_speed_100m = (u100_single**2 + v100_single**2)**0.5\n",
    "\n",
    "        # create a dictionary with the variables\n",
    "        data_dict = {'wind_speed_10m': wind_speed_10m.flatten(), \n",
    "                    'wind_speed_100m': wind_speed_100m.flatten(),\n",
    "                    'fsr': fsr_single.flatten(),\n",
    "                    't2m': t2m_single.flatten(),\n",
    "                    'sp': sp_single.flatten()\n",
    "                    }\n",
    "\n",
    "        # create a pandas DataFrame with the dictionary\n",
    "        df_weather = pd.DataFrame(data_dict, index=dates)\n",
    "        # create the MultiIndex columns\n",
    "        col_dict = {('wind_speed', 10): ('wind_speed_10m', 'wind_speed'),\n",
    "                    ('wind_speed', 100): ('wind_speed_100m', 'wind_speed'),\n",
    "                    ('roughness_length', 0): ('fsr', 'roughness_length'),\n",
    "                    ('temperature', 2): ('t2m', '2mtemperature'),\n",
    "                    ('pressure', 0): ('sp', 'pressure')}\n",
    "        df_weather.columns = pd.MultiIndex.from_tuples(col_dict.keys(), names=['variable_name', 'height'])\n",
    "        df_weather = df_weather.rename(columns=col_dict)\n",
    "        df_weather.index = pd.to_datetime(df_weather.index).tz_localize('UTC').tz_convert('Europe/Berlin')\n",
    "        \n",
    "        windpowerlib_turbine = {\n",
    "                \"nominal_power\": max_power*1000,  # in W\n",
    "                'turbine_type': turb_type,  # turbine type as in oedb turbine library\n",
    "                'hub_height': hubheight  # in m\n",
    "            }\n",
    "        # initialize WindTurbine object\n",
    "        wpl_turbine = WindTurbine(**windpowerlib_turbine)\n",
    "\n",
    "        #create_power_curve(wind_speed=x_values, power=y_values*1000\n",
    "        #  )\n",
    "        #scale_turbine_to = None\n",
    "        # to the given value\n",
    "        #if scale_turbine_to is not None:\n",
    "        #    wpl_turbine.power_curve['value'] =  wpl_turbine.power_curve['value']* scale_turbine_to*1000/max(wpl_turbine.power_curve['value'])\n",
    "            \n",
    "\n",
    "        # own specifications for ModelChain setup\n",
    "        modelchain_data = {\n",
    "            'wind_speed_model': 'logarithmic',      # 'logarithmic' (default),\n",
    "                                                    # 'hellman' or\n",
    "                                                    # 'interpolation_extrapolation'\n",
    "            'density_model': 'barometric',           # 'barometric' (default), 'ideal_gas'\n",
    "                                                    #  or 'interpolation_extrapolation'\n",
    "            'temperature_model': 'linear_gradient', # 'linear_gradient' (def.) or\n",
    "                                                    # 'interpolation_extrapolation'\n",
    "            'power_output_model':\n",
    "                'power_curve',                      # 'power_curve' (default) or\n",
    "                                                    # 'power_coefficient_curve'\n",
    "            'density_correction': False,             # False (default) or True\n",
    "            'obstacle_height': 0,                   # default: 0\n",
    "            'hellman_exp': None}                    # None (default) or None\n",
    "\n",
    "        # initialize ModelChain with own specifications and use run_model method to\n",
    "        # calculate power output\n",
    "        mc_wpl_turbine = ModelChain(wpl_turbine, **modelchain_data).run_model(\n",
    "            df_weather)\n",
    "        # write power output time series to WindTurbine object\n",
    "        wpl_turbine.power_output = mc_wpl_turbine.power_output\n",
    "\n",
    "        # Get the wind power data for the current coordinate pair\n",
    "        power_output_kW = wpl_turbine.power_output/1000  # Assuming this is the wind power data\n",
    "        \n",
    "        # Save the wind power data to the corresponding position in the 3D array\n",
    "        power_data[:,i, j] = power_output_kW\n",
    "\n",
    "#delete the 1h value of the following year, which is caused by utc vs. cet: \n",
    "df_weather = df_weather[:-1]\n",
    "power_data = power_data[:-1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import pytz\n",
    "\n",
    "# Specify the path to the CSV file\n",
    "csv_file = 'spot_prices/Gro_handelspreise_'+year[0]+'01010000_'+year[0]+'12312359_Stunde_plus_Marktwert.csv'\n",
    "\n",
    "# Read the CSV file into a pandas DataFrame\n",
    "data = pd.read_csv(csv_file, delimiter=';')\n",
    "\n",
    "# Extract the columns of interest (time and Deutschland/Luxemburg prices)\n",
    "date = data[data.columns[0]]\n",
    "time = data[data.columns[1]]\n",
    "\n",
    "prices_de_lu = data[data.columns[3]]\n",
    "marktwert = data[data.columns[4]]\n",
    "\n",
    "# Clean and convert prices to numeric values\n",
    "prices_de_lu = prices_de_lu.str.replace(',', '.').astype(float)\n",
    "marktwert = marktwert.str.replace(',', '.').astype(float)\n",
    "\n",
    "# Combine 'Datum' and 'Anfang' columns as strings\n",
    "datetime_strings = date + ' ' + time\n",
    "\n",
    "# Create a new DataFrame with the combined datetime strings and prices\n",
    "prices = pd.DataFrame({'Time': datetime_strings, 'Prices_DE_LU': prices_de_lu, 'Marktwert': marktwert})\n",
    "\n",
    "# Convert the 'Time' column to datetime objects\n",
    "prices['Time'] = pd.to_datetime(prices['Time'], format='%d.%m.%Y %H:%M')\n",
    "\n",
    "# Set the 'Time' column as the index\n",
    "prices.set_index('Time', inplace=True)\n",
    "\n",
    "# Set the timezone to Europe, handling ambiguous times as 'infer'\n",
    "prices = prices.tz_localize(pytz.timezone('Europe/Brussels'), ambiguous='infer')\n",
    "\n",
    "#suit prices to the weather data and delete the first hour of the year\n",
    "prices = prices.iloc[1:]\n",
    "\n",
    "# Print the DataFrame for verification\n",
    "# print(prices)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "# Calculate the average of prices\n",
    "prices_average = prices['Prices_DE_LU'].mean()\n",
    "\n",
    "# Create an empty array to store the result\n",
    "base_parity_ratio_array = np.empty(power_data.shape)\n",
    "price_advantage_array = np.empty(power_data.shape)\n",
    "\n",
    "# Loop over each timestep in power_data\n",
    "for i in range(power_data.shape[0]):\n",
    "    base_parity_ratio_array[i] = power_data[i] * prices['Prices_DE_LU'].values[i] \n",
    "    price_advantage_array[i] = (prices['Prices_DE_LU'].values[i]-prices['Marktwert'].values[i]) * power_data[i] / 1000\n",
    "\n",
    "\n",
    "base_parity_ratio = base_parity_ratio_array.sum(0)/power_data.sum(0) / prices_average * 100 # *100 to get in %\n",
    "price_advantage = price_advantage_array.sum(0)\n",
    "\n",
    "# Verify the shape of the result\n",
    "# print(price_advantage)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "        86.19619624, 86.49288767],\n",
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       "       ...,\n",
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       "        70.56482857, 72.6848848 ],\n",
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     },
     "execution_count": 7,
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   ],
   "source": [
    "base_parity_ratio"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
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        },
        "title": {
         "text": "Wind Power Base Parity Ratio 2022 Tubine: SWT113/3200 max power: 3200 hub_h: 127.5"
        },
        "xaxis": {
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     },
     "metadata": {},
     "output_type": "display_data"
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    {
     "data": {
      "text/plain": [
       "'wind_power_BPR_2022_tubine_SWT113_3200_max_pow_3200_hub_h_127.5.html'"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import cartopy.io.shapereader as shpreader\n",
    "\n",
    "# Create a figure and axis with PlateCarree projection\n",
    "fig = plt.figure(figsize=(10, 8))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.Mercator())\n",
    "\n",
    "# Set the desired latitude and longitude range for the map\n",
    "lon_min, lon_max = int(min(longitude))-0.5, int(max(longitude))+0.5\n",
    "lat_min, lat_max = int(min(latitude))-0.5, int(max(latitude))+0.5\n",
    "\n",
    "# Set the gridline locations to match the x and y ticks\n",
    "xticks = np.arange(lon_min, lon_max, 0.5)\n",
    "yticks = np.arange(lat_min, lat_max, 0.5)\n",
    "\n",
    "# Add the gridlines\n",
    "ax.gridlines(xlocs=xticks, ylocs=yticks, linestyle='--', linewidth=0.5, color='gray')\n",
    "\n",
    "ax.set_xticks(xticks)\n",
    "ax.set_yticks(yticks)\n",
    "\n",
    "# Customize the plot\n",
    "ax.set_xlabel('Longitude')\n",
    "ax.set_ylabel('Latitude')\n",
    "ax.set_title(\"Wind Power Base Parity Ratio \"+year[0]+\" Tubine: \"+turb_type.split('/')[0]+\"/\"+turb_type.split('/')[1]+\" max power: \"+str(max_power)+\" hub_h: \"+str(hubheight) )\n",
    "\n",
    "# Format the tick labels with the desired precision\n",
    "ax.xaxis.set_major_formatter('{:.1f}'.format)\n",
    "ax.yaxis.set_major_formatter('{:.1f}'.format)\n",
    "\n",
    "# Plot the power data on a map using imshow\n",
    "im = ax.imshow(base_parity_ratio, cmap='jet', extent=(min(longitude), max(longitude), min(latitude), max(latitude)), vmin=50, vmax=100)\n",
    "\n",
    "# Customize the colorbar\n",
    "plt.colorbar(im, ax=ax, label='BPR %', boundaries=[x / 10 for x in range(550, 1001, 25)])\n",
    "\n",
    "# Add the borders of Germany's Bundesländer\n",
    "# Load the shapefile data for Germany's Bundesländer\n",
    "shapefile_path = shpreader.natural_earth(resolution='10m', category='cultural', name='admin_1_states_provinces')\n",
    "reader = shpreader.Reader(shapefile_path)\n",
    "germany_b = reader.records()\n",
    "# Find the record corresponding to Germany\n",
    "germany_b_record = None\n",
    "for record in germany_b:\n",
    "    if record.attributes['iso_a2'] == 'DE':\n",
    "        germany_b_record = record\n",
    "        ax.add_geometries([germany_b_record.geometry], ccrs.Mercator(), facecolor='none', edgecolor='black')\n",
    "\n",
    "\n",
    "# Save the plot to an image file\n",
    "plt.savefig(\"wind_power_BPR_\"+year[0]+\"_tubine_\"+turb_type.split('/')[0]+\"_\"+turb_type.split('/')[1]+\"_max_pow_\"+str(max_power)+\"_hub_h_\"+str(hubheight)+\".png\")\n",
    "\n",
    "# Show the plot\n",
    "plt.show()\n",
    "\n",
    "import plotly.graph_objects as go\n",
    "from plotly.offline import plot\n",
    "\n",
    "# Create a grid of latitude and longitude values\n",
    "lon_values = np.arange(lon_min, lon_max, 0.5)\n",
    "lat_values = np.arange(lat_min, lat_max, 0.5)\n",
    "\n",
    "# Create a heatmap trace\n",
    "heatmap = go.Heatmap(\n",
    "    z=base_parity_ratio,\n",
    "    x=longitude,\n",
    "    y=latitude,\n",
    "    colorscale='Jet',\n",
    "    zmin=50,\n",
    "    zmax=100,\n",
    "    hovertemplate='Longitude: %{x:.2f}<br>Latitude: %{y:.2f}<br>BPR: %{z:.1f} %<extra></extra>'\n",
    ")\n",
    "\n",
    "# Create a scatter trace for gridlines\n",
    "gridlines = go.Scatter(\n",
    "    x=np.repeat(lon_values, len(lat_values)),\n",
    "    y=np.tile(lat_values, len(lon_values)),\n",
    "    mode='markers',\n",
    "    marker=dict(size=1, color='black'),\n",
    "    hoverinfo='skip'\n",
    ")\n",
    "\n",
    "# Create a figure and add the traces\n",
    "fig = go.Figure(data=[heatmap, gridlines])\n",
    "\n",
    "# Configure the layout\n",
    "fig.update_layout(\n",
    "    title=\"Wind Power Base Parity Ratio \"+year[0]+\" Tubine: \"+turb_type.split('/')[0]+\"/\"+turb_type.split('/')[1]+\" max power: \"+str(max_power)+\" hub_h: \"+str(hubheight) ,\n",
    "    xaxis=dict(\n",
    "        title='Longitude',\n",
    "        tickmode='array',\n",
    "        tickvals=lon_values,\n",
    "        ticktext=[f'{val:.2f}' for val in lon_values]\n",
    "    ),\n",
    "    yaxis=dict(\n",
    "        title='Latitude',\n",
    "        tickmode='array',\n",
    "        tickvals=lat_values,\n",
    "        ticktext=[f'{val:.2f}' for val in lat_values]\n",
    "    ),\n",
    "    coloraxis_colorbar=dict(title='BPR %', titleside='right'),\n",
    ")\n",
    "\n",
    "# Show the interactive plot\n",
    "fig.show()\n",
    "\n",
    "# \n",
    "# Save the plot as an HTML file\n",
    "plot(fig, filename=\"wind_power_BPR_\"+year[0]+\"_tubine_\"+turb_type.split('/')[0]+\"_\"+turb_type.split('/')[1]+\"_max_pow_\"+str(max_power)+\"_hub_h_\"+str(hubheight)+\".html\")\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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          53,
          53.5,
          54,
          54.5,
          55
         ],
         "title": {
          "text": "Latitude"
         }
        }
       }
      }
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "'wind_power_price_advantage_2022_tubine_SWT113_3200_max_pow_3200_hub_h_127.5.html'"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import cartopy.io.shapereader as shpreader\n",
    "\n",
    "# Create a figure and axis with PlateCarree projection\n",
    "fig = plt.figure(figsize=(10, 8))\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.Mercator())\n",
    "\n",
    "# Set the desired latitude and longitude range for the map\n",
    "lon_min, lon_max = int(min(longitude))-0.5, int(max(longitude))+0.5\n",
    "lat_min, lat_max = int(min(latitude))-0.5, int(max(latitude))+0.5\n",
    "\n",
    "# Set the gridline locations to match the x and y ticks\n",
    "xticks = np.arange(lon_min, lon_max, 0.5)\n",
    "yticks = np.arange(lat_min, lat_max, 0.5)\n",
    "\n",
    "# Add the gridlines\n",
    "ax.gridlines(xlocs=xticks, ylocs=yticks, linestyle='--', linewidth=0.5, color='gray')\n",
    "\n",
    "ax.set_xticks(xticks)\n",
    "ax.set_yticks(yticks)\n",
    "\n",
    "# Customize the plot\n",
    "ax.set_xlabel('Longitude')\n",
    "ax.set_ylabel('Latitude')\n",
    "ax.set_title(\"Wind Power Price Advantage EPEX-EEG \"+year[0]+\" Tubine: \"+turb_type.split('/')[0]+\"/\"+turb_type.split('/')[1]+\" max power: \"+str(max_power)+\" hub_h: \"+str(hubheight) )\n",
    "\n",
    "# Format the tick labels with the desired precision\n",
    "ax.xaxis.set_major_formatter('{:.1f}'.format)\n",
    "ax.yaxis.set_major_formatter('{:.1f}'.format)\n",
    "\n",
    "vmin = price_advantage.min()\n",
    "vmax = -price_advantage.min()*2\n",
    "\n",
    "# Plot the power data on a map using imshow\n",
    "im = ax.imshow(price_advantage, cmap='jet', extent=(min(longitude), max(longitude), min(latitude), max(latitude)), vmin=vmin, vmax=vmax)\n",
    "\n",
    "# Customize the colorbar\n",
    "plt.colorbar(im, ax=ax, label='EPEX-EEG €')\n",
    "\n",
    "# Add the borders of Germany's Bundesländer\n",
    "# Load the shapefile data for Germany's Bundesländer\n",
    "shapefile_path = shpreader.natural_earth(resolution='10m', category='cultural', name='admin_1_states_provinces')\n",
    "reader = shpreader.Reader(shapefile_path)\n",
    "germany_b = reader.records()\n",
    "# Find the record corresponding to Germany\n",
    "germany_b_record = None\n",
    "for record in germany_b:\n",
    "    if record.attributes['iso_a2'] == 'DE':\n",
    "        germany_b_record = record\n",
    "        ax.add_geometries([germany_b_record.geometry], ccrs.Mercator(), facecolor='none', edgecolor='black')\n",
    "\n",
    "\n",
    "# Save the plot to an image file\n",
    "plt.savefig(\"wind_power_price_advantage_\"+year[0]+\"_tubine_\"+turb_type.split('/')[0]+\"_\"+turb_type.split('/')[1]+\"_max_pow_\"+str(max_power)+\"_hub_h_\"+str(hubheight)+\".png\")\n",
    "\n",
    "\n",
    "# Show the plot\n",
    "plt.show()\n",
    "\n",
    "import plotly.graph_objects as go\n",
    "from plotly.offline import plot\n",
    "\n",
    "# Create a grid of latitude and longitude values\n",
    "lon_values = np.arange(lon_min, lon_max, 0.5)\n",
    "lat_values = np.arange(lat_min, lat_max, 0.5)\n",
    "\n",
    "# Create a heatmap trace\n",
    "heatmap = go.Heatmap(\n",
    "    z=price_advantage,\n",
    "    x=longitude,\n",
    "    y=latitude,\n",
    "    colorscale='Jet',\n",
    "    zmin=price_advantage.min(),\n",
    "    zmax=-price_advantage.min()*1.5,\n",
    "    hovertemplate='Longitude: %{x:.2f}<br>Latitude: %{y:.2f}<br>EPEX-EEG: %{z:.1f} €<extra></extra>'\n",
    ")\n",
    "\n",
    "# Create a scatter trace for gridlines\n",
    "gridlines = go.Scatter(\n",
    "    x=np.repeat(lon_values, len(lat_values)),\n",
    "    y=np.tile(lat_values, len(lon_values)),\n",
    "    mode='markers',\n",
    "    marker=dict(size=1, color='black'),\n",
    "    hoverinfo='skip'\n",
    ")\n",
    "\n",
    "# Create a figure and add the traces\n",
    "fig = go.Figure(data=[heatmap, gridlines])\n",
    "\n",
    "# Configure the layout\n",
    "fig.update_layout(\n",
    "    title=\"Wind Power Price Advantage EPEX-EEG \"+year[0]+\" Tubine: \"+turb_type.split('/')[0]+\"/\"+turb_type.split('/')[1]+\" max power: \"+str(max_power)+\" hub_h: \"+str(hubheight) ,\n",
    "    xaxis=dict(\n",
    "        title='Longitude',\n",
    "        tickmode='array',\n",
    "        tickvals=lon_values,\n",
    "        ticktext=[f'{val:.2f}' for val in lon_values]\n",
    "    ),\n",
    "    yaxis=dict(\n",
    "        title='Latitude',\n",
    "        tickmode='array',\n",
    "        tickvals=lat_values,\n",
    "        ticktext=[f'{val:.2f}' for val in lat_values]\n",
    "    ),\n",
    "    coloraxis_colorbar=dict(title='EPEX-EEG €', titleside='right'),\n",
    ")\n",
    "\n",
    "# Show the interactive plot\n",
    "fig.show()\n",
    "\n",
    "# \n",
    "# Save the plot as an HTML file\n",
    "plot(fig, filename=\"wind_power_price_advantage_\"+year[0]+\"_tubine_\"+turb_type.split('/')[0]+\"_\"+turb_type.split('/')[1]+\"_max_pow_\"+str(max_power)+\"_hub_h_\"+str(hubheight)+\".html\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "########### code to interpolate on a certain Gridpoint, takes abouot 30min\n",
    "\n",
    "# # specify the target coordinate\n",
    "# target_latitude = lat\n",
    "# target_longitude = lon\n",
    "\n",
    "# # create empty lists to store interpolated values\n",
    "# t2m_interp = []\n",
    "# u10_interp = []\n",
    "# v10_interp = []\n",
    "# u100_interp = []\n",
    "# v100_interp = []\n",
    "# fsr_interp = []\n",
    "# sp_interp = []\n",
    "\n",
    "# # Create mesh grid of longitude and latitude\n",
    "# lon_mesh, lat_mesh = np.meshgrid(longitude, latitude)\n",
    "\n",
    "# # Loop over time\n",
    "# for t in range(len(time)):\n",
    "#     # Interpolate the values to the target coordinate at each time step\n",
    "#     t2m = griddata((lon_mesh.flatten(), lat_mesh.flatten()), t2m_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     u10 = griddata((lon_mesh.flatten(), lat_mesh.flatten()), u10_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     v10 = griddata((lon_mesh.flatten(), lat_mesh.flatten()), v10_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     u100 = griddata((lon_mesh.flatten(), lat_mesh.flatten()), u100_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     v100 = griddata((lon_mesh.flatten(), lat_mesh.flatten()), v100_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     fsr = griddata((lon_mesh.flatten(), lat_mesh.flatten()), fsr_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "#     sp = griddata((lon_mesh.flatten(), lat_mesh.flatten()), sp_all[t,:,:].flatten(), (target_longitude, target_latitude), method='linear')\n",
    "\n",
    "\n",
    "#     # append the interpolated values to the lists\n",
    "#     t2m_interp.append(t2m)\n",
    "#     u10_interp.append(u10)\n",
    "#     v10_interp.append(v10)\n",
    "#     u100_interp.append(u100)\n",
    "#     v100_interp.append(v100)\n",
    "#     fsr_interp.append(fsr)\n",
    "#     sp_interp.append(sp)\n",
    "#     print(t)\n"
   ]
  }
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