{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n" ] } ], "source": [ "from datetime import timedelta, datetime\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "import pytz\n", "\n", "import cufflinks\n", "cufflinks.go_offline()\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "import sys\n", "\n", "import os\n", " \n", "# Path to the folder containing the alternate version of PyRecoy\n", "\n", "alternate_pyrecoy_path = 'C:\\\\Users\\\\z004yn8c\\\\OneDrive - Siemens AG\\\\Documents\\\\GitHub\\\\Mooi-Kickstart\\\\pyrecoy\\\\pyrecoy'\n", " \n", "# Add the path to sys.path\n", "\n", "if alternate_pyrecoy_path not in sys.path:\n", "\n", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Now import PyRecoy\n", "\n", "import pyrecoy2\n", "\n", "# Check the version or path to confirm\n", "\n", "print(pyrecoy2.__file__)\n", "\n", "\n", "from pyrecoy2.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy2.colors import *\n", "from pyrecoy2.converters import *\n", "from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy2.framework import TimeFramework\n", "from pyrecoy2.casestudy import CaseStudy\n", "from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy2.sensitivity import SensitivityAnalysis\n", "from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy2.forecasts import Mipf, Forecast\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "* COP seems to have fix values, rather than COP curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Meeting Notes" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "##### Meeting 25-11-2020" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR can help optimisation case\n", "* SDE++ should be included\n", "* Tsource sensitivity really gives interesting insights\n", "* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n", "* AP TNO: Update/verify COP curve\n", "* AP TNO: Update CAPEX\n", "* AP Mark: \n", " * Create graphs on COP curve with different Tsource, Tsink\n", " * Generate table and output in .csv (send it to Andrew)\n", "* Investigate opportunity to lower the COP and negative electricity prices\n", " * Technically feasible, but not really needed/possible to do it in this project\n", "* Could be interesting to run this model on a usecase with higher delta T\n", "* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "# Kickstart: Heatpump Optimisation Framework\n", "\n", "***\n", "© Shahla Huseynova \n", "July 2024\n", "##### Cases\n", "In this model, 4 cases are compared:\n", "* **Baseline** : All heat is supplied by steam turbine\n", "* **Heatpump case** : All heat is supplied by heatpump\n", "* **Hybrid case** : Steam boiler and heatpump run in hybrid mode, and are optimised on costs in real-time\n", "* **Heat pump & storage cases**: Heat pump only case is compared with different setup of storage +heat pump cases" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2023-01-01'\n", " end = '2023-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\n", " \n", " hp_vdg_e_power = 1.5 # MW\n", " # hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 200_000 # EUR/MWth\n", " hp_opex = 0.01 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 5 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 25\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_capex_per_MW = 7_000\n", " storage_capex_per_MWh = 5_000\n", " storage_opex_perc_of_capex = 0.02\n", " # storage_initial_level = 5\n", " threshold = 20\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "# Define the file paths\n", "excel_file_path = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\Demand_Data_Smurfit_Preprocessed3.xlsx'\n", "output_directory = r'C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\Kickstart\\V2\\data'\n", "output_file_name = 'smurfit_demand_preprocessed3.csv'\n", "csv_file_path = os.path.join(output_directory, output_file_name)\n", "\n", "df = pd.read_excel(excel_file_path)\n", "# df = df.fillna(0) \n", "\n", "# # Save the DataFrame to CSV\n", "df.to_csv(csv_file_path, index=False)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed3.csv', delimiter=',', decimal='.')\n", " dt_index = pd.date_range(\n", " start=s.time_fw.start,\n", " end=s.time_fw.start + timedelta(days=365), \n", " freq='1T',\n", " tz='Europe/Amsterdam')\n", " dt_index = dt_index[:len(demand)]\n", " demand.index = dt_index\n", " demand['Total demand'] = demand['MW (VDG)']\n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_16932\\1095823442.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " # s.minute_ix = s.time_fw.dt_index(freq='1T')\n", " mipf = Mipf(None, start=s.time_fw.start, end=s.time_fw.end, from_database=True, add_days_to_start_end=False).data\n", " s.mipf = mipf\n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n", " s.storage_case_PCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_PCM', data=mipf)\n", " # s.storage_case_TCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_TCM', data=mipf)\n", " # s.storage_case_battery = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_battery', data=mipf)\n", " s.cases = list(CaseStudy.instances.values())\n", " #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case_PCM]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Tsource (VDG)Tsink (VDG)MW (VDG)Total demand
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Total demand\n", "count 52560.0 52560.0 52560.0 52560.0\n", "mean 70.0 144.0 1.0 1.0\n", "std 0.0 0.0 0.0 0.0\n", "min 70.0 144.0 1.0 1.0\n", "25% 70.0 144.0 1.0 1.0\n", "50% 70.0 144.0 1.0 1.0\n", "75% 70.0 144.0 1.0 1.0\n", "max 70.0 144.0 1.0 1.0" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def increase_volatility_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " new_diff = diff_to_mean * factor\n", " return mean + new_diff\n", "\n", "def multiply_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " \n", " cond = diff_to_mean > 0\n", " diff_to_mean[cond] *= factor\n", " diff_to_mean[~cond] /= factor\n", " return mean + diff_to_mean" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def load_data(c, s):\n", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand['Tsource (VDG)'] += c.tsource_delta\n", " s.demand['Tsink (VDG)'] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Total demand
2023-01-01 00:00:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.0
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.0
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.0
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.0
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.0
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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-01-01 00:00:00+01:00 63.998 5.23 \n", "2023-01-01 00:01:00+01:00 63.998 5.23 \n", "2023-01-01 00:02:00+01:00 63.998 5.23 \n", "2023-01-01 00:03:00+01:00 63.998 5.23 \n", "2023-01-01 00:04:00+01:00 63.998 5.23 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:01:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:02:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:03:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:04:00+01:00 1.01 70.0 144.0 \n", "\n", " MW (VDG) Total demand \n", "2023-01-01 00:00:00+01:00 1.0 1.0 \n", "2023-01-01 00:01:00+01:00 1.0 1.0 \n", "2023-01-01 00:02:00+01:00 1.0 1.0 \n", "2023-01-01 00:03:00+01:00 1.0 1.0 \n", "2023-01-01 00:04:00+01:00 1.0 1.0 " ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.08290551} + \\text{0.86827559}\\,x$" ], "text/plain": [ "Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 0.27, 0.28, 0.29, 0.3, 0.31, 0.32, 0.33, 0.34, 0.35000000000000003, 0.36, 0.37, 0.38, 0.39, 0.4, 0.41000000000000003, 0.42, 0.43, 0.44, 0.45, 0.46, 0.47000000000000003, 0.48, 0.49, 0.5, 0.51, 0.52, 0.53, 0.54, 0.55, 0.56, 0.5700000000000001, 0.58, 0.59, 0.6, 0.61, 0.62, 0.63, 0.64, 0.65, 0.66, 0.67, 0.68, 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.0005426*Tlift**2 - 0.1178*Tlift + 6.962\n", " c1 = 6.7058 \n", " c2 = -1.79\n", " \n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$" ], "text/plain": [ "Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " # initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return Tsource\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [], "source": [ "def hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg):\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " \n", " if neg < dam - c.threshold:\n", " # overproduce\n", " if demand_vdg != 0:\n", " desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", "\n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", "\n", " extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " \n", "\n", " elif pos > dam + c.threshold:\n", " # take from storage\n", " if demand_vdg != 0:\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " try:\n", " from_storage_vdg_MW = ws.discharging_power_limit\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", "\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " return e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg\n", "# Neg-take price, Pos-feed price" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", "\n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", "\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " demand_vdg = demands_vdg[m]\n", " \n", " e_load_vdg, th_load_vdg, tsource_vdg, to_storage_vdg_MW, from_storage_vdg_MW, ws, hp_vdg = hp_storage_opt_enginge(\n", " c, ws, hp_vdg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, tsource_vdg, tsink_vdg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case\n" ] }, { "cell_type": "code", "execution_count": 55, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))\n", "# # 154476 times out of 525600, the storage is used to charge/dischage\n", "# # from 39 000 to 110 000 discharge time increases\n" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:266: UserWarning:\n", "\n", "Chosen heat output is out of range [0.0 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n" ] } ], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 57, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)...from_storage_vdg_MWto_storage_MWfrom_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
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2023-06-09 21:57:00+02:00104.1283.1383.13NaNNaN0.0NaN
2023-04-15 01:44:00+02:00112.0091.0191.01NaNNaN0.0NaN
2023-04-24 17:19:00+02:0097.80-51.94-51.94NaNNaN0.0NaN
2023-04-23 23:24:00+02:00109.6545.9545.95NaNNaN0.0NaN
2023-04-23 07:40:00+02:0093.82-25.32-25.32NaNNaN0.0NaN
2023-05-23 19:29:00+02:0095.8856.0756.07NaNNaN0.0NaN
2023-09-04 22:28:00+02:00105.01115.49115.49NaN0.00.0NaN
2023-10-16 07:59:00+02:00159.37109.72109.72NaNNaN0.0NaN
2023-05-15 04:14:00+02:00104.1293.5693.56NaN0.00.0NaN
2023-03-17 12:45:00+01:0078.1558.1558.15NaNNaN0.0NaN
2023-03-24 09:29:00+01:0062.36-14.32-14.32NaNNaN0.0NaN
2023-04-01 03:10:00+02:0053.99100.81100.81NaN0.01.0NaN
\n", "
" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-12-13 00:41:00+01:00 75.43 53.50 53.50 NaN \n", "2023-01-21 11:36:00+01:00 156.94 195.38 195.38 1.0 \n", "2023-09-07 00:27:00+02:00 95.42 78.59 84.38 NaN \n", "2023-01-19 05:25:00+01:00 114.62 128.46 128.46 1.0 \n", "2023-01-13 10:23:00+01:00 97.10 77.10 77.10 1.0 \n", "2023-08-03 13:27:00+02:00 21.25 -30.32 -30.32 NaN \n", "2023-09-25 16:07:00+02:00 97.46 87.24 101.70 NaN \n", "2023-02-25 03:05:00+01:00 97.03 424.99 424.99 NaN \n", "2023-06-09 21:57:00+02:00 104.12 83.13 83.13 NaN \n", "2023-04-15 01:44:00+02:00 112.00 91.01 91.01 NaN \n", "2023-04-24 17:19:00+02:00 97.80 -51.94 -51.94 NaN \n", "2023-04-23 23:24:00+02:00 109.65 45.95 45.95 NaN \n", "2023-04-23 07:40:00+02:00 93.82 -25.32 -25.32 NaN \n", "2023-05-23 19:29:00+02:00 95.88 56.07 56.07 NaN \n", "2023-09-04 22:28:00+02:00 105.01 115.49 115.49 NaN \n", "2023-10-16 07:59:00+02:00 159.37 109.72 109.72 NaN \n", "2023-05-15 04:14:00+02:00 104.12 93.56 93.56 NaN \n", "2023-03-17 12:45:00+01:00 78.15 58.15 58.15 NaN \n", "2023-03-24 09:29:00+01:00 62.36 -14.32 -14.32 NaN \n", "2023-04-01 03:10:00+02:00 53.99 100.81 100.81 NaN \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-12-13 00:41:00+01:00 NaN 0.0 NaN \n", "2023-01-21 11:36:00+01:00 0.0 0.0 1.0 \n", "2023-09-07 00:27:00+02:00 0.0 0.0 NaN \n", "2023-01-19 05:25:00+01:00 0.0 0.0 1.0 \n", "2023-01-13 10:23:00+01:00 0.0 0.0 1.0 \n", "2023-08-03 13:27:00+02:00 NaN 0.0 NaN \n", "2023-09-25 16:07:00+02:00 0.0 0.0 NaN \n", "2023-02-25 03:05:00+01:00 0.0 1.0 NaN \n", "2023-06-09 21:57:00+02:00 NaN 0.0 NaN \n", "2023-04-15 01:44:00+02:00 NaN 0.0 NaN \n", "2023-04-24 17:19:00+02:00 NaN 0.0 NaN \n", "2023-04-23 23:24:00+02:00 NaN 0.0 NaN \n", "2023-04-23 07:40:00+02:00 NaN 0.0 NaN \n", "2023-05-23 19:29:00+02:00 NaN 0.0 NaN \n", "2023-09-04 22:28:00+02:00 0.0 0.0 NaN \n", "2023-10-16 07:59:00+02:00 NaN 0.0 NaN \n", "2023-05-15 04:14:00+02:00 0.0 0.0 NaN \n", "2023-03-17 12:45:00+01:00 NaN 0.0 NaN \n", "2023-03-24 09:29:00+01:00 NaN 0.0 NaN \n", "2023-04-01 03:10:00+02:00 0.0 1.0 NaN " ] }, "execution_count": 59, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [], "source": [ "# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n", "hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n", "storage_selection = s.storage_case_PCM.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2023-12-31 20:06:00+01:0034.89-29.03-29.03NaNNaNNaNNaNNaN0.0
2023-06-11 03:59:00+02:0077.0065.7565.75NaNNaNNaNNaN0.00.0
2023-12-16 18:18:00+01:00118.8182.0682.06NaNNaNNaNNaNNaN0.0
2023-08-24 18:30:00+02:00211.7871.8171.81NaNNaNNaNNaNNaN0.0
2023-07-05 22:50:00+02:00121.7164.0864.08NaNNaNNaNNaNNaN0.0
2023-10-24 06:59:00+02:00101.1256.6056.60NaNNaNNaNNaNNaN0.0
2023-06-05 20:31:00+02:00119.00122.80122.80NaNNaNNaNNaN0.00.0
2023-08-08 15:35:00+02:00-48.92-45.68-45.68NaNNaNNaNNaN0.00.0
2023-07-14 22:15:00+02:0094.7370.9370.93NaNNaNNaNNaNNaN0.0
2023-10-31 00:23:00+01:0086.05106.53106.53NaNNaNNaNNaN0.01.0
2023-09-09 04:15:00+02:00100.8594.4194.41NaNNaNNaNNaN0.00.0
2023-02-04 16:41:00+01:00155.36142.83142.831.0-0.371.02.70.00.0
2023-05-18 19:34:00+02:00115.4454.0854.08NaNNaNNaNNaNNaN0.0
2023-01-12 07:58:00+01:00115.35233.49233.491.0-0.371.02.70.00.0
2023-02-09 21:19:00+01:00143.9477.9177.91NaNNaNNaNNaNNaN0.0
2023-08-17 00:32:00+02:00104.8893.4393.43NaNNaNNaNNaN0.00.0
2023-09-16 12:14:00+02:0054.4858.6758.67NaNNaNNaNNaN0.00.0
2023-09-25 20:25:00+02:00237.48107.32107.32NaNNaNNaNNaNNaN0.0
2023-05-19 11:53:00+02:0059.2032.8832.88NaNNaNNaNNaNNaN0.0
2023-05-23 20:12:00+02:00101.58-61.95-61.95NaNNaNNaNNaNNaN0.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2023-12-31 20:06:00+01:00 34.89 -29.03 -29.03 NaN NaN \n", "2023-06-11 03:59:00+02:00 77.00 65.75 65.75 NaN NaN \n", "2023-12-16 18:18:00+01:00 118.81 82.06 82.06 NaN NaN \n", "2023-08-24 18:30:00+02:00 211.78 71.81 71.81 NaN NaN \n", "2023-07-05 22:50:00+02:00 121.71 64.08 64.08 NaN NaN \n", "2023-10-24 06:59:00+02:00 101.12 56.60 56.60 NaN NaN \n", "2023-06-05 20:31:00+02:00 119.00 122.80 122.80 NaN NaN \n", "2023-08-08 15:35:00+02:00 -48.92 -45.68 -45.68 NaN NaN \n", "2023-07-14 22:15:00+02:00 94.73 70.93 70.93 NaN NaN \n", "2023-10-31 00:23:00+01:00 86.05 106.53 106.53 NaN NaN \n", "2023-09-09 04:15:00+02:00 100.85 94.41 94.41 NaN NaN \n", "2023-02-04 16:41:00+01:00 155.36 142.83 142.83 1.0 -0.37 \n", "2023-05-18 19:34:00+02:00 115.44 54.08 54.08 NaN NaN \n", "2023-01-12 07:58:00+01:00 115.35 233.49 233.49 1.0 -0.37 \n", "2023-02-09 21:19:00+01:00 143.94 77.91 77.91 NaN NaN \n", "2023-08-17 00:32:00+02:00 104.88 93.43 93.43 NaN NaN \n", "2023-09-16 12:14:00+02:00 54.48 58.67 58.67 NaN NaN \n", "2023-09-25 20:25:00+02:00 237.48 107.32 107.32 NaN NaN \n", "2023-05-19 11:53:00+02:00 59.20 32.88 32.88 NaN NaN \n", "2023-05-23 20:12:00+02:00 101.58 -61.95 -61.95 NaN NaN \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2023-12-31 20:06:00+01:00 NaN NaN NaN 0.0 \n", "2023-06-11 03:59:00+02:00 NaN NaN 0.0 0.0 \n", "2023-12-16 18:18:00+01:00 NaN NaN NaN 0.0 \n", "2023-08-24 18:30:00+02:00 NaN NaN NaN 0.0 \n", "2023-07-05 22:50:00+02:00 NaN NaN NaN 0.0 \n", "2023-10-24 06:59:00+02:00 NaN NaN NaN 0.0 \n", "2023-06-05 20:31:00+02:00 NaN NaN 0.0 0.0 \n", "2023-08-08 15:35:00+02:00 NaN NaN 0.0 0.0 \n", "2023-07-14 22:15:00+02:00 NaN NaN NaN 0.0 \n", "2023-10-31 00:23:00+01:00 NaN NaN 0.0 1.0 \n", "2023-09-09 04:15:00+02:00 NaN NaN 0.0 0.0 \n", "2023-02-04 16:41:00+01:00 1.0 2.7 0.0 0.0 \n", "2023-05-18 19:34:00+02:00 NaN NaN NaN 0.0 \n", "2023-01-12 07:58:00+01:00 1.0 2.7 0.0 0.0 \n", "2023-02-09 21:19:00+01:00 NaN NaN NaN 0.0 \n", "2023-08-17 00:32:00+02:00 NaN NaN 0.0 0.0 \n", "2023-09-16 12:14:00+02:00 NaN NaN 0.0 0.0 \n", "2023-09-25 20:25:00+02:00 NaN NaN NaN 0.0 \n", "2023-05-19 11:53:00+02:00 NaN NaN NaN 0.0 \n", "2023-05-23 20:12:00+02:00 NaN NaN NaN 0.0 " ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 95.817313\n", "POS 93.568163\n", "NEG 103.438997\n", "Total demand 1.000000\n", "hp_input_MW -0.449676\n", "hp_output_MW 1.214184\n", "cop 2.700000\n", "to_storage_MW 0.034925\n", "from_storage_MW 0.206122\n", "dtype: float64" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 66, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cost_function(th_load, cop, electricity_cost, alt_heat_price, demand):\n", " return (\n", " th_load / cop * electricity_cost\n", " + (demand - th_load) * alt_heat_price\n", " )" ] }, { "cell_type": "code", "execution_count": 67, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hybrid_imb_optimisation(case, decimals, s):\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=fore_neg[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", "\n", " hp_out = hp_vdg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "aFRR\n", "* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n", "* Remaining demand is filed in by gasboiler\n", "* Bid price at switch price?\n", "* Assume direct response to 0% for now?\n" ] }, { "cell_type": "code", "execution_count": 69, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " \n", " capacity = 0\n", " for hp in hp_vdg:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "code", "execution_count": 70, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def aFRR_optimisation(case, s):\n", " s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", " \n", "\n", " hp_out = hp_vdg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 72, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:266: UserWarning:\n", "\n", "Chosen heat output is out of range [0.0 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:266: UserWarning:\n", "\n", "Chosen heat output is out of range [0.0 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n" ] } ], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.7027027027027026" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_output_MW'].sum() /s.hpcase.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.7001280728276162" ] }, "execution_count": 74, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_output_MW'].sum() /s.storage_case_PCM.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 75, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2023-01-01 00:00:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.01.0-0.372.70.017-0.006
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.01.0-0.372.70.017-0.006
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.01.0-0.372.70.017-0.006
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.01.0-0.372.70.017-0.006
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0170.0144.01.01.01.0-0.372.70.017-0.006
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-01-01 00:00:00+01:00 63.998 5.23 \n", "2023-01-01 00:01:00+01:00 63.998 5.23 \n", "2023-01-01 00:02:00+01:00 63.998 5.23 \n", "2023-01-01 00:03:00+01:00 63.998 5.23 \n", "2023-01-01 00:04:00+01:00 63.998 5.23 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:01:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:02:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:03:00+01:00 1.01 70.0 144.0 \n", "2023-01-01 00:04:00+01:00 1.01 70.0 144.0 \n", "\n", " MW (VDG) Total demand hp_output_MW hp_input_MW \\\n", "2023-01-01 00:00:00+01:00 1.0 1.0 1.0 -0.37 \n", "2023-01-01 00:01:00+01:00 1.0 1.0 1.0 -0.37 \n", "2023-01-01 00:02:00+01:00 1.0 1.0 1.0 -0.37 \n", "2023-01-01 00:03:00+01:00 1.0 1.0 1.0 -0.37 \n", "2023-01-01 00:04:00+01:00 1.0 1.0 1.0 -0.37 \n", "\n", " cop hp_output_MWh hp_input_MWh \n", "2023-01-01 00:00:00+01:00 2.7 0.017 -0.006 \n", "2023-01-01 00:01:00+01:00 2.7 0.017 -0.006 \n", "2023-01-01 00:02:00+01:00 2.7 0.017 -0.006 \n", "2023-01-01 00:03:00+01:00 2.7 0.017 -0.006 \n", "2023-01-01 00:04:00+01:00 2.7 0.017 -0.006 " ] }, "execution_count": 75, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 76, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_PCM.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW'\n", "]]\n", "\n", "cops = pd.concat([s.hpcase.data['cop'], s.storage_case_PCM.data['cop']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 77, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "storage_level_MWh", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vis_data.loc['2023-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 78, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(180.12000000000003, 1841.7200000000007)" ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total_to_storage = s.storage_case_PCM.data['to_storage_MWh'].sum()\n", "total_from_storage = s.storage_case_PCM.data['from_storage_MWh'].sum()\n", "total_to_storage, total_from_storage" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 79, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case_PCM.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case_PCM.data['Total demand'] + s.storage_case_PCM.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_16932\\4223154146.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "hp_output_MW", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 01:00:00+01:00", "2023-01-01 02:00:00+01:00", "2023-01-01 03:00:00+01:00", "2023-01-01 04:00:00+01:00", "2023-01-01 05:00:00+01:00", "2023-01-01 06:00:00+01:00", "2023-01-01 07:00:00+01:00", "2023-01-01 08:00:00+01:00", "2023-01-01 09:00:00+01:00", "2023-01-01 10:00:00+01:00", "2023-01-01 11:00:00+01:00", "2023-01-01 12:00:00+01:00", "2023-01-01 13:00:00+01:00", "2023-01-01 14:00:00+01:00", "2023-01-01 15:00:00+01:00", "2023-01-01 16:00:00+01:00", "2023-01-01 17:00:00+01:00", "2023-01-01 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 83, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_sde_subsidy(c, s, case):\n", " hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n", " case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n", "\n", " subsidized_hours = min(case.full_load_hours, 8000)\n", " subsidized_MWh = subsidized_hours * hp_capacity\n", "\n", " base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n", " base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n", " long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n", " base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n", " mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n", " correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n", " avoided_gas_consumption = subsidized_MWh/0.9\n", " correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n", "\n", " base_amount_co2 = (2/3)*c.longterm_co2_price\n", " avoided_co2_emission = avoided_gas_consumption * 0.226\n", " mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n", " correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n", " correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n", "\n", " sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n", " sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n", " sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n", "\n", " case.sde_results = {\n", " 'base_amount': base_subsidy_amount,\n", " 'correction_gas': correction_gas,\n", " 'correction_co2': correction_co2,\n", " 'corrected_amount': sde_subsidy_corrected,\n", " 'sde_per_MWh_th': sde_per_MWh_th,\n", " 'sde_per_MWh_e': sde_per_MWh_e\n", " }\n", " return case" ] }, { "cell_type": "code", "execution_count": 84, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 85, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n" ] } ], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", "# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", "# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", "# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", "# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", "# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", "# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", "# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2020, \n", " connection_type=c.connection_type\n", " )\n", " \n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:403: UserWarning:\n", "\n", "Cashflow 'Grid transport costs (€)' for CaseStudy 'Heatpump only' contains NaN value. Something might have gone wrong. Replacing NaN with 0 for now.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:403: UserWarning:\n", "\n", "Cashflow 'Grid transport costs (€)' for CaseStudy 'Heatpump + Storage_PCM' contains NaN value. Something might have gone wrong. Replacing NaN with 0 for now.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] } ], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda(c.project_duration)\n", "\n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_16932\\1396106630.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 01:00:00+01:00", "2023-01-01 02:00:00+01:00", "2023-01-01 03:00:00+01:00", "2023-01-01 04:00:00+01:00", "2023-01-01 05:00:00+01:00", "2023-01-01 06:00:00+01:00", "2023-01-01 07:00:00+01:00", "2023-01-01 08:00:00+01:00", "2023-01-01 09:00:00+01:00", "2023-01-01 10:00:00+01:00", "2023-01-01 11:00:00+01:00", "2023-01-01 12:00:00+01:00", "2023-01-01 13:00:00+01:00", "2023-01-01 14:00:00+01:00", "2023-01-01 15:00:00+01:00", "2023-01-01 16:00:00+01:00", "2023-01-01 17:00:00+01:00", "2023-01-01 18:00:00+01:00", "2023-01-01 19:00:00+01:00", "2023-01-01 20:00:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 90, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand', 'hp_output_MW',\n", " 'hp_input_MW', 'cop', 'tsource_vdg', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh', 'nomination_MWh', 'Prod. vol.', 'Cons. vol.',\n", " 'Imb. vol.', 'Day-Ahead Result', 'POS Result', 'NEG Result',\n", " 'Imbalance Result', 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 90, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 91, "metadata": {}, "outputs": [], "source": [ "# temp_comparison = pd.concat([s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']], s.storage_case_PCM.data[['Tsource (NDG)', 'Tsource (VDG)']]], axis=1)\n", "# temp_comparison.columns = ['Tsource (NDG) -after', 'Tsource (VDG) - after', 'Tsource (NDG) - before', 'Tsource (VDG) - before']\n", "# temp_comparison.resample('15T').mean().iplot()" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 92, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 93, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 29.635,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=2.7, min_th_power=0.0))" ] }, "execution_count": 94, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "ws = case.assets['HotWaterStorage']\n", "ws.storage_level = 47.083 + 25\n", "pos = 35.650\n", "neg = 43.850\n", "dam = 68.400\n", "demand_vdg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, pos, neg, dam, demand_vdg, tsource_vdg, tsink_vdg)" ] }, { "cell_type": "code", "execution_count": 95, "metadata": {}, "outputs": [], "source": [ "#e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_PCM.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 97, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 98, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "# mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", "# )\n", "\n", "# max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", "# )\n", "\n", "# min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", "# )\n", "\n", "# Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "# Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 99, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import plotly.graph_objs as go\n", "def create_load_trace(gas_price, Tsnk, Tsrc, name):\n", " loads = []\n", " eprices = list(range(1000))\n", " for eprice in eprices:\n", " _, load = test_hp.set_opt_load(\n", " electricity_cost=eprice + s.eb_ode_e,\n", " alt_heat_price=gas_price / 0.9,\n", " demand=1, \n", " Tsink=Tsnk,\n", " Tsource=Tsrc\n", " )\n", " loads.append(load)\n", " trace = go.Scatter(x=eprices, y=loads, name=name)\n", " return trace" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# import plotly.graph_objects as go\n", "# import numpy as np\n", "\n", "# fig = go.Figure()\n", "\n", "# configs = {\n", "# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", "# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "# }\n", "\n", "# for name, config in configs.items():\n", "# trace = create_load_trace(*config, name)\n", "# fig.add_trace(trace)\n", "\n", "# fig.update_layout(title='Switch prices for different configurations')\n", "# fig.show()" ] }, { "cell_type": "code", "execution_count": 101, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 102, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_steamboiler = s.baseline.data[['Total demand', 'output_MW_th']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Steamboiler only case on {date}',\n", " subplot_titles=['Total demand', 'Steam boiler output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_steamboiler" ] }, { "cell_type": "code", "execution_count": 103, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Heatpump only case on {date}', \n", " subplot_titles=['Total demand', 'Heatpump output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_heatpump" ] }, { "cell_type": "code", "execution_count": 104, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 105, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 106, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Total net volume (MWh)-315-383
Total exported to grid (MWh)--
Total consumed from grid (MWh)315383
Total nominated volume (MWh)-315-315
Absolute imbalance volume (MWh)-68
Mean selling price (€/MWh)--
Mean buying price (€/MWh)128112
Total day-ahead result (€)-40,253-40,253
Total POS result (€)--
Total NEG result (€)--2,609
Total imbalance result (€)--2,609
Total combined result (€)-40,253-42,862
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -315 -383\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 315 383\n", "Total nominated volume (MWh) -315 -315\n", "Absolute imbalance volume (MWh) - 68\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 128 112\n", "Total day-ahead result (€) -40,253 -40,253\n", "Total POS result (€) - -\n", "Total NEG result (€) - -2,609\n", "Total imbalance result (€) - -2,609\n", "Total combined result (€) -40,253 -42,862" ] }, "execution_count": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ "report = ComparisonReport(\n", " cases=s.optcases, \n", " kind='electr_market_results',\n", ")\n", "report.show()" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)59,95959,959
CO2 emission costs (€)989989
Gas taxes (€)3,3693,369
Heatpump VDG OPEX (€)-46,600-46,600
Result on electricity market (€)-40,253-42,862
Electricity taxes (€)-300-364
Grid transport costs (€)--
HotWaterStorage OPEX (€)--8,500
EBITDA (€)-22,835-34,009
Depreciation (€)-186,400-203,400
EBITDA + depr (€)-209,235-237,409
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 59,959 59,959\n", "CO2 emission costs (€) 989 989\n", "Gas taxes (€) 3,369 3,369\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Result on electricity market (€) -40,253 -42,862\n", "Electricity taxes (€) -300 -364\n", "Grid transport costs (€) - -\n", "HotWaterStorage OPEX (€) - -8,500\n", "EBITDA (€) -22,835 -34,009\n", "Depreciation (€) -186,400 -203,400\n", "EBITDA + depr (€) -209,235 -237,409" ] }, "execution_count": 107, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.baseline, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\styling.py:42: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-4,683,300
Regular Earnings (€)-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835
Irregular Cashflows (€)------------
EBITDA (€)-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835
Depreciations (€) -/--186,400-186,400-186,400-186,400-186,400-186,400-186,400-186,400-186,400-186,400-186,400-186,400
EBIT (€)-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235
Income tax (Vpb.) (€)------------
NOPLAT (€)-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235-209,235
Depreciations (€) +/+186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400
Free Cash Flow (€)-4,683,300-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835-22,835
Simple Payback PeriodN/A
IRR (%)N/A
WACC (%)10%
NPV of explicit period (€)-4,398,994
Discounted residual value (€)779,530
NPV (€)-4,398,994
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -4,683,300 \n", "Regular Earnings (€) -22,835 -22,835 -22,835 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) -22,835 -22,835 -22,835 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 \n", "EBIT (€) -209,235 -209,235 -209,235 \n", "Income tax (Vpb.) (€) - - - \n", "NOPLAT (€) -209,235 -209,235 -209,235 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 \n", "Free Cash Flow (€) -4,683,300 -22,835 -22,835 -22,835 \n", "Simple Payback Period N/A \n", "IRR (%) N/A \n", "WACC (%) 10% \n", "NPV of explicit period (€) -4,398,994 \n", "Discounted residual value (€) 779,530 \n", "NPV (€) -4,398,994 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -22,835 -22,835 -22,835 -22,835 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -22,835 -22,835 -22,835 -22,835 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 -186,400 \n", "EBIT (€) -209,235 -209,235 -209,235 -209,235 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -209,235 -209,235 -209,235 -209,235 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 186,400 \n", "Free Cash Flow (€) -22,835 -22,835 -22,835 -22,835 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -22,835 -22,835 -22,835 -22,835 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -22,835 -22,835 -22,835 -22,835 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 -186,400 \n", "EBIT (€) -209,235 -209,235 -209,235 -209,235 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -209,235 -209,235 -209,235 -209,235 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 186,400 \n", "Free Cash Flow (€) -22,835 -22,835 -22,835 -22,835 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) -22,835 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) -22,835 \n", "Depreciations (€) -/- -186,400 \n", "EBIT (€) -209,235 \n", "Income tax (Vpb.) (€) - \n", "NOPLAT (€) -209,235 \n", "Depreciations (€) +/+ 186,400 \n", "Free Cash Flow (€) -22,835 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 108, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-02 00:00:00+01:00", "2023-01-03 00:00:00+01:00", "2023-01-04 00:00:00+01:00", "2023-01-05 00:00:00+01:00", "2023-01-06 00:00:00+01:00", "2023-01-07 00:00:00+01:00", "2023-01-08 00:00:00+01:00", "2023-01-09 00:00:00+01:00", "2023-01-10 00:00:00+01:00", "2023-01-11 00:00:00+01:00", "2023-01-12 00:00:00+01:00", "2023-01-13 00:00:00+01:00", "2023-01-14 00:00:00+01:00", "2023-01-15 00:00:00+01:00", "2023-01-16 00:00:00+01:00", "2023-01-17 00:00:00+01:00", "2023-01-18 00:00:00+01:00", "2023-01-19 00:00:00+01:00", "2023-01-20 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#price chart\n", "from copy import deepcopy\n", "\n", "data = deepcopy(s.baseline.data)\n", "data = data[data.columns[:2]]\n", "data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n", "data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n", "\n", "data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)" ] }, { "cell_type": "code", "execution_count": 110, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# #price chart\n", "# from copy import deepcopy\n", "\n", "# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n", "\n", "# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n", "# _total_output = _source_output.sum(axis=1)\n", "# _data = _source_output.divide(_total_output, axis=0).rename(\n", "# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n", "# ) * 100\n", "\n", "# production_fig = _data.iplot(\n", "# kind='bar',\n", "# barmode='stack',\n", "# colors=[recoydarkblue, recoygreen],\n", "# title='Hybrid case: Heat production per Month by Source in % share',\n", "# yTitle='Share of production in %',\n", "# dimensions=(600, 400),\n", "# asFigure=True\n", "# )\n", "\n", "# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n", "# production_fig" ] }, { "cell_type": "code", "execution_count": 111, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { "color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Heatpump VDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 4660000, 4660000 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 425000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": 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"color": "rgba(42, 42, 42, 0.6)", "line": { "color": "rgba(42, 42, 42, 1.0)", "width": 1 } }, "name": "HotWaterStorage OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, -8500 ] }, { "line": { "color": "#2a2a2a" }, "marker": { "color": "#2a2a2a", "line": { "color": "#2a2a2a", "width": 3 }, "size": 20, "symbol": "line-ew" }, "mode": "markers", "name": "EBITDA (€)", "type": "scatter", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -64317.12, -87152.45999999999, -98325.95999999999 ] } ], "layout": { "barmode": "relative", "height": 600, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 113, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 114, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "EBITDA", "orientation": "v", "text": [ -0.06431712, -0.08715245999999999, -0.09832595999999999 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -64317.12, -87152.45999999999, -98325.95999999999 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, 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"text/html": [ "
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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n", "\n", "npv_graph = _series.iplot(\n", " kind='bar',\n", " title='NPV by Casestudy in €',\n", " colors=recoygreen,\n", " dimensions=(600, 400), \n", " yTitle='NPV in €',\n", " asFigure=True,\n", " yrange=[0, _series.max() * 1.1]\n", ")\n", "\n", "npv_graph.update_traces(\n", " text=_series.values/1000_000, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}M €\", \n", ")\n", "\n", "npv_graph" ] }, { "cell_type": "code", "execution_count": 116, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ null, null ], "textposition": "outside", "texttemplate": "%{text:.0f} %", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ "", "" ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "barpolar" } ], "carpet": [ { "aaxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "baxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "type": "carpet" } ], "choropleth": [ { 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ECBAgQEBgZA0QIECAAAECBAgQIECAAAECBAgQIECAAAECBIILCIyCLwDlEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQERtYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCC4gMAo+AJQPgECBAgQIECAAAECBAgQIECAAAECBAgQIEBAYGQNECBAgAABAgQIECBAgAABAgQIECBAgAABAgSCCwiMgi8A5RMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBEbWAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAguIDAKPgCUD4BAgQIECBAgAABAgQIECBAgAABAgQIECBAQGBkDRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEggsIjIIvAOUTIECAAAECBAgQIECAAAECBAgQIECAAAECBARG1gABAgQIECBAgAABAgQIECBAgAABAgQIECBAILiAwCj4AlA+AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQEBgZA0QIECAAAECBAgQIECAAAECBAgQIECAAAECBIILCIyCLwDlEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQERtYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCC4gMAo+AJQPgECBAgQIECAAAECBAgQIECAAAECBAgQIEBAYGQNECBAgAABAgQIECBAgAABAgQIECBAgAABAgSCCwiMgi8A5RMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBEbWAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAguIDAKPgCUD4BAgQIECBAgAABAgQIECBAgAABAgQIECBAQGBkDRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEggsIjIIvAOUTIECAAAECBAgQIECAAAECBAgQIECAAAECBARG1gABAgQIECBAgAABAgQIECBAgAABAgQIECBAILiAwCj4AlA+AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQEBgZA0QIECAAAECBAgQIECAAAECBAgQIECAAAECBIILCIyCLwDlEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQERtYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCC4gMAo+AJQPgECBAgQIECAAAECBAgQIECAAAECBAgQIEBAYGQNECBAgAABAgQIECBAgAABAgQIECBAgAABAgSCCwiMgi8A5RMgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBEbWAAECBAgQIECAAAECBAgQIECAAAECBAgQIEAguIDAKPgCUD4BAgQIECBAgAABAgQIECBAgAABAgQIECBAQGBkDRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEggsIjIIvAOUTIECAAAECBAgQIECAAAECBAgQIECAAAECBARG1gABAgQIECBAgAABAgQIECBAgAABAgQIECBAILiAwCj4AlA+AQIECBAgQIAAAQIECBAgQIAAAQIECBAgQEBgZA0QIECAAAECBAgQIECAAAECBAgQIECAAAECBIILCIyCLwDlEyBAgAABAgQIECBAgAABAgQIECBAgAABAgQERtYAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQCC4gMAo+AJQPgECBAhMF3jgwd+kdFBKj1v+GFQECBAgQIAAAQIECAxUwL5+oI1z2QQIECCwpAICoyXl9mUECBAgMDQBB8uhdcz1EiBAgAABAgQIENhfwL7eqiBAgAABAt0CAqNuIyMIECBAILCAg2Xg5iudAAECBAgQIECgGAH7+mJaqRACBAgQyCggMMqIa2oCBAgQGL6Ag+Xwe6gCAgQIECBAgAABAvb11gABAgQIEOgWEBh1GxlBgAABAoEFHCwDN1/pBAgQIECAAAECxQjY1xfTSoUQIECAQEYBgVFGXFMTIECAwPAFHCyH30MVECBAgAABAgQIELCvtwYIECBAgEC3gMCo28gIAgQIEAgs4GAZuPlKJ0CAAAECBAgQKEbAvr6YViqEAAECBDIKCIwy4pqaAAECBIYv4GA5/B6qgAABAgQIECBAgIB9vTVAgAABAgS6BQRG3UZGECBAgEBgAQfLwM1XOgECBAgQIECAQDEC9vXFtFIhBAgQIJBRQGCUEdfUBAgQIDB8AQfL4fdQBQQIECBAgAABAgTs660BAgQIECDQLSAw6jYyggABAgQCCzhYBm6+0gkQIECAAAECBIoRsK8vppUKIUCAAIGMAgKjjLimJkCAAIHhCzhYDr+HKiBAgAABAgQIECBgX28NECBAgACBbgGBUbeREQQIECAQWMDBMnDzlU6AAAECBAgQIFCMgH19Ma1UCAECBAhkFBAYZcQ1NQECBAgMX8DBcvg9VAEBAgQIECBAgAAB+3prgAABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBg+AIOlsPvoQoIECBAgAABAgQI2NdbAwQIECBAoFtAYNRtZAQBAgQIBBZwsAzcfKUTIECAAAECBAgUI2BfX0wrFUKAAAECGQUERhlxTU2AAAECwxdwsBx+D1VAgAABAgQIECBAwL7eGiBAgAABAt0CAqNuIyMIECBAILCAg2Xg5iudAAECBAgQIECgGAH7+mJaqRACBAgQyCggMMqIa2oCBAgQGL6Ag+Xwe6gCAgQIECBAgAABAvb11gABAgQIEOgWEBh1GxlBgAABAoEFHCwDN1/pBAgQIECAAAECxQjY1xfTSoUQIECAQEYBgVFGXFMTIECAwPAFHCyH30MVECBAgAABAgQIELCvtwYIECBAgEC3gMCo28gIAgQIEAgs4GAZuPlKJ0CAAAECBAgQKEbAvr6YViqEAAECBDIKCIwy4pqaAAECBIYv4GA5/B6qgAABAgQIECBAgIB9vTVAgAABAgS6BQRG3UZGECBAgEBgAQfLwM1XOgECBAgQIECAQDEC9vXFtFIhBAgQIJBRQGCUEdfUBAgQIDB8AQfL4fdQBQQIECBAgAABAgTs660BAgQIECDQLSAw6jYyggABAgQCCzhYBm6+0gkQIECAAAECBIoRsK8vppUKIUCAAIGMAgKjjLimJkCAAIHhCzhYDr+HKiBAgAABAgQIECBgX28NECBAgACBbgGBUbeREQQIECAQWMDBMnDzlU6AAAECBAgQIFCMgH19Ma1UCAECBAhkFBAYZcQ1NQECBAgMX8DBcvg9VAEBAgQIECBAgAAB+3prgAABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBg+AIOlsPvoQoIECBAgAABAgQI2NdbAwQIECBAoFtAYNRtZAQBAgQIBBZwsAzcfKUTIECAAAECBAgUI2BfX0wrFUKAAAECGQUERhlxTU2AAAECwxdwsBx+D1VAgAABAgQIECBAwL7eGiBAgAABAt0CAqNuIyMIECBAILCAg2Xg5iudAAECBAgQIECgGAH7+mJaqRACBAgQyCggMMqIa2oCBAgQGL6Ag+Xwe6gCAgQIECBAgAABAvb11gABAgQIEOgWEBh1GxlBgAABAoEFHCwDN1/pBAgQIECAAAECxQjY1xfTSoUQIECAQEYBgVFGXFMTIECAwPAFHCyH30MVECBAgAABAgQIELCvtwYIECBAgEC3gMCo28gIAgQIEAgs4GAZuPlKJ0CAAAECBAgQKEbAvr6YViqEAAECBDIKCIwy4pqaAAECBIYv4GA5/B6qgAABAgQIECBAgIB9vTVAgAABAgS6BQRG3UZGECBAgEBgAQfLwM1XOgECBAgQIECAQDEC9vXFtFIhBAgQIJBRQGCUEdfUBAgQIDB8AQfL4fdQBQQIECBAgAABAgTs660BAgQIECDQLSAw6jYyggABAgQCCzhYBm6+0gkQIECAAAECBIoRsK8vppUKIUCAAIGMAgKjjLimJkCAAIHhCzhYDr+HKiBAgAABAgQIECBgX28NECBAgACBbgGBUbeREQQIECAQWMDBMnDzlU6AAAECBAgQIFCMgH19Ma1UCAECBAhkFBAYZcQ1NQECBAgMX8DBcvg9VAEBAgQIECBAgAAB+3prgAABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBg+AIOlsPvoQoIECBAgAABAgQI2NdbAwQIECBAoFtAYNRtZAQBAgQIBBZwsAzcfKUTIECAAAECBAgUI2BfX0wrFUKAAAECGQUERhlxTU2AAAECwxdwsBx+D1VAgAABAgQIECBAwL7eGiBAgAABAt0CAqNuIyMIECBAILCAg2Xg5iudAAECBAgQIECgGAH7+mJaqRACBAgQyCggMMqIa2oCBAgQGL6Ag+Xwe6gCAgQIECBAgAABAvb11gABAgQIEOgWEBh1GxlBgAABAoEFHCwDN1/pBAgQIECAAAECxQjY1xfTSoUQIECAQEYBgVFGXFMTIECAwPAFHCyH30MVECBAgAABAgQIELCvtwYIECBAgEC3gMCo28gIAgQIEAgs4GAZuPlKJ0CAAAECBAgQKEbAvr6YViqEAAECBDIKCIwy4pqaAAECBIYv4GA5/B6qgAABAgQIECBAgIB9vTVAgAABAgS6BQRG3UZGECBAgEBgAQfLwM1XOgECBAgQIECAQDEC9vXFtFIhBAgQIJBRQGCUEdfUBAgQIDB8AQfL4fdQBQQIECBAgAABAgTs660BAgQIECDQLSAw6jYyggABAgQCCzhYBm6+0gkQIECAAAECBIoRsK8vppUKIUCAAIGMAgKjjLimJkCAAIHhCzhYDr+HKiBAgAABAgQIECBgX28NECBAgACBbgGBUbeREQQIECAQWMDBMnDzlU6AAAECBAgQIFCMgH19Ma1UCAECBAhkFBAYZcQ1NQECBAgMX8DBcvg9VAEBAgQIECBAgAAB+3prgAABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBg+AIOlsPvoQoIECBAgAABAgQI2NdbAwQIECBAoFtAYNRtZAQBAgQIBBZwsAzcfKUTIECAAAECBAgUI2BfX0wrFUKAAAECGQUERhlxTU2AAAECwxdwsBx+D1VAgAABAgQIECBAwL7eGiBAgAABAt0CAqNuIyMIECBAILCAg2Xg5iudAAECBAgQIECgGAH7+mJaqRACBAgQyCggMMqIa2oCBAgQGL6Ag+Xwe6gCAgQIECBAgAABAvb11gABAgQIEOgWEBh1GxlBgAABAoEFHCwDN1/pBAgQIECAAAECxQjY1xfTSoUQIECAQEYBgVFGXFMTIECAwPAFHCyH30MVECBAgAABAgQIELCvtwYIECBAgEC3gMCo28gIAgQIEAgs4GAZuPlKJ0CAAAECBAgQKEbAvr6YViqEAAECBDIKCIwy4pqaAAECBIYv4GA5/B6qgAABAgQIECBAgIB9vTVAgAABAgS6BQRG3UZGECBAgEBgAQfLwM1XOgECBAgQIECAQDEC9vXFtFIhBAgQIJBRQGCUEdfUBAgQIDB8AQfL4fdQBQQIECBAgAABAgTs660BAgQIECDQLSAw6jYyggABAgQCCzhYBm6+0gkQIECAAAECBIoRsK8vppUKIUCAAIGMAgKjjLimJkCAAIHhCzhYDr+HKiBAgAABAgQIECBgX28NECBAgACBbgGBUbeREQQIECAQWMDBMnDzlU6AAAECBAgQIFCMgH19Ma1UCAECBAhkFBAYZcQ1NQECBAgMX8DBcvg9VAEBAgQIECBAgAAB+3prgAABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBg+AIOlsPvoQoIECBAgADqtHEeAAAgAElEQVQBAgQI2NdbAwQIECBAoFug2MBo1223p3e++/1p7977Rgqrjjoybbn4wnToykO6VYwgQIAAAQK/FXCwtBQIECBAgAABAgQIDF/Avn74PVQBAQIECOQXKDIweujhh9NHrromnXLyy9Ka1UePFHd+/+Z0/Y1/ly44d3NavmxZflnfQIAAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BIoMjO6+59704Y9dnd702tfM3VE07s96CRlEgAABAqEFHCxDt1/xBAgQIECAAAEChQjY1xfSSGUQIECAQFaBIgKjKgz69Oe+kF59xqmju4fcYZR1zZicAAECoQQcLEO1W7EECBAgQIAAAQKFCtjXF9pYZREgQIDAogoUERhVItffcFPacc2n0knrT0ibN52ZvMNoUdeJyQgQIBBWwMEybOsVToAAAQIECBAgUJCAfX1BzVQKAQIECGQTKCYwqoSqO4vee8X29N2dN6d3vP3Nad0z12aDMzEBAgQIxBBwsIzRZ1USIECAAAECBAiULWBfX3Z/VUeAAAECiyNQVGBUk1SPqNt66bbRP265+MK59xgtDplZCBAgQCCSgINlpG6rlQABAgQIECBAoFQB+/pSO6suAgQIEFhMgSIDoxpo5/dvTu+67PL07HVr0wXnbh6938gPAQIECBCYj4CD5Xy0jCVAgAABAgQIECAwmwL29bPZF1dFgAABArMlUExgVN9VtPuOPSPhFSsOTpdcdF5as/rotH3HtenGm76eNp11etq4Yf1sdcDVECBAgMBMCzhYznR7XBwBAgQIECBAgACBXgL29b2YDCJAgACB4AJFBEb1u4s2nvSSufcW7brt9nTdF7+cXn/OWaM7i6oxf/3Jz6TTXvHHHlEXfNErnwABAvMRcLCcj5axBAgQIECAAAECBGZTwL5+NvviqggQIEBgtgSKCIyqu4s+/LGr05te+5q5MGjcn80WvashQIAAgSEIOFgOoUuukQABAgQIECBAgMB0Aft6K4QAAQIECHQLFBEY9bnDqJvCCAIECBAgsL+Ag6VVQYAAAQIECBAgQGD4Avb1w++hCggQIEAgv0ARgVHFNO0dRvkZfQMBAgQIlCrgYFlqZ9VFgAABAgQIECAQScC+PlK31UqAAAECj1agmMDo0QL4HAECBAgQmCbgYGl9ECBAgAABAgQIEBi+gH398HuoAgIECBDILyAwym/sGwgQIEBgwAIOlgNunksnQIAAAQIECBAg8FsB+3pLgQABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo4DAKCOuqQkQIEBgdgW+/b0fpjf92WWjC1x73FPStr94S3rCyhX7XXB1sPzp7XemP3vnh9Kdd/0q/dFLnp/+/Pyz02OXP2Y09gMf+09pzZOOTKf84T+f3WJdGQECBAgQIECAAIFCBezrC22ssggQIEDggAgIjA4Iuy8lQIAAgQMp8JPb7khbL7sqbXn7Oempq49K1/3n/5q++d1b9wmC6uurAqO/uvpz6cQ/WJd+/1nHjQKiFz33GaP/Xc3zH6+7KZ2/+bS5AOlA1uW7CRAgQIAAAQIECEQSsK+P1G21EiBAgMBSCAiMlkLZdxAgQIDATAlUAdGun+9Jb33tvxpdV/ug2bzYX/3jfelDH/9setWfnDQXLlV/X91R1AyPZqpAF0OAAAECBAgQIEAggIB9fYAmK5EAAQIEllRAYLSk3L6MAAECBGZBoAp6qp86MPrHe/amC//tB9NbX3vq6M6h5s+kO4yecOgh7i6ahWa6BgIECBAgQIAAgbAC9vVhW69wAgQIEMgkUFxgdPc996atl25Lu+/Ysx/ZqqOOTFsuvjAduvKQTJymJUCAAIEhCLTfO9QVGI17h9H2T3x+9Gi66qd+F9LZp//hXAg1BAfXSIAAAQIECBAgQGDIAvb1Q+6eaydAgACBWRQoLjDavuPakfPmTWfOordrIkCAAIEZEJjvbyKmg1J63PLHzF15/e6iN77m5emvrv58euUp69NRR/zT9O/f9/H0io0n7HeX0gyU7BIIECBAgAABAgQIFCdgX19cSxVEgAABAgdYoKjAqLq76D0fuDK97uwz0prVRx9gWl9PgAABArMqMJ9nnVePpGsHRvW7i566ZlX6d5ddlc7ffPro/UbeaTSrHXddBAgQIECAAAECJQrY15fYVTURIECAwIEUEBgdSH3fTYAAAQIHRKC6Q2jrZVelLW8/ZxT0VAfNb3731vTn55+dHtu4k6i6uHZgVN9ddP7m00bX/r7tn3aH0QHpoi8lQIAAAQIECBCILmBfH30FqJ8AAQIEFlugqMCowqkeSfekVU9MGzesX2wr8xEgQIBAQQLf/t4P5949tPa4p6Rtf/GW9ISVK/arsBkYPfjQb+YCoipoqn6qQ+r5/+b96c67fpW8w6igBaIUAgQIECBAgACBQQjY1w+iTS6SAAECBAYiUFxgtOu229N1X/xyev05Z6Xly5YNpA0ukwABAgRmVWDcI+lm9VpdFwECBAgQIECAAAEC4wXs660MAgQIECDQLVBUYFS9w2jrpdvS7jv2jK181VFHpi0XX5gOXXlIt4wRBAgQIEBgzCPpoBAgQIAAAQIECBAgMDwBgdHweuaKCRAgQGDpBYoKjJaezzcSIECAQOkCDpald1h9BAgQIECAAAECEQTs6yN0WY0ECBAgsFABgdFCBX2eAAECBIoWcLAsur2KI0CAAAECBAgQCCJgXx+k0cokQIAAgQUJFBEY1Y+i+5cnvyz9zRe/vKSPpHvgod8sqAGRPnzbvXvS1bfeGKlktRIgUIDAI488MqrioIMOKqAaJRAgEEng7ONflo45+HcilazWJRKwr18iaF9DgMCiCtjXLyqnyQgQWEIB+/r5YT9u+WPm9wGj9xEoIjA6kD0d/YaKn14CP917Z7r6f97Qa6xBBAgQmBmB//tP0iMH/R+B0cw0xIUQINBXoDpYrjn4yL7DjSPQW8C+vjeVgQQIzJKAff0sdcO1ECAwDwH7+nlgpZQe91iB0fzE9h0tMFqIns8SIECAQPECHl1RfIsVSIAAAQIECBAgEEDAvj5Ak5VIgAABAgsWEBgtmNAEBAgQIFCygINlyd1VGwECBAgQIECAQBQB+/oonVYnAQIECCxEQGC0ED2fJUCAAIHiBRwsi2+xAgkQIECAAAECBAII2NcHaLISCRAgQGDBAgKjBROagAABAgRKFnCwLLm7aiNAgAABAgQIEIgiYF8fpdPqJECAAIGFCAiMFqLnswQIECBQvICDZfEtViABAgQIECBAgEAAAfv6AE1WIgECBAgsWEBgtGBCExAgQIBAyQIOliV3V20ECBAgQIAAAQJRBOzro3RanQQIECCwEIFQgdE3vvWddNyxT0uHrjxkIWY+S4AAAQKBBBwsAzVbqQQIECBAgAABAsUK2NcX21qFESBAgMAiCoQJjLbvuDbdcuuP0paLLxQYLeICMhUBAgRKF3CwLL3D6iNAgAABAgQIEIggYF8foctqJECAAIGFChQTGN19z71p66Xb0u479oxMNp11etq4YX166OGH03uv2J5+/JNd6ZKLzktrVh+9UDOfJ0CAAIFAAg6WgZqtVAIECBAgQIAAgWIF7OuLba3CCBAgQGARBYoJjKo7iKqfzZvOnAuJjnnSqvTt73xv9OfuLFrEVWMqAgQIBBJwsAzUbKUSIECAAAECBAgUK2BfX2xrFUaAAAECiyhQRGBU3V30ng9cmV539hlzdxDt/P7N6V2XXZ6evW5tuuDczWn5smWLyGYqAgQIEIgi4GAZpdPqJECAAAECBAgQKFnAvr7k7qqNAAECBBZLoNjAaNdtt6ePfvyT6W1vfYN3Fi3WajEPAQIEAgo4WAZsupIJECBAgAABAgSKE7CvL66lCiJAgACBDAICowyopiRAgACBcgQcLMvppUoIECBAgAABAgTiCtjXx+29ygkQIECgv0AxgdHWS7el3XfsmVr5qqOO9C6j/mvDSAIECBBIKTlYWgYECBAgQIAAAQIEhi9gXz/8HqqAAAECBPILFBEY5WfyDQQIECAQVcDBMmrn1U2AAAECBAgQIFCSgH19Sd1UCwECBAjkEhAY5ZI1LwECBAgUIeBgWUQbFUGAAAECBAgQIBBcwL4++AJQPgECBAj0EggVGH3jW99Jxx37tHToykN64RhEgAABAgQcLK0BAgQIECBAgAABAsMXsK8ffg9VQIAAAQL5BcIERtt3XJtuufVH3mGUf035BgIECBQl4GBZVDsVQ4AAAQIECBAgEFTAvj5o45VNgAABAvMSKCYwuvuee9PWS7el3XfsGQFsOuv0tHHD+vTQww+n916xPf34J7vSJRedl9asPnpeQAYTIECAQGwBB8vY/Vc9AQIECBAgQIBAGQL29WX0URUECBAgkFegmMCouoOo+tm86cy5kOiYJ61K3/7O90Z/vuXiCz2KLu9aMjsBAgSKFHCwLLKtiiJAgAABAgQIEAgmYF8frOHKJUCAAIFHJVBEYFTdXfSeD1yZXnf2GXN3EO38/s3pXZddnp69bm264NzNafmyZY8KyIcIECBAILaAg2Xs/queAAECBAgQIECgDAH7+jL6qAoCBAgQyCtQbGC067bb00c//sn0tre+wZ1FedeQ2QkQIFC0gINl0e1VHAECBAgQIECAQBAB+/ogjVYmAQIECCxIQGC0ID4fJkCAAIHSBRwsS++w+ggQIECAAAECBCII2NdH6LIaCRAgQGChAsUERlsv3ZZ237Fnqseqo470LqOFrhifJ0CAQDABB8tgDVcuAQIECBAgQIBAkQL29UW2VVEECBAgsMgCRQRGi2xiOgIECBAgMCfgYGkxECBAgAABAgQIEBi+gH398HuoAgIECBDILyAwym/sGwgQIEBgwAIOlgNunksnQIAAAQIECBAg8FsB+3pLgQABAgQIdAsIjLqNjCBAgACBwAIOloGbr3QCBAgQIECAAIFiBOzri2mlQggQIEAgo0ARgdHd99ybPvyxq9ObXvuadOjKQ8Zy9RmT0dnUBAgQIDBQAQfLgTbOZRMgQIAAAQIECBBoCNjXWw4ECBAgQKBboJjAaOul29LuO/ZMrXjVUUemLRdfODFU6uYyggABAgSiCThYRuu4egkQIECAAAECBEoUsK8vsatqIkCAAIHFFigmMHKH0WIvDfMRIECAQCXgYGkdECBAgAABAgQIEBi+gH398HuoAgIECBDIL1BEYJSfyTcQIECAQFQBB8uonVc3AQIECBAgQIBASQL29SV1Uy0ECBAgkEtAYJRL1rwECBAgUISAg2URbVQEAQIECBAgQIBAcAH7+uALQPkECBAg0EtAYNSLySACBAgQiCrgYBm18+omQIAAAQIECBAoScC+vqRuqoUAAQIEcgkIjHLJmpcAAQIEihBwsCyijYogQIAAAQIECBAILmBfH3wBKJ8AAQIEegkIjHoxGUSAAAECUQUcLKN2Xt0ECBAgQIAAAQIlCdjXl9RNtRAgQIBALgGBUS5Z8xIgQIBAEQIOlkW0UREECBAgQIAAAQLBBezrgy8A5RMgQIBALwGBUS8mgwgQIEAgqoCDZdTOq5sAAQIECBAgQKAkAfv6krqpFgIECBDIJSAwyiVrXgIECBAoQsDBsog2KoIAAQIECBAgQCC4gH198AWgfAIECBDoJSAw6sVkEAECBAhEFXCwjNp5dRMgQIAAAQIECJQkYF9fUjfVQoAAAQK5BARGuWTNS4AAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BARGvZgMIkCAAIGoAg6WUTuvbgIECBAgQIAAgZIE7OtL6qZaCBAgQCCXgMAol6x5CRAgQKAIAQfLItqoCAIECBAgQIAAgeAC9vXBF4DyCRAgQKCXgMCoF5NBBAgQIBBVwMEyaufVTYAAAQIECBAgUJKAfX1J3VQLAQIECOQSEBjlkjUvAQIECBQh4GBZRBsVQYAAAQIECBAgEFzAvj74AlA+AQIECPQSEBj1YjKIAAECBKIKOFhG7by6CRAgQIAAAQIEShKwry+pm2ohQIAAgVwCAqNcsuYlQIAAgSIEHCyLaKMiCBAgQIAAAQIEggvY1wdfAMonQIAAgV4CAqNeTAYRIECAQFQBB8uonVc3AQIECBAgQIBASQL29SV1Uy0ECBAgkEtAYJRL1rwECBAgUISAg2URbVQEAQIECBAgQIBAcAH7+uALQPkECBAg0EtAYNSLySACBAgQiCrgYBm18+omQIAAAQIECBAoScC+vqRuqoUAAQIEcgkIjHLJmpcAAQIEihBwsCyijYogQIAAAQIECBAILmBfH3wBKJ8AAQIEegkIjHoxGUSAAAECUQUcLKN2Xt0ECBAgQIAAAQIlCdjXl9RNtRAgQIBALgGBUS5Z8xIgQIBAEQIOlkW0UREECBAgQIAAAQLBBezrgy8A5RMgQIBALwGBUS8mgwgQIEAgqoCDZdTOq5sAAQIECBAgQKAkAfv6krqpFgIECBDIJSAwyiVrXgIECBAoQsDBsog2KoIAAQIECBAgQCC4gH198AWgfAIECBDoJSAw6sVkEAECBAhEFXCwjNp5dRMgQIAAAQIECJQkYF9fUjfVQoAAAQK5BARGuWTNS4AAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BARGvZgMIkCAAIGoAg6WUTuvbgIECBAgQIAAgZIE7OtL6qZaCBAgQCCXgMAol6x5CRAgQKAIAQfLItqoCAIECBAgQIAAgeAC9vXBF4DyCRAgQKCXgMCoF5NBBAgQIBBVwMEyaufVTYAAAQIECBAgUJKAfX1J3VQLAQIECOQSEBjlkjUvAQIECBQh4GBZRBsVQYAAAQIECBAgEFzAvj74AlA+AQIECPQSEBj1YjKIAAECBKIKOFhG7by6CRAgQIAAAQIEShKwry+pm2ohQIAAgVwCAqNcsuYlQIAAgSIEHCyLaKMiCBAgQIAAAQIEggvY1wdfAMonQIAAgV4CAqNeTAYRIECAQFQBB8uonVc3AQIECBAgQIBASQL29SV1Uy0ECBAgkEtAYJRL1rwECBAgUISAg2URbVQEAQIECBAgQIBAcAH7+uALQPkECBAg0EtAYNSLySACBAgQiCrgYBm18+omQIAAAQIECBAoScC+vqRuqoUAAQIEcgkIjHLJmpcAAQIEihBwsCyijYogQIAAAQIECBAILmBfH3wBKJ8AAQIEegkIjHoxGUSAAAECUQUcLKN2Xt0ECBAgQIAAAQIlCdjXl9RNtRAgQIBALgGBUS5Z8xIgQIBAEQIOlkW0UREECBAgQIAAAQLBBezrgy8A5RMgQIBALwGBUS8mgwgQIEAgqoCDZdTOq5sAAQIECBAgQKAkAfv6krqpFgIECBDIJSAwyiVrXgIECBAoQsDBsog2KoIAAQIECBAgQCC4gH198AWgfAIECBDoJSAw6sVkEAECBAhEFXCwjNp5dRMgQIAAAQIECJQkYF9fUjfVQoAAAQK5BARGuWTNS4AAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BARGvZgMIkCAAIGoAg6WUTuvbgIECBAgQIAAgZIE7OtL6qZaCBAgQCCXgMAol6x5CRAgQKAIAQfLItqoCAIECBAgQIAAgeAC9vXBF4DyCRAgQKCXgMCoF5NBBAgQIBBVwMEyaufVTYAAAQIECBAgUJKAfX1J3VQLAQIECOQSEBjlkjUvAQIECBQh4GBZRBsVQYAAAQIECBAgEFzAvj74AlA+AQIECPQSEBj1YjKIAAECBKIKOFhG7by6CRAgQIAAAQIEShKwry+pm2ohQIAAgVwCAqNcsuYlQIAAgSIEHCyLaKMiCBAgQIAAAQIEggvY1wdfAMonQIAAgV4CAqNeTAYRIECAQFQBB8uonVc3AQIECBAgQIBASQL29SV1Uy0ECBAgkEtAYJRL1rwECBAgUISAg2URbVQEAQIECBAgQIBAcAH7+uALQPkECBAg0EtAYNSLySACBAgQiCrgYBm18+omQIAAAQIECBAoScC+vqRuqoUAAQIEcgkIjHLJmpcAAQIEihBwsCyijYogQIAAAQIECBAILmBfH3wBKJ8AAQIEegkIjHoxGUSAAAECUQUcLKN2Xt0ECBAgQIAAAQIlCdjXl9RNtRAgQIBALgGBUS5Z8xIgQIBAEQIOlkW0UREECBAgQIAAAQLBBezrgy8A5RMgQIBALwGBUS8mgwgQIEAgqoCDZdTOq5sAAQIECBAgQKAkAfv6krqpFgIECBDIJSAwyiVrXgIECBAoQsDBsog2KoIAAQIECBAgQCC4gH198AWgfAIECBDoJSAw6sVkEAECBAhEFXCwjNp5dRMgQIAAAQIECJQkYF9fUjfVQoAAAQK5BARGuWTNS4AAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BARGvZgMIkCAAIGoAg6WUTuvbgIECBAgQIAAgZIE7OtL6qZaCBAgQCCXgMAol6x5CRAgQKAIAQfLItqoCAIECBAgQIAAgeAC9vXBF4DyCRAgQKCXgMCoF5NBBAgQIBBVwMEyaufVTYAAAQIECBAgUJKAfX1J3VQLAQIECOQSEBjlkjUvAQIECBQh4GBZRBsVQYAAAQIECBAgEFzAvj74AlA+AQIECPQSEBj1YjKIAAECBKIKOFhG7by6CRAgQIAAAQIEShKwry+pm2ohQIAAgVwCAqNcsuYlQIAAgSIEHCyLaKMiCBAgQIAAAQIEggvY1wdfAMonQIAAgV4CAqNeTAYRIECAQFQBB8uonVc3AQIECBAgQIBASQL29SV1Uy0ECBAgkEtAYJRL1rwECBAgUISAg2URbVQEAQIECBAgQIBAcAH7+uALQPkECBAg0EtAYNSLySACBAgQiCrgYBm18+omQIAAAQIECBAoScC+vqRuqoUAAQIEcgkIjHLJmpcAAQIEihBwsCyijYogQIAAAQIECBAILmBfH3wBKJ8AAQIEegkIjHoxGUSAAAECUQUcLKN2Xt0ECBAgQIAAAQIlCdjXl9RNtRAgQIBALgGBUS5Z8xIgQIBAEQIOlkW0UREECBAgQIAAAQLBBezrgy8A5RMgQIBALwGBUS8mgwgQIEAgqoCDZdTOq5sAAQIECBAgQKAkAfv6krqpFgIECBDIJSAwyiVrXgIECBAoQsDBsog2KoIAAQIECBAgQCC4gH198AWgfAIECBDoJSAw6sVkEAECBAhEFXCwjNp5dRMgQIAAAQIECJQkYF9fUjfVQoAAAQK5BARGuWTNS4AAAQJFCDhYFtFGRRAgQIAAAQIECAQXsK8PvgCUT4AAAQK9BARGvZgMIkCAAIGoAg6WUTuvbgIECBAgQIAAgZIE7OtL6qZaCBAgQCCXgMAol6x5CRAgQKAIAQfLItqoCAIECBAgQIAAgeAC9vXBF4DyCRAgQKCXgMCoF5NBBAgQIBBVwMEyaufVTYAAAQIECBAgUJKAfX1J3VQLAQIECOQSEBjlkjUvAQIECBQh4GBZRBsVQYAAAQIECBAgEFzAvj74AlA+AQIECPQSEBj1YjKIAAECBKIKOFhG7by6CRAgQIAAAQIEShKwry+pm2ohQIAAgVwCAqNcsuYlQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECAxEQGA0kEa5TAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBALgGBUS5Z8xIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEBiIgMBpIo1wmAQIECBCoBbbvuHb0PzdvOhMKAQIECBAgQIAAAQIECBAgQIAAgUUREBgtCqNJCBAgQKCPwEMPP5zee8X2tO4Zx6eNG9bPfeT6G25KO39wS7rg3M1p+bJlfaYaO2ax5nnUF7BEHxQYLRG0ryFAgAABAgQIzJjAzu/fnHZ84tNpy8UXpkNXHjK6urvvuTdtvXRb2vSq09K6Z6591Fe8WPM86gtYwg9W++kbb/r63DeuWHFwuuSi89Ka1Uenoe616/7tvmPPXF2bzjp9n3PXrttuT+989/vT3r33zY15x9vfPFo31VlqxzWfSvU/1wNqq/afL2G7fBUBAgQILKGAwGgJsX0VAQIEogsIjBZnBQz1ELs41ZuFAAECBAgQIBBXQGC08N6P+yWzynX3nXeNwpWh7rXbgV/9zxteeuKorqrGd112+T6BUDXm05/7Qnr1Gaemm7729+mG//LV9JQnr06vP+es0S/yVQFT5XHnXb9Ib3nDpgUFkgvvnBkIECBAYCkEBEZLoew7CBAgQGAk0Dcwqsd9d+fNo881fzOu/VtxJ60/YfRotvafrzrqyNFvXlYHoAcffDDd/+CDqZqv+duD1Wfed8X2dP65m0e/TVh/78aTXjI6DFWHo1/++tfprrt+marf1Ks++6fnvTF99m+/tN9c9YHshBc+P33xhptGv7X37HVrp9411bzm5nV1zdU8xLYPtJOMLUECBAgQIECAAIHhC/QNjOpwoKq43hfXdyQ1765p31nTvOum2oMff9yxo/3yCS96QfoPn/n8CLDef1f/u70Xrb73+hv/brQH3rPnF6PPVgHEf/vv35r77POe86xRcNGeqw5yHv/Yx86N73tXS/XZ6qf5FINx3e7aKzfdqs/X+/mHHnp4dBdXffdO87oqg+Z5o3Zr3snTNKvmre/mqa+x2aNpZ6FpK3jcHWLV9/x8952jQGjckx6a89Vjqz+relSfh4596pPT33zxywu+g234//apgAABAjEEBEYx+qxKAgQIzIRAn8CoutDqMHP4YYeNgqDq4POeD1yZXnf2GaNQ56tf/4f05DXHjP53HbjUv+027rcFqwPcN771nblHTDTH1IfYaYHRLbf+aGXcQeMAAA4ySURBVO6RH+25mgfk+oB2xBGHjw7IdR3tx+/VjWgf6KrD6Qev3DG6zpUrDxkdSCfN1fzeyuCjH/9kettb3zB6LMm4/4gwE813EQQIECBAgAABAgsW6BMYNfeV1Z65DgLqvXV1J8mfvPyPRtdS/4JUtX+tQ5Hmo+3q/fYLnvt7c3vz5uPvugKjKjQ59ZSNoyCnPVf7l7faj0Sbz762b2BU19w8H7Sb0vULWe0zSPuMUM037czS7k+zzuXLl009C01bQOMCo7qWDetP2OcX5cbNU6+Taux1X/xyeuWpL0+fv/7G9PKNJ6W/3HaFwGjB//aagAABAsMQEBgNo0+ukgABAkUItH9brllU/dt77RCnPtQ9adUT9/uNwXYANSkwquaoDsjVT/NgWv1z1x1Gzc+252/+87gD9rR3KrUPwM1aXvj839/vOfTVYa82aB9i2383zqqIBaQIAgQIECBAgEBwgfYdME2O+q6X9l6x/QtGzc8096TVn7ffhdQOdeq9eb1H7gqMmnvtSY9MqwOq9t55Pu9Umk9gVNfQvJuq+WSAcX7NOroM2ku0fWYZZ1a/l+qee+7dL9hp7vWnLf+2VzPYOnTlyn1+yWzcPM1gsfrO6vOnveLktGb1MYvyjqzg/+oqnwABAoMREBgNplUulAABAsMX6HOHURUYtV/EWlVeP5ZuXOhU/12fwKh5x1I1b87AqPlIjuoZ4O3Def24jvrv6sPgfAOj+nvOOeuV6fIrd8zdjTX8FaMCAgQIECBAgACB9h6yDhfqR8y1g4LmI+fqzzYfedYOneq/q8b2CYzawUL1ufqXs8Y9kq6+m3++gVH7cdFNh2m/iFaNaz8Cbtoqqq/r+Kf/7qiOPoHbNIPqu6adWdoBUDO0qwKjaWehPnXUj82rxtYh4rjgrz1Xs6ZmH8f9Ypx/KwkQIECgXAGBUbm9VRkBAgRmTqBvYNR8xNq4g2H9uDp3GP3/u6Zqh/vve2D0qL76wD5zC8AFESBAgAABAgQILEigzyPppt2RMu1xaNWF9QmMpr1PczEDo5x3GI0LS3b+4JbRo6X/+pOfGf31uCcUVHvt6qfPO0UnnVm67jCadBbqWjjTvLre3VTN3QyMmt81nz50XaO/J0CAAIHZFxAYzX6PXCEBAgSKEegTGFXFNt9hVP1z9RtxP931s/SC5z9nn5e11oeXDS89cfS4unEH6HGPb6sPgOPeI1S9gHfS4zzm80i6roPVuGtvv8Oo+fz4aY+kqw94O6751Ny1F7NoFEKAAAECBAgQIDAn0CcwaodC1Yc/+/kvpfUnvijtuu1nqXmHUrW/veErXxu9s7N+f07zHZztO1PGvXeoDlrqfXz1f6vgpf2o6fneYTTt8c7tJdH3kXTVeeQjV12TTjn5ZaNftKp+un4Jrf77OgAa9w6j+nwxbr6uM0u1z6/fm9p+h1HzLPTiE1449d+ErvNHfWdZfdapJqs+8+nPfSG9+oxTU/Vuq5/vvnO/Xz7rmte/ngQIECBQloDAqKx+qoYAAQIzLdAnMKoez9Z+hMOKFQenSy46b3Soaz5Co/rzFY9/XNrwL148Coyan6sfrVEdgCY9n7zCas73z/7guen+Bx9MG096SVr3zLX7PY6iT2DUfARE/ai8SU2pD5t7996XmjVOemHtpHcY1XW0H3E304vBxREgQIAAAQIECMxboE9g1N7jVv9cP6Ktvc8+9mlPSfc/8MAoMKoecdfcG1d72eOPO3a/R6Q1A4fmfNV+9uQN69MPf/yTRx0YVb8AVf80H6PXBdU3MKrmqcY2v6f6s+a+vd6LV/v6+t1G9WPZ6r1+06D9C2pt//aZpfr75mMDq9788te/Hpl1nYWmOfQJdprnj3quuhZ3GHWtMn9PgACBGAICoxh9ViUBAgTCCow7wOXA6HNAy/G99ZxVnc97zrNGQZcfAgQIECBAgAABAosh0OfdN4vxPdUc87mjaLG+cxbmmRTUzMK1uQYCBAgQiCcgMIrXcxUTIEAglECEwKg6yD/aZ52HWgyKJUCAAAECBAgQmJeAwGheXL0GN+9gqj5Q38VU3V006af9mfa4+g6yXhdgEAECBAgQmCIgMLI8CBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLBBQRGwReA8gkQIECAAAECBAgQIECAAAECBAgQIECAAAECAiNrgAABAgQIECBAgAABAgQIECBAgAABAgQIECAQXEBgFHwBKJ8AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgIDCyBggQIECAAAECBAgQIECAAAECBAgQIECAAAECwQUERsEXgPIJECBAgAABAgQIECBAgAABAgQIECBAgAABAgIja4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEFxAYBR8ASifAAECBAgQIECAAAECBAgQIECAAAECBAgQICAwsgYIECBAgAABAgQIECBAgAABAgQIECBAgAABAsEFBEbBF4DyCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQICI2uAAAECBAgQIECAAAECBAgQIECAAAECBAgQIBBcQGAUfAEonwABAgQIECBAgAABAgQIECBAgAABAgQIECAgMLIGCBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLBBQRGwReA8gkQIECAAAECBAgQIECAAAECBAgQIECAAAECAiNrgAABAgQIECBAgAABAgQIECBAgAABAgQIECAQXEBgFHwBKJ8AAQIECBAgQIAAAQIECBAgQIAAAQIECBAgIDCyBggQIECAAAECBAgQIECAAAECBAgQIECAAAECwQUERsEXgPIJECBAgAABAgQIECBAgAABAgQIECBAgAABAgIja4AAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgEFxAYBR8ASifAAECBAgQIECAAAECBAgQIECAAAECBAgQICAwsgYIECBAgAABAgQIECBAgAABAgQIECBAgAABAsEFBEbBF4DyCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQICI2uAAAECBAgQIECAAAECBAgQIECAAAE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Mu1VcWy+qQeb1cda35LTn3TTraAt56reLq74H2+ZhW2ja5Xti8+YDJlci1a90mTVWM8zKdbfNzcry0EMOXgsh28ad9zymvu77KjCqezRvC5f79hu/+aH0mle+PG3cuGES2uavKuRu63X+91m3pGurs8vPsoH/L8RwBAgQIECAAAECBAgQIECAAAECBPaZgMBoBPq255jkt2l7vs2YgdHNt9y2W3Vt7z/vt/Ovu/6G3cbo8jyPrh+y1gOi/Cb5A/HX/9z29O5f37HH84nyv8+7nVj1ge+mhz8s3Xzr7Wvn3XbOzWeV5GOOPeapqf4Mo2qAtmfYVKHbtHOqv2beM5/qwOsdGFXvXYUS9XOpBxTTvk3WwrEHH0y77rk37dp19+TQWc9ymtfHed+S076/nrb1qN2uimt7vlR128DqirD8Xm39bZsz0963fmzXsZrzrz5Hmr3IYWX+qj+nrP79UH2PZvN8FV2+XWPz+V5dvn+mue/LwCifU/PnRHWe9RB30V63hXV53OoWdNV77O0zyebNZf9OgAABAgQIECBAgAABAgQIECBAYJkEBEbL1I2BzqXU2yh1DaIGYjTMSAL6OBLsnGG57xt370qAAAECBAgQIECAAAECBAgQIEBgVQQERqvSqQXOs8TAaIhnKy1A6NCRBPRxJNg5w3LfN+7elQABAgQIECBAgAABAgQIECBAgMAqCQiMVqlbHc+1xMDI1REdm7/kh+njvmkQ933j7l0JECBAgAABAgQIECBAgAABAgQIrJKAwGiVuuVcCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIjCAiMRkA1JAECBAgQIECAAAECBAgQIECAAAECBAgQIEBglQQERqvULedKgAABAgQIECBAgAABAgQIECBAgAABAgQIEBhBQGA0AqohCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQKrJCAwWqVuOVcCBAgQIECAAAECBAgQIECAAAECBAgQIECAwAgCAqMRUA1JgAABAgQIECBAgAABAgQIECBAgAABAgQIEFglAYHRKnXLuRIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIERhAQGI2AakgCBAgQIECAAAECBAgQIECAAAECBAgQIECAwCoJCIxWqVvOlQABAgQIECBAgAABAgQIECBAgAABAgQIECAwgoDAaARUQxIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEVklAYLRK3XKuBAgQIECAAAECBAgQIECAAAECBAgQIECAAIERBARGI6AakgABAgQIECBAgAABAgQIECBAgAABAgQIECCwSgICo1XqlnMlQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECIwgIDAaAdWQBAgQIECAAAECBAgQIECAAAECBAgQIECAAIFVEhAYrVK3nCsBAgQIECBAgAABAgQIECBAgAABAgQIECBAYAQBgdEIqIYkQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECKySgMBolbrlXAkQIECAAAECBAgQIECAAAECBAgQIECAAAECIwgIjEZANSQBAgQIECBAgAABAgQIECBAgAABAgQIECBAYJUEBEar1C3nSoAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAYQUBgNAKqIQkQIECAAAECBAgQIECAAAECBAgQIECAAAECqyQgMFqlbjlXAgQIECBAgAABAgQIECBAgAABAgQIECBAgMAIAgKjEVANSYAAAQIECBAgQIAAAQIECBAgQIAAAQIECBBYJQGB0Sp1y7kSIECAAAECBAgQIECAAAECBAgQIECAAAECBEYQEBiNgGpIAgQIECBAgAABAgQIECBAgAABAgQIECBAgMAqCQiMVqlbzpUAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgMIKAwGgEVEMSIECAAAECBAgQIECAAAECBAgQIECAAAECBFZJQGC0St1yrgQIECBAgAABAgQIECBAgAABAgQIECBAgACBEQQERiOgGpIAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgsEoCAqNV6pZzJUCAAAECBAgQIECAAAECBAgQIECAAAECBAiMICAwGgHVkAQIECBAgAABAgQIECBAgAABAgQIECBAgACBVRIQGK1St5wrAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGAEAYHRCKiGJECAAAECBAgQIECAAAECBAgQIECAAAECBAiskoDAaJW65VwJECBAgAABAgQIECBAgAABAgQIECBAgAABAiMICIxGQDUkAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQGCVBARGq9Qt50qAAAECBAgQIECAAAECBAgQIECAAAECBAgQGEFAYDQCqiEJECBAgAABAgQIECBAgAABAgQIECBAgAABAqskIDBapW45VwIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDACAICoxFQDUmAAAECBAgQIECAAAECBAgQIECAAAECBAgQWCUBgdEqdcu5EiBAgAABAgQIECBAgAABAgQIECBAgAABAgRGEBAYjYBqSAIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAKgkIjFapW86VAAECBAgQIECAAAECBAgQIECAAAECBAgQIDCCgMBoBFRDEiBAgAABAgQIECBAgAABAgQIECBAgAABAgRWSUBgtErdcq4ECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgREEBEYjoBqSAAECBAgQIECAAAECBAgQIECAAAECBAgQILBKAgKjVeqWcyVAgAABAgQIECBAgAABAgQIECBAgAABAgQIjCAgMBoB1ZAECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgVUSEBitUrecKwECBAgQIECAAAECBAgQIECAAAECBAgQIEBgBAGB0QiohiRAgACBcgTuve/7Ke2X0sM2PqScolRCgAABAgQIECBAIJiAdX2whiuXAAECBHoJCIx6sXkRAQIECEQRsLGM0ml1EiBAgAABAgQIlCxgXV9yd9VGgAABAkMJCIyGkjQOAQIECBQpYGNZZFsVRYAAAQIECBAgEEzAuj5Yw5VLgAABAr0EBEa92LyIAAECBKII2FhG6bQ6CRAgQIAAAQIEShawri+5u2ojQIAAgaEEBEZDSRqHAAECBIoUsLEssq2KIkCAAAECBAgQCCZgXR+s4colQIAAgV4CAqNebF5EgAABAlEEbCyjdFqdBAgQIECAAAECJQtY15fcXbURIECAwFACAqOhJI1DgAABAkUK2FgW2VZFESBAgAABAgQIBBOwrg/WcOUSIECAQC8BgVEvNi8iQIAAgSgCNpZROq1OAgQIECBAgACBkgWs60vurtoIECBAYCgBgdFQksYhQIAAgSIFbCyLbKuiCBAgQIAAAQIEgglY1wdruHIJECBAoJeAwKgXmxcRIECAQBQBG8sonVYnAQIECBAgQIBAyQLW9SV3V20ECBAgMJSAwGgoSeMQIECAQJECNpZFtlVRBAgQIECAAAECwQSs64M1XLkECBAg0EtAYNSLzYsIECBAIIqAjWWUTquTAAECBAgQIECgZAHr+pK7qzYCBAgQGEpAYDSUpHEIECBAoEgBG8si26ooAgQIECBAgACBYALW9cEarlwCBAgQ6CUgMOrF5kUECBAgEEXAxjJKp9VJgAABAgQIECBQsoB1fcndVRsBAgQIDCUgMBpK0jgECBAgUKSAjWWRbVUUAQIECBAgQIBAMAHr+mANVy4BAgQI9BIQGPVi8yICBAgQiCJgYxml0+okQIAAAQIECBAoWcC6vuTuqo0AAQIEhhIQGA0laRwCBAgQKFLAxrLItiqKAAECBAgQIEAgmIB1fbCGK5cAAQIEegkIjHqxeREBAgQIRBGwsYzSaXUSIECAAAECBAiULGBdX3J31UaAAAECQwkIjIaSNA4BAgQIFClgY1lkWxVFgAABAgQIECAQTMC6PljDlUuAAAECvQQERr3YvIgAAQIEogjYWEbptDoJECBAgAABAgRKFrCuL7m7aiNAgACBoQQERkNJGocAAQIEihSwsSyyrYoiQIAAAQIECBAIJmBdH6zhyiVAgACBXgICo15sXkSAAAECUQRsLKN0Wp0ECBAgQIAAAQIlC1jXl9xdtREgQIDAUAICo6EkjUOAAAECRQrYWBbZVkURIECAAAECBAgEE7CuD9Zw5RIgQIBALwGBUS82LyJAgACBKAI2llE6rU4CBAgQIECAAIGSBazrS+6u2ggQIEBgKAGB0VCSxiFAgACBIgVsLItsq6IIECBAgAABAgSCCVjXB2u4cgkQIECgl4DAqBebFxEgQIBAFAEbyyidVicBAgQIECBAgEDJAtb1JXdXbQQIECAwlIDAaChJ4xAgQIBAkQI2lkW2VVEECBAgQIAAAQLBBKzrgzVcuQQIECDQS0Bg1IvNiwgQIEAgioCNZZROq5MAAQIECBAgQKBkAev6krurNgIECBAYSkBgNJSkcQgQIECgSAEbyyLbqigCBAgQIECAAIFgAtb1wRquXAIECBDoJSAw6sXmRQQIECAQRcDGMkqn1UmAAAECBAgQIFCygHV9yd1VGwECBAgMJSAwGkrSOAQIECBQpICNZZFtVRQBAgQIECBAgEAwAev6YA1XLgECBAj0EhAY9WLzIgIECBCIImBjGaXT6iRAgAABAgQIEChZwLq+5O6qjQABAgSGEhAYDSVpHAIECBAoUsDGssi2KooAAQIECBAgQCCYgHV9sIYrlwABAgR6CQiMerF5EQECBAhEEbCxjNJpdRIgQIAAAQIECJQsYF1fcnfVRoAAAQJDCQiMhpI0DgECBAgUKWBjWWRbFUWAAAECBAgQIBBMwLo+WMOVS4AAAQK9BARGvdi8iAABAgSiCNhYRum0OgkQIECAAAECBEoWsK4vubtqI0CAAIGhBARGQ0kahwABAgSKFLCxLLKtiiJAgAABAgQIEAgmYF0frOHKJUCAAIFeAgKjXmxeRIAAAQJRBGwso3RanQQIECBAgAABAiULWNeX3F21ESBAgMBQAgKjoSSNQ4AAAQJFCthYFtlWRREgQIAAAQIECAQTsK4P1nDlEiBAgEAvAYFRLzYvIkCAAIEoAjaWUTqtTgIECBAgQIAAgZIFrOtL7q7aCBAgQGAoAYHRUJLGIUCAAIEiBWwsi2yroggQIECAAAECBIIJWNcHa7hyCRAgQKCXgMCoF5sXESBAgEAUARvLKJ1WJwECBAgQIECAQMkC1vUld1dtBAgQIDCUgMBoKEnjECBAgECRAjaWRbZVUQQIECBAgAABAsEErOuDNVy5BAgQINBLQGDUi82LCBAgQCCKgI1llE6rkwABAgQIECBAoGQB6/qSu6s2AgQIEBhKQGA0lKRxCBAgQKBIARvLItuqKAIECBAgQIAAgWAC1vXBGq5cAgQIEOglIDDqxeZFBAgQIBBFwMYySqfVSYAAAQIECBAgULKAdX3J3VUbAQIECAwlIDAaStI4BAgQIFCkgI1lkW1VFAECBAgQIECAQDAB6/pgDVcuAQIECPQSEBj1YvMiAgQIEIgiYGMZpdPqJECAAAECBAgQKFnAur7k7qqNAAECBIYSEBgNJWkcAgQIEChSwMayyLYqigABAgQIECBAIJiAdX2whiuXAAECBHoJCIx6sXkRAQIECEQRsLGM0ml1EiBAgAABAgQIlCxgXV9yd9VGgAABAkMJCIyGkjQOAQIECBQpYGNZZFsVRYAAAQIECBAgEEzAuj5Yw5VLgAABAr0EBEa92LyIAAECBKII2FhG6bQ6CRAgQIAAAQIEShawri+5u2ojQIAAgaEEBEZDSRqHAAECBIoUsLEssq2KIkCAAAECBAgQCCZgXR+s4colQIAAgV4CAqNebF5EgAABAlEEbCyjdFqdBAgQIECAAAECJQtY15fcXbURIECAwFACAqOhJI1DgAABAkUK2FgW2VZFESBAgAABAgQIBBOwrg/WcOVaPTvQAAAgAElEQVQSIECAQC8BgVEvNi8iQIAAgSgCNpZROq1OAgQIECBAgACBkgWs60vurtoIECBAYCgBgdFQksYhQIAAgSIFbCyLbKuiCBAgQIAAAQIEgglY1wdruHIJECBAoJeAwKgXmxcRIECAQBQBG8sonVYnAQIECBAgQIBAyQLW9SV3V20ECBAgMJSAwGgoSeMQIECAQJECNpZFtlVRBAgQIECAAAECwQSs64M1XLkECBAg0EtAYNSLzYsIECBAIIqAjWWUTquTAAECBAgQIECgZAHr+pK7qzYCBAgQGEpAYDSUpHEIECBAoEgBG8si26ooAgQIECBAgACBYALW9cEarlwCBAgQ6CUgMOrF5kUECBAgEEXAxjJKp9VJgAABAgQIECBQsoB1fcndVRsBAgQIDCUgMBpK0jgECBAgUKSAjWWRbVUUAQIECBAgQIBAMAHr+mANVy4BAgQI9BIQGPVi8yICBAgQiCJgYxml0+okQIAAAQIECBAoWcC6vuTuqo0AAQIEhhIQGA0laRwCBAgQKFLAxrLItiqKAAECBAgQIEAgmIB1fbCGK5cAAQIEegkIjHqxeREBAgQIRBGwsYzSaXUSIECAAAECBAiULGBdX3J31UaAAAECQwkIjIaSNA4BAgQIFClgY1lkWxVFgAABAgQIECAQTMC6PljDlUuAAAECvQQERr3YvIgAAQIEogjYWEbptDoJECBAgAABAgRKFrCuL7m7aiNAgACBoQQERkNJGocAAQIEihSwsSyyrYoiQIAAAQIECBAIJmBdH6zhyiVAgACBXgICo15sXkSAAAECUQRsLKN0Wp0ECBAgQIAAAQIlC1jXl9xdtREgQIDAUAICo6EkjUOAAAECRQrYWBbZVkURIECAAAECBAgEE7CuD9Zw5RIgQIBALwGBUS82LyJAgACBKAI2llE6rU4CBAgQIECAAIGSBazrS+6u2ggQIEBgKAGB0VCSxiFAgACBIgVsLItsq6IIECBAgAABAgSCCVjXB2u4cgkQIECgl4DAqBebFxEgQIBAFAEbyyidVicBAgQIECBAgEDJAtb1JXdXbQQIECAwlIDAaChJ4xAgQIBAkQI2lkW2VVEECBAgQIAAAQLBBKzrgzVcuQQIECDQS0Bg1IvNiwgQIEAgioCNZZROq5MAAQIECBAgQKBkAev6krurNgIECBAYSkBgNJSkcQgQIECgSAEbyyLbqigCBAgQIECAAIFgAtb1wRquXAIECBDoJSAw6sXmRQQIECAQRcDGMkqn1UmAAAECBAgQIFCygHV9yd1VGwECBAgMJSAwGkrSOAQIECBQpICNZZFtVRQBAgQIECBAgEAwAev6YA1XLgECBAj0EhAY9WLzIgIECBCIImBjGaXT6iRAgAABAgQIEChZwLq+5O6qjQABAgSGEhAYDSVpHAIECBAoUsDGssi2KooAAQIECBAgQCCYgHV9sIYrlwABAgR6CQiMerF5EQECBAhEEbCxjNJpdRIgQIAAAQIECJQsYF1fcnfVRoAAAQJDCQiMhpI0DgECBAgUKWBjWWRbFUWAAAECBAgQIBBMwLo+WMOVS4AAAQK9BARGvdi8iAABAgSiCNhYRum0OgkQIECAAAECBEoWsK4vubtqI0CAAIGhBARGQ0kahwABAgSKFLCxLLKtiiJAgAABAgQIEAgmYF0frOHKJUCAAIFeAgKjXmxeRIAAAQJRBGwso3RanQQIECBAgAABAiULWNeX3F21ESBAgMBQAgKjoSSNQ4AAAQJFCthYFtlWRREgQIAAAQIECAQTsK4P1nDlEiBAgEAvAYFRLzYvIkCAAIEoAjaWUTqtTgIECBAgQIAAgZIFrOtL7q7aCBAgQGAoAYHRUJLGIUCAAIEiBWwsi2yroggQIECAAAECBIIJWNcHa7hyCRAgQKCXgMCoF5sXESBAgEAUARvLKJ1WJwECBAgQIECAQMkC1vUld1dtBAgQIDCUgMBoKEnjECBAgECRAjaWRbZVUQQIECBAgAABAsEErOuDNVy5BAgQINBLQGDUi82LCBAgQCCKgI1llE6rkwABAgQIECBAoGQB6/qSu6s2AgQIEBhKQGA0lKRxCBAgQKBIARvLItuqKAIECBAgQIAAgWAC1vXBGq5cAgQIEOglUFxgtGPn5ek7d9yRzj5z+wTkoot3pOuuvyFt2rR/Ovecs9KWwx7XC8qLCBAgQCCmgI1lzL6rmgABAgQIECBAoCwB6/qy+qkaAgQIEBhHoKjA6Ht33pXOO//CdPpP/2TaevRR6fov3pCuvPqzk/Doq1/767X/3rhhwziaRiVAgACB4gRsLItrqYIIECBAgAABAgQCCljXB2y6kgkQIEBgYYHiAqN3vfeS9KrTXjq5kihfbZS/tp/+snTjTd9KH7j0I+mNrzsjHbj5gIWhvIAAAQIEYgrYWMbsu6oJECBAgAABAgTKErCuL6ufqiFAgACBcQSKCozuf+CByS3otp343LTlsMfvcbXRzg9/LL31LW8QGI0zl4xKgACBdRX4X3/51fSaX7hg8p5HHfHEdOGvvDb9wOZNU89h0eOrgWws17Wt3owAAQIECBAgQCCYwKLr9EWPt64PNqGUS4AAAQJ7JVBUYJQl8pVEb3/ne9KuXXenE084bnJ1UXWruiOf8uTJn30RIECAwGoLfOOmW9J5F3wwvfVNr0hPOuyQ9Ik//JP059d9Jf3715+WHrrxIXsUt+jx9QEERqs9V5w9AQIECBAgQIDA8gosuk5f9Hjr+uXtvTMjQIAAgeUUKC4wWk5mZ0WAAAECQwrkgOjGb9+WXvfKfzMZtrlxbL7XIsc3x8qB0XU3/FW65Lc+sXYVUx7vbRddOnmbFzz3mWtB1Xfv3JXe8B9+Ld3w1b/Z49+qcV/wvB9JF/zGR9auivqt3/lMuvSjfzg5/jEHPTK9+21nTUIwXwQIECBAgAABAgRKF1hknZ4tFjneur702aM+AgQIEBhDoKjAKF9JVH+G0RhgxiRAgACBfS/w3t/8nclJVIFRFdS87pWnpKc/9Yg9TrDP8Vsee3A6+cd/NP39d+9Ov/rrH07PfvqRkz/nTerHr7x2LTzKY1fH5ttj5K98DtU5nbLtuMnr8ob19b/0nvT8H3vG2nnn43/3ymvXAqf66/e9sjMgQIAAAQIECBAgMK5An3X6ovsA6/pxe2h0AgQIEChLQGBUVj9VQ4AAgRAC9ZAmF9wlMKo2il2Oz+HOu3d8NP3ym16Rbrn9u+ni/3JFetu/e2XauGFD+o/vvjQd+7SnTEKg/NUMfeoNqG+A266CaoZPIZqnSAIECBAgQIAAAQL/JGBdbyoQIECAAIHlEigqMMq0O3Zeno495qlp69FHLZe0syFAgACBwQTG/k3E++7//iQY+oltx6W/uemW9M2bb09vOOOnUvX3n/7s/9ytlvpt6fK5VbeYywed9pIfn1xRNO22efXj6+MMhmUgAgQIECBAgAABAksqYF2/pI1xWgQIECAQVqC4wOjGm76VPvGpz6RXv+LUyW+C+yJAgACB8gQWuXd5rn7R4/Nr8pVD7/3A76R/+IcH01vOenk68vDD1gKjHCRNu/Xd7X/33bVbzM27wqjemSqMql+9VF7nVESAAAECBAgQIEDg/wssuk5f9HjrerONAAECBAgsJlBUYJSfYXTe+Remm2+5rVXh0EMOTm99yxvSgZsPWEzJ0QQIECCwVALNq3XyxvHPr/vKWlBTPS/ol9/0byfBzrzj24qrbnN3yEGPTG8+86fTIw/cf3JY8zZyOej5vT/8k/Svf/xH044Pf3JyTL6iqAqADnr0D0y9wujqa7+QnrTlselJhx2ydrzAaKmmmpMhQIAAAQIECBAYUWDeOt26fkR8QxMgQIAAgRaBogIjHSZAgACBOAL5CqDX/MIFk4KPOuKJ6cJfeW36gc2bJn9ubizz3806vk2tCny2Pe/Z6WlHH54etvEha4fl0OhtF1269udfOvu0yTONqve99fa/T4856JHpkQduSk/fesTUwKh+Tnmw6vZ1cbqoUgIECBAgQIAAgegC1vXRZ4D6CRAgQGCZBARGy9QN50KAAAECSyOQw5/f/sQ16dWnnpwe+tCH7BYYLc1JOhECBAgQIECAAAECBGYKWNebIAQIECBAoLtAcYFRfobR29/5nrRr1917KLglXfeJ4UgCBAhEF8jPH9ry2IPTicc/M6X9ksAo+oRQPwECBAgQIECAwEoKWNevZNucNAECBAjsI4GiAqP7H3ggXXTxjrT1h45MRx5xePrEpz6TXv2KU9PGDRvSjp2Xp2OPeWraevRR+4ja2xIgQIDAKgrce9/3BUar2DjnTIAAAQIECBAgQKAmYF1vOhAgQIAAgfkCRQVG37vzrvSu916SXnXaSyeVf+DSj6Q3vu6MdODmA9L1X7whXXn1Z9PZZ26fBEi+CBAgQIBAFwEbyy5KjiFAgAABAgQIECCw3ALW9cvdH2dHgAABAsshUGxgtHnzAek3fvND6TWvfPkkMMq3qqsHSEPx33v/94caqvhxbrrrtvShr1xdfJ0KJECgLIEHH3xwUtB+++1XVmGqIUCgeIHTjnx+evz+jy6+TgWuv4B1/fqbe0cCBPZewLp+7w2NQIDAvhGwrl/M/WEbH7LYCxy9m0BRgVH9lnTbTjphchu6xx76mJT/+8qrrknXf+nLg19hNPkNFV+dBP52163pQ//nqk7HOogAAQJLI/AP/yw9uN//FRgtTUOcCAECXQXyxnLL/gd3PdxxBDoLWNd3pnIgAQLLJGBdv0zdcC4ECCwgYF2/AFZK6WEPFRgtJrb70UUFRk2IfIu6886/MN18y21p06b907nnnJW2HPa4vfHyWgIECBAIJuDWFcEarlwCBAgQIECAAIEiBazri2yroggQIEBgYIGiA6OBrQxHgAABAgEFbCwDNl3JBAgQIECAAAECxQlY1xfXUgURIECAwAgCAqMRUA1JgAABAuUI2FiW00uVECBAgAABAgQIxBWwro/be5UTIECAQHeB4gKj6jlG111/w9pt6A4++NHpoot3pK0/dOTkeUa+CBAgQIBAVwEby65SjiNAgAABAgQIECCwvALW9cvbG2dGgAABAssjUFxgtGPn5emxhz4mnXD8c9L7P3hZOvmFz588t+j6L96Qrrz6s+nsM7enjRs2LE8HnAkBAgQILLWAjeVSt8fJESBAgAABAgQIEOgkYF3ficlBBAgQIBBcoKjA6Ht33pXe9d5L0qtOe2nKVxXVA6Mbb/pW+sClH0lvfN0Z6cDNBwRvu/IJECBAoKuAjWVXKccRIECAAAECBAgQWF4B6/rl7Y0zI0CAAIHlEQgTGLnCaHkmnTMhQIDAKgnYWK5St5wrAQIECBAgQIAAgXYB63ozgwABAgQIzBcoKjDK5V551TXp+i99Ob3mlS9PH7r8Y5Nb0m3efEA67/wL00nPO94zjObPCUcQIECAQE3AxtJ0IECAAAECBAgQILD6Atb1q99DFRAgQIDA+ALFBUaZLF9N9I4L3reb3i++6efT1qOPGl/UOxAgQIBAUQI2lkW1UzEECBAgQIAAAQJBBazrgzZe2QQIECCwkEARgVF+dtE1n/t8evGLXrBQ8Q4mQIAAAQLzBGws5wn5dwIECBAgQIAAAQLLL2Bdv/w9coYECBAgsO8FigmM8i3ndt19Tzr3nLPSlsMet+9lnQEBAgQIFCFgY1lEGxVBgAABAgQIECAQXMC6PvgEUD4BAgQIdBIoIjCqKs3PL9p52UfT6ae+xLOKOrXfQQQIECAwT8DGcp6QfydAgAABAgQIECCw/ALW9cvfI2dIgAABAvteoKjAKHPm29Plq40OOuhR6ewzt6eNGzbse2VnQIAAAQIrK2BjubKtc+IECBAgQIAAAQIE1gSs600GAgQIECAwX6C4wKgqubraqE5w6CEHp7e+5Q3pwM0HzJdxBAECBAgQSCnZWJoGBAgQIECAAAECBFZfwLp+9XuoAgIECBAYX6C4wKi6wijTCYfGn0DegQABAqUL2FiW3mH1ESBAgAABAgQIRBCwro/QZTUSIECAwN4KFBUYVVcVnXjCcWn76S/bWxuvJ0CAAAECrjAyBwgQIECAAAECBAgUICAwKqCJSiBAgACB0QWKCIyqq4p23X1POvecs9KWwx43Opw3IECAAIEYAjaWMfqsSgIECBAgQIAAgbIFrOvL7q/qCBAgQGAYgWICo2s+9/n04he9YBgVoxAgQIAAgX8SsLE0FQgQIECAAAECBAisvoB1/er3UAUECBAgML5AEYHR+EzegQABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugkQIECAAAECBEoSsK4vqZtqIUCAAIGxBARGY8kalwABAgSKELCxLKKNiiBAgAABAgQIEAguYF0ffAIonwABAgQ6CQiMOjE5iAABAgSiCthYRu28ugk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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Sensitivity analysis" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n", "1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n", "2. aFRR prices +/- 30%\n", "3. CAPEX\n", "4. CO2 price\n", "5. Tsource +/- 10 degrees Celsius\n", "6. Tsink\n", " * Roam off the peak / lower pressure\n", " * Stabalize / running average per hour/ 2 hours\n", "7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n", "8. Energy Tax and ODE +/- 30%" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup():\n", " _c = Config()\n", " s = setup_model(c=_c)\n", " return s\n", "\n", "def routine(c, s):\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " #s = preprocessing(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " #s = postprocessing(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": 122, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 6.28 s\n", "Wall time: 18 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_16932\\1095823442.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 123, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:266: UserWarning:\n", "\n", "Chosen heat output is out of range [0.0 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:266: UserWarning:\n", "\n", "Chosen heat output is out of range [0.0 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 5.28 s\n", "Wall time: 10.8 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:403: UserWarning:\n", "\n", "Cashflow 'Grid transport costs (€)' for CaseStudy 'Heatpump only' contains NaN value. Something might have gone wrong. Replacing NaN with 0 for now.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:403: UserWarning:\n", "\n", "Cashflow 'Grid transport costs (€)' for CaseStudy 'Heatpump + Storage_PCM' contains NaN value. Something might have gone wrong. Replacing NaN with 0 for now.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] }, { "data": { "text/plain": [ "-4398993.877691695" ] }, "execution_count": 123, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 124, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "61bf1a89ad064134b243d2b1395bd104", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00 6\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m 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49\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mcase\u001b[0m \u001b[1;32min\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcases\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 50\u001b[0m \u001b[0moutput_dict\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mkpi\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mkpi\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mnan\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_16932\\3648020848.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(c, s)\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;32mdef\u001b[0m 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s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mrun_optimisation\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 11\u001b[0m \u001b[1;31m#s = postprocessing(c=c, s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcollect_cashflows\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_16932\\3686723783.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[0mgasboiler\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0massets\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m 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{}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "interpreter": { "hash": "fea6e7ab4c0ed1d184e153838ac4b2d24a0985a5f17e99f4f437a114b66796b8" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": 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