{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Wind farm optimisation - 2 GW of dedicated offshore wind for hydrogen production" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import os\n", "\n", "import cartopy.crs as ccrs\n", "import contextily as cx\n", "import geopandas as gpd\n", "import mapclassify as mc\n", "import matplotlib.patches as mpatches\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "import seaborn as sns\n", "from cartopy.mpl.ticker import LatitudeFormatter, LongitudeFormatter\n", "from matplotlib_scalebar.scalebar import ScaleBar\n", "\n", "from h2ss import capacity as cap\n", "from h2ss import compare\n", "from h2ss import data as rd\n", "from h2ss import functions as fns\n", "from h2ss import optimisation as opt" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# basemap cache directory\n", "cx.set_cache_dir(os.path.join(\"data\", \"basemaps\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Halite data" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "ds, extent = rd.kish_basin_data_depth_adjusted(\n", " dat_path=os.path.join(\"data\", \"kish-basin\"),\n", " bathymetry_path=os.path.join(\"data\", \"bathymetry\"),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Constraints" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# exploration wells\n", "_, wells_b = fns.constraint_exploration_well(\n", " data_path=os.path.join(\n", " \"data\",\n", " \"exploration-wells\",\n", " \"Exploration_Wells_Irish_Offshore.shapezip.zip\",\n", " )\n", ")\n", "\n", "# wind farms\n", "wind_farms = fns.constraint_wind_farm(\n", " data_path=os.path.join(\n", " \"data\", \"wind-farms\", \"marine-area-consent-wind.zip\"\n", " )\n", ")\n", "\n", "# frequent shipping routes\n", "_, shipping_b = fns.constraint_shipping_routes(\n", " data_path=os.path.join(\n", " \"data\", \"shipping\", \"shipping_frequently_used_routes.zip\"\n", " ),\n", " dat_extent=extent,\n", ")\n", "\n", "# shipwrecks\n", "_, shipwrecks_b = fns.constraint_shipwrecks(\n", " data_path=os.path.join(\n", " \"data\", \"shipwrecks\", \"IE_GSI_MI_Shipwrecks_IE_Waters_WGS84_LAT.zip\"\n", " ),\n", " dat_extent=extent,\n", ")\n", "\n", "# subsea cables\n", "_, cables_b = fns.constraint_subsea_cables(\n", " data_path=os.path.join(\"data\", \"subsea-cables\", \"KIS-ORCA.gpkg\"),\n", " dat_extent=extent,\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# distance from salt formation edge\n", "edge_buffer = fns.constraint_halite_edge(dat_xr=ds)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Zones of interest" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "zones, zds = fns.zones_of_interest(\n", " dat_xr=ds,\n", " constraints={\"net_height\": 120, \"min_depth\": 500, \"max_depth\": 2000},\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Generate caverns" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "caverns = fns.generate_caverns_hexagonal_grid(\n", " zones_df=zones,\n", " dat_extent=extent,\n", ")" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "caverns = fns.cavern_dataframe(\n", " dat_zone=zds,\n", " cavern_df=caverns,\n", " depths={\"min\": 500, \"min_opt\": 1000, \"max_opt\": 1500, \"max\": 2000},\n", ")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# label caverns by depth and heights\n", "caverns = fns.label_caverns(\n", " cavern_df=caverns,\n", " heights=[120],\n", " depths={\"min\": 500, \"min_opt\": 1000, \"max_opt\": 1500, \"max\": 2000},\n", ")" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "metadata": {} }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Without constraints...\n", "Number of potential caverns: 568\n", "------------------------------------------------------------\n", "Excluding salt formation edges...\n", "Number of potential caverns: 539\n", "------------------------------------------------------------\n", "Exclude shipping...\n", "Number of potential caverns: 261\n", "Caverns excluded: 51.58%\n", "------------------------------------------------------------\n", "Exclude wind farms...\n", "Number of potential caverns: 218\n", "Caverns excluded: 59.55%\n", "------------------------------------------------------------\n", "Exclude cables...\n", "Number of potential caverns: 218\n", "Caverns excluded: 59.55%\n", "------------------------------------------------------------\n", "Exclude wells...\n", "Number of potential caverns: 218\n", "Caverns excluded: 59.55%\n", "------------------------------------------------------------\n", "Exclude shipwrecks...\n", "Number of potential caverns: 218\n", "Caverns excluded: 59.55%\n", "------------------------------------------------------------\n" ] } ], "source": [ "caverns, _ = fns.generate_caverns_with_constraints(\n", " cavern_df=caverns,\n", " exclusions={\n", " \"wells\": wells_b,\n", " \"wind_farms\": wind_farms,\n", " \"shipwrecks\": shipwrecks_b,\n", " \"shipping\": shipping_b,\n", " \"cables\": cables_b,\n", " \"edge\": edge_buffer,\n", " },\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Capacity" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "metadata": {} }, "outputs": [], "source": [ "caverns[\"cavern_total_volume\"] = cap.cavern_volume(\n", " height=caverns[\"cavern_height\"]\n", ")\n", "caverns[\"cavern_volume\"] = cap.corrected_cavern_volume(\n", " v_cavern=caverns[\"cavern_total_volume\"]\n", ")\n", "\n", "caverns[\"t_mid_point\"] = cap.temperature_cavern_mid_point(\n", " height=caverns[\"cavern_height\"], depth_top=caverns[\"cavern_depth\"]\n", ")\n", "\n", "(\n", " caverns[\"p_operating_min\"],\n", " caverns[\"p_operating_max\"],\n", ") = cap.pressure_operating(\n", " thickness_overburden=caverns[\"TopDepthSeabed\"],\n", " depth_water=-caverns[\"Bathymetry\"],\n", ")\n", "\n", "caverns[\"rho_min\"], caverns[\"rho_max\"] = cap.density_hydrogen_gas(\n", " p_operating_min=caverns[\"p_operating_min\"],\n", " p_operating_max=caverns[\"p_operating_max\"],\n", " t_mid_point=caverns[\"t_mid_point\"],\n", ")\n", "\n", "(\n", " caverns[\"working_mass\"],\n", " caverns[\"mass_operating_min\"],\n", " caverns[\"mass_operating_max\"],\n", ") = cap.mass_hydrogen_working(\n", " rho_h2_min=caverns[\"rho_min\"],\n", " rho_h2_max=caverns[\"rho_max\"],\n", " v_cavern=caverns[\"cavern_volume\"],\n", ")\n", "\n", "caverns[\"capacity\"] = cap.energy_storage_capacity(\n", " m_working=caverns[\"working_mass\"]\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Power curve [MW] and Weibull wind speed distribution" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "metadata": {} }, "outputs": [], "source": [ "# extract data for wind farms at 150 m\n", "weibull_wf_df = fns.read_weibull_data(\n", " data_path_weibull=os.path.join(\n", " \"data\", \"weibull-parameters-wind-speeds\", \"Weibull_150m_params_ITM.zip\"\n", " ),\n", " data_path_wind_farms=os.path.join(\n", " \"data\", \"wind-farms\", \"marine-area-consent-wind.zip\"\n", " ),\n", ")" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_powercurve = opt.weibull_distribution(weibull_wf_data=weibull_wf_df)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Number of reference wind turbines" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "metadata": {} }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "28.57% of total offshore wind farm capacity dedicated to H₂ production\n" ] } ], "source": [ "# 2 GW of offshore wind for green hydrogen production by 2030\n", "# in addition to 5 GW offshore wind target in CLimate Action Plan 2023\n", "# pg. 134\n", "# assume this 2 GW is distributed evenly to the total capacity\n", "print(\n", " f\"{2 / 7 * 100:.2f}% of total offshore wind farm capacity dedicated \"\n", " f\"to H\\N{SUBSCRIPT TWO} production\"\n", ")" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "metadata": {} }, "outputs": [], "source": [ "# max wind farm capacity\n", "weibull_wf_df[\"cap\"] = [int(x * 2 / 7) for x in [1300, 824, 500]]" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "metadata": {} }, "outputs": [], "source": [ "# number of 15 MW turbines, rounded down to the nearest integer\n", "weibull_wf_df[\"n_turbines\"] = opt.number_of_turbines(\n", " owf_cap=weibull_wf_df[\"cap\"]\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Annual energy production [MWh]" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df = opt.annual_energy_production(weibull_wf_data=weibull_wf_df)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Annual hydrogen production [kg]" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df[\"AHP\"] = opt.annual_hydrogen_production(aep=weibull_wf_df[\"AEP\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## AHP as a proportion of the total working mass" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df[\"AHP_frac\"] = (\n", " weibull_wf_df[\"AHP\"] / caverns[[\"working_mass\"]].sum().iloc[0]\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## AHP converted to storage demand [GWh]" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df[\"demand\"] = cap.energy_storage_capacity(\n", " m_working=weibull_wf_df[\"AHP\"]\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Number of caverns required based on cumulative working mass and AHP" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "metadata": {} }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Codling Wind Park\n", "Working mass [kg]: 3.057689E+07\n", "Number of caverns required: 7–17\n", "Capacity (approx.) [GWh]: 1,087.05\n", "------------------------------------------------------------------------------\n", "Dublin Array\n", "Working mass [kg]: 1.872921E+07\n", "Number of caverns required: 4–11\n", "Capacity (approx.) [GWh]: 656.97\n", "------------------------------------------------------------------------------\n", "North Irish Sea Array\n", "Working mass [kg]: 1.231565E+07\n", "Number of caverns required: 3–7\n", "Capacity (approx.) [GWh]: 471.43\n", "------------------------------------------------------------------------------\n", "Total number of caverns required: 14–35\n", "------------------------------------------------------------------------------\n", "Number of caverns required as a percentage of all available caverns:\n", "6.42–16.06%\n", "------------------------------------------------------------------------------\n", "Total maximum cavern capacity (approx.): 2,215.45 GWh\n" ] } ], "source": [ "compare.calculate_number_of_caverns(\n", " cavern_df=caverns, weibull_wf_data=weibull_wf_df\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Transmission distance [km]" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "metadata": {} }, "outputs": [], "source": [ "caverns, injection_point = opt.transmission_distance(\n", " cavern_df=caverns, wf_data=wind_farms\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Electrolyser capacity [MW]" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df[\"E_cap\"] = opt.electrolyser_capacity(\n", " n_turbines=weibull_wf_df[\"n_turbines\"]\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## CAPEX for pipeline [€ km⁻¹]" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "metadata": {} }, "outputs": [], "source": [ "weibull_wf_df[\"CAPEX\"] = opt.capex_pipeline(e_cap=weibull_wf_df[\"E_cap\"])" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "metadata": {} }, "outputs": [ { "data": { "text/html": [ "
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namecap(c, min)(c, max)(c, mean)(k, min)(k, max)(k, mean)n_turbinesAEPintegralabserrAHPAHP_fracdemandE_capCAPEX
0Codling Wind Park37110.210.810.5000001.92.01.950000241.548908e+068.3359752.528685e-073.057689e+070.0430231018.889987298953350.780836
1Dublin Array2359.910.610.2928571.92.01.950000159.487500e+058.1696303.778893e-071.872921e+070.026353624.098782186868435.651965
2North Irish Sea Array14210.711.210.9500002.12.22.13333396.238637e+058.9534231.516351e-071.231565e+070.017329410.384794112806313.935209
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" ], "text/plain": [ " name cap (c, min) (c, max) (c, mean) (k, min) \\\n", "0 Codling Wind Park 371 10.2 10.8 10.500000 1.9 \n", "1 Dublin Array 235 9.9 10.6 10.292857 1.9 \n", "2 North Irish Sea Array 142 10.7 11.2 10.950000 2.1 \n", "\n", " (k, max) (k, mean) n_turbines AEP integral abserr \\\n", "0 2.0 1.950000 24 1.548908e+06 8.335975 2.528685e-07 \n", "1 2.0 1.950000 15 9.487500e+05 8.169630 3.778893e-07 \n", "2 2.2 2.133333 9 6.238637e+05 8.953423 1.516351e-07 \n", "\n", " AHP AHP_frac demand E_cap CAPEX \n", "0 3.057689e+07 0.043023 1018.889987 298 953350.780836 \n", "1 1.872921e+07 0.026353 624.098782 186 868435.651965 \n", "2 1.231565e+07 0.017329 410.384794 112 806313.935209 " ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "weibull_wf_df" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "metadata": {} }, "outputs": [ { "data": { "text/plain": [ "cap 7.480000e+02\n", "n_turbines 4.800000e+01\n", "AEP 3.121522e+06\n", "AHP 6.162175e+07\n", "AHP_frac 8.670528e-02\n", "demand 2.053374e+03\n", "E_cap 5.960000e+02\n", "CAPEX 2.628100e+06\n", "dtype: float64" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# totals\n", "weibull_wf_df[\n", " [\"cap\", \"n_turbines\", \"AEP\", \"AHP\", \"AHP_frac\", \"demand\", \"E_cap\", \"CAPEX\"]\n", "].sum()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "metadata": {} }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Energy capacity as a percentage of Ireland's electricity demand\n", "in 2050 (84–122 TWh electricity), assuming a conversion efficiency\n", "of 50%: 0.84–1.22%\n", "Energy capacity as a percentage of Ireland's hydrogen demand\n", "in 2050, assuming it is 17% of the electricity demand\n", "(84–122 TWh electricity): 9.90–14.38%\n" ] } ], "source": [ "compare.electricity_demand_ie(data=weibull_wf_df[\"demand\"])" ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "metadata": {} }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Energy capacity as a percentage of Ireland's domestic hydrogen\n", "demand in 2050 (4.6–39 TWh hydrogen): 5.27–44.64%\n", "Energy capacity as a percentage of Ireland's domestic and\n", "non-domestic hydrogen demand in 2050 (19.8–74.6 TWh hydrogen): 2.75–10.37%\n" ] } ], "source": [ "compare.hydrogen_demand_ie(data=weibull_wf_df[\"demand\"])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## LCOT for pipeline [€ kg⁻¹]" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "metadata": {} }, "outputs": [], "source": [ "caverns = opt.lcot_pipeline(weibull_wf_data=weibull_wf_df, cavern_df=caverns)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "metadata": {} }, "outputs": [ { "data": { "text/html": [ "
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cavern_depthworking_masscapacitydistance_ipdist_Codling_Wind_Parkdist_Dublin_Arraydist_North_Irish_Sea_ArrayLCOT_Codling_Wind_ParkLCOT_Dublin_ArrayLCOT_North_Irish_Sea_Array
count218.0000002.180000e+02218.000000218.000000218.000000218.000000218.000000218.000000218.000000218.000000
mean1154.0208773.260108e+06108.63404129.19782658.40824543.58163344.3931670.1849890.2052740.295240
std365.1428047.786651e+0525.9468516.83059711.45295213.0559327.5232480.0362730.0614950.050034
min502.7453391.678950e+0655.94635916.26306633.02732217.54293132.9805120.1046030.0826290.219339
25%872.6513302.685380e+0689.48284223.21644151.59231833.50336736.8089110.1634020.1578040.244800
50%1128.3291463.277441e+06109.21163230.94702858.98837647.37824044.6195900.1868260.2231560.296746
75%1433.3858473.886101e+06129.49352534.86324767.10907254.10728950.7736060.2125460.2548510.337673
max1980.6806824.765555e+06158.79889942.99015880.80672970.17620067.9262180.2559280.3305370.451748
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" ], "text/plain": [ " cavern_depth working_mass capacity distance_ip \\\n", "count 218.000000 2.180000e+02 218.000000 218.000000 \n", "mean 1154.020877 3.260108e+06 108.634041 29.197826 \n", "std 365.142804 7.786651e+05 25.946851 6.830597 \n", "min 502.745339 1.678950e+06 55.946359 16.263066 \n", "25% 872.651330 2.685380e+06 89.482842 23.216441 \n", "50% 1128.329146 3.277441e+06 109.211632 30.947028 \n", "75% 1433.385847 3.886101e+06 129.493525 34.863247 \n", "max 1980.680682 4.765555e+06 158.798899 42.990158 \n", "\n", " dist_Codling_Wind_Park dist_Dublin_Array dist_North_Irish_Sea_Array \\\n", "count 218.000000 218.000000 218.000000 \n", "mean 58.408245 43.581633 44.393167 \n", "std 11.452952 13.055932 7.523248 \n", "min 33.027322 17.542931 32.980512 \n", "25% 51.592318 33.503367 36.808911 \n", "50% 58.988376 47.378240 44.619590 \n", "75% 67.109072 54.107289 50.773606 \n", "max 80.806729 70.176200 67.926218 \n", "\n", " LCOT_Codling_Wind_Park LCOT_Dublin_Array LCOT_North_Irish_Sea_Array \n", "count 218.000000 218.000000 218.000000 \n", "mean 0.184989 0.205274 0.295240 \n", "std 0.036273 0.061495 0.050034 \n", "min 0.104603 0.082629 0.219339 \n", "25% 0.163402 0.157804 0.244800 \n", "50% 0.186826 0.223156 0.296746 \n", "75% 0.212546 0.254851 0.337673 \n", "max 0.255928 0.330537 0.451748 " ] }, "execution_count": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "caverns[\n", " [\n", " \"cavern_depth\",\n", " \"working_mass\",\n", " \"capacity\",\n", " \"distance_ip\",\n", " ]\n", " + list(caverns.filter(like=\"dist_\"))\n", " + list(caverns.filter(like=\"LCOT_\"))\n", "].describe()" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 654.000000\n", "mean 48.794348\n", "std 12.862247\n", "min 17.542931\n", "25% 36.924385\n", "50% 49.890968\n", "75% 57.488679\n", "max 80.806729\n", "dtype: float64" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.Series(caverns[list(caverns.filter(like=\"dist_\"))].values.flat).describe()" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "count 654.000000\n", "mean 0.228501\n", "std 0.069462\n", "min 0.082629\n", "25% 0.172666\n", "50% 0.228186\n", "75% 0.279192\n", "max 0.451748\n", "dtype: float64" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.Series(caverns[list(caverns.filter(like=\"LCOT_\"))].values.flat).describe()" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 2, figsize=(10, 4.5))\n", "for n, col, lab, show_legend in zip(\n", " [0, 1],\n", " [\"dist_\", \"LCOT_\"],\n", " [\"Transmission distance [km]\", \"Pipeline LCOT [€ kg⁻¹]\"],\n", " [False, True],\n", "):\n", " sns.boxplot(\n", " caverns.filter(like=col)\n", " .set_axis(list(wind_farms[\"name\"]), axis=1)\n", " .melt(),\n", " y=\"value\",\n", " hue=\"variable\",\n", " palette=sns.color_palette([\"tab:red\", \"tab:gray\", \"tab:blue\"]),\n", " width=0.35,\n", " ax=axes[n],\n", " legend=show_legend,\n", " linecolor=\"black\",\n", " linewidth=1.1,\n", " gap=0.15,\n", " showmeans=True,\n", " meanprops={\n", " \"marker\": \"d\",\n", " \"markeredgecolor\": \"black\",\n", " \"markerfacecolor\": \"none\",\n", " },\n", " )\n", " axes[n].set_ylabel(lab)\n", " axes[n].tick_params(axis=\"x\", bottom=False)\n", " axes[n].yaxis.grid(True, linewidth=0.25)\n", "axes[1].legend(loc=\"lower right\")\n", "sns.despine(bottom=True)\n", "plt.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Maps" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "metadata": {} }, "outputs": [], "source": [ "shape = rd.halite_shape(dat_xr=ds).buffer(1000).buffer(-1000)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "metadata": {} }, "outputs": [], "source": [ "def plot_map_facet(\n", " cavern_df,\n", " classes,\n", " fontsize=11.5,\n", "):\n", " \"\"\"Helper function for plotting LCOT facet maps\"\"\"\n", " fig1 = plt.figure(figsize=(11, 11.75))\n", " xmin_, ymin_, xmax_, ymax_ = cavern_df.total_bounds\n", " colours = [int(n * 255 / (len(classes) - 1)) for n in range(len(classes))]\n", " legend_handles = []\n", " classes = sorted(classes)\n", "\n", " for n1, c in enumerate(colours):\n", " if n1 == 0:\n", " label = f\"< {classes[n1]:.2f}\"\n", " elif n1 == len(colours) - 1:\n", " label = f\"≥ {classes[-2]:.2f}\"\n", " else:\n", " label = f\"{classes[n1 - 1]:.2f} – < {classes[n1]:.2f}\"\n", " legend_handles.append(\n", " mpatches.Patch(\n", " facecolor=sns.color_palette(\"flare\", 256)[c], label=label\n", " )\n", " )\n", "\n", " for a, wf1 in enumerate(list(wind_farms[\"name\"])):\n", " ax1 = fig1.add_subplot(2, 2, a + 1, projection=ccrs.epsg(rd.CRS))\n", " gpd.GeoDataFrame(cavern_df, geometry=cavern_df.centroid).plot(\n", " ax=ax1,\n", " scheme=\"UserDefined\",\n", " classification_kwds={\"bins\": classes},\n", " column=f\"LCOT_{wf1.replace(' ', '_')}\",\n", " zorder=2,\n", " marker=\".\",\n", " cmap=\"flare\",\n", " markersize=20,\n", " )\n", " shape.plot(\n", " ax=ax1, color=\"white\", alpha=0.5, edgecolor=\"slategrey\", zorder=1\n", " )\n", " cx.add_basemap(\n", " ax1,\n", " crs=rd.CRS,\n", " source=cx.providers.CartoDB.VoyagerNoLabels,\n", " attribution=False,\n", " )\n", " ax1.gridlines(\n", " draw_labels={\"bottom\": \"x\"},\n", " color=\"lightslategrey\",\n", " alpha=0.25,\n", " xlabel_style={\"fontsize\": fontsize},\n", " xformatter=LongitudeFormatter(auto_hide=False, dms=True),\n", " )\n", " if not a == 1:\n", " ax1.gridlines(\n", " draw_labels={\"left\": \"y\"},\n", " color=\"lightslategrey\",\n", " alpha=0.25,\n", " ylabel_style={\"fontsize\": fontsize, \"rotation\": 89.9},\n", " yformatter=LatitudeFormatter(auto_hide=False, dms=True),\n", " )\n", " if a == 2:\n", " ax1.add_artist(\n", " ScaleBar(\n", " 1,\n", " box_alpha=0,\n", " location=\"lower right\",\n", " color=\"darkslategrey\",\n", " font_properties={\"size\": fontsize},\n", " )\n", " )\n", " plt.legend(\n", " loc=\"lower right\",\n", " bbox_to_anchor=(1, 0.075),\n", " handles=legend_handles,\n", " title=\"Pipeline LCOT [€ kg⁻¹]\",\n", " fontsize=fontsize,\n", " title_fontsize=fontsize,\n", " )\n", " plt.xlim(xmin_ - 1000, xmax_ + 1000)\n", " plt.ylim(ymin_ - 1000, ymax_ + 1000)\n", " ax1.set_title(list(wind_farms[\"name\"])[a])\n", "\n", " plt.tight_layout()\n", " # plt.savefig(\n", " # os.path.join(\"graphics\", \"fig_map_transmission_2gw.jpg\"),\n", " # format=\"jpg\", dpi=600\n", " # )\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "metadata": {} }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_map_facet(\n", " caverns,\n", " list(mc.Quantiles(caverns[list(caverns.filter(like=\"LCOT_\"))], k=6).bins),\n", ")" ] } ], "metadata": { "kernelspec": { "display_name": ".venv", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.0" } }, "nbformat": 4, "nbformat_minor": 2 }