{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 8, "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": 16, "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 = 23.3 # 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 = 35 # 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": 17, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 19, "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": 20, "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": 21, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testets\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_9420\\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": 23, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Tsource (VDG)Tsink (VDG)MW (VDG)Total demand
count52560.052560.052560.052560.0
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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 75.0 144.0 1.0 1.0\n", "std 0.0 0.0 0.0 0.0\n", "min 75.0 144.0 1.0 1.0\n", "25% 75.0 144.0 1.0 1.0\n", "50% 75.0 144.0 1.0 1.0\n", "75% 75.0 144.0 1.0 1.0\n", "max 75.0 144.0 1.0 1.0" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 26, "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": 27, "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": 28, "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": 29, "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+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.0
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.0
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.0
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.0
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.0
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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 75.0 144.0 \n", "2023-01-01 00:01:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:02:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:03:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:04:00+01:00 1.01 75.0 144.0 \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": 29, "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": 32, "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": 33, "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": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 34, "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": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 35, "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": 36, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 38, "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": 39, "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": 40, "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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QQAABBBBAAAEEEAi3AFuKw73+WXoEEEAAAQQQQAABBBBAINQCRHGoVz8LjwACCCCAAAIIIIAAAgiEW4AoDvf6Z+kRQAABBBBAAAEEEEAAgVALEMWhXv0sPAIIIIAAAggggAACCCAQbgGiONzrn6VHAAEEEEAAAQQQQAABBEItQBSHevWz8AgggAACCCCAAAIIIIBAuAWI4nCvf5YeAQQQQAABBBBAAAEEEAi1AFEc6tXPwiOAAAIIIIAAAggggAAC4RYgisO9/ll6BBBAAAEEEEAAAQQQQCDUAkRxqFc/C48AAggggAACCCCAAAIIhFuAKA73+mfpEUAAAQQQQAABBBBAAIFQCxDFoV79LDwCCCCAAAIIIIAAAgggEG4Bojjc65+lRwABBBBAAAEEEEAAAQRCLUAUh3r1s/AIIIAAAggggAACCCCAQLgFiOJwr3+WHgEEEEAAAQQQQAABBBAItQBRHOrVz8IjgAACCCCAAAIIIIAAAuEWIIrDvf5ZegQQQAABBBBAAAEEEEAg1AJEcahXPwuPAAIIIIAAAggggAACCIRbgCgO9/pn6RFAAAEEEEAAAQQQQACBUAsQxaFe/Sw8AggggAACCCCAAAIIIBBuAaI43OufpUcAAQQQQAABBBBAAAEEQi1AFId69bPwCCCAAAIIIIAAAggggEC4BYjicK9/lh4BBBBAAAEEEEAAAQQQCLUAURzq1c/CI4AAAggggAACCCCAAALhFiCKw73+WXoEEEAAAQQQQAABBBBAINQCRHGoVz8LjwACCCCAAAIIIIAAAgiEW4AoDvf6Z+kRQAABBBBAAAEEEEAAgVALEMWhXv0sPAIIIIAAAggggAACCCAQbgGiONzrn6VHAAEEEEAAAQQQQAABBEItQBSHevWz8AgggAACCCCAAAIIIIBAuAWI4nCvf5YeAQQQQAABBBBAAAEEEAi1AFEc6tXPwiOAAAIIIIAAAggggAAC4RYgisO9/ll6BBBAAAEEEEAAAQQQQCDUAkRxqFc/C48AAggggAACCCCAAAIIhFuAKA73+mfpEUAAAQQQQAABBBBAAIFQCxDFoV79LDwCCCCAAAIIIIAAAgggEG4Bojjc65+lRwABBBBAAAEEEEAAAQRCLUAUh3r1s/AIIIAAAggggAACCCCAQLgFiOJwr3+WHgEEEEAAAQQQQAABBBAItQBRHOrVz8IjgAACCCCAAAIIIIAAAuEWIIrDvf5ZegQQQAABBBBAAAEEEEAg1AJEcahXPwuPAAIIIIAAAggggAACCIRbgCgO9/pn6RFAAAEEEEAAAQQQQACBUAsQxaFe/Sw8AggggAACCCCAAAIIIBBuAaI43OufpUcAAQQQQAABBBBAAAEEQi1AFId69bPwCCCAAAIIIIAAAggggEC4BYhixfofGJ7w7l1fU64YJdx3XVhYkompGamuLAs3hHLph0anpLqiVPLz85Ujhffuk1Ozkl+QL9tKisKLoFzy+YVFmZqek6qKbcqRwn33wZFJqakqk/y8vHBDKJZ+fGpWigvypYTXc8aKc/OLMjM7J5XlvJ4zRhQR916R94kaQZGxiWkpLSmS4qJC3UDcG4EUAkSxYnoQxQq8lbsSxXpDNwJRrHckivWGRLHe0I1AFOsdiWK9IVGsN3QjEMV6R6JYb8gI/gJEsb9R0lsQxQo8oliPFzMCUaznJIr1hkSx3pAotjEkivWORLHekCi2MSSKbRwZJbUAUayYIUSxAo8o1uMRxaaGRLGekyjWGxLFNoZEsd6RKNYbEsU2hkSxjSOjEMVZmwNEsZ6W3af1hm4EthTrHYlivSFRrDckim0MiWK9I1GsNySKbQyJYhtHRiGKszYHiGI9LVGsNySKbQyJYr0jUaw3JIptDIlivSNRrDckim0MiWIbR0YhirM2B4hiPS1RrDckim0MiWK9I1GsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj0tUaw3JIptDIlivSNRrDckim0MiWK9I1GsNySKbQyJYhtHRiGKszYHiGI9LVGsNySKbQyJYr0jUaw3JIptDIlivSNRrDckim0MiWIbR0YhirM2B4hiPS1RrDckim0MiWK9I1GsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj0tUaw3JIptDIlivSNRrDckim0MiWK9I1GsNySKbQyJ4lsdB6bHpGdyULonhqR3fFD6p0flE295lw14SEfhOsWKFU8UK/BW7koU6w2JYhtDoljvSBTrDYliG0OiWO9IFOsNiWIbw7BG8fDshPRODEnXxKB0jw9I9+SQ9E0Oy9XR3jWwRfmF0lpeJ1/6jf9kAx7SUYhixYonihV4RLEeL2YErlOs5ySK9YZEsd6QKLYxJIr1jkSx3pAotjHM5Sgen5uW7olB6ZkcioSv+++JIe/vmcW5VcCSgiJpLKuR5oo6adleu/J3nTSV10pdaYUNdMhHIYoVE4AoVuARxXo8otjUkCjWcxLFekOi2MaQKNY7EsV6Q6LYxnCrR/HMwpx0TUSC1+3u7OLXi+CJQZmcn1kTvk3ba73QJXxt5k46oxDF6WjF3ZYoVuARxXo8otjUkCjWcxLFekOi2MaQKNY7EsV6Q6LYxnArRPHs4rz0RLfyTg5Kl7fVd8j7t7G5qVvCt7m8Vpq310pLRb33t/v/Wrb42kyYDEchijOEi/6gc3/X15QrRgn3XTmm2Gb9s/u03pEo1hsSxXpDotjGkCjWOxLFekOi2MZws0Tx/NKi9K6c3Mo7ydXYoHR7/z8owzMThK/N6t6wUYhiBT1bihV4K3clivWGbgSiWO9IFOsNiWK9IVFsY0gU6x2JYr0hUWxjuJ5RvLi85J3MKnJs76B3kitvC/DkkAxMjcmyLHsL5Y7xdVt4I7s6160e6+v+ny2+Nut9vUchihXiRLECjyjW48WMQBTrOYlivSFRrDckim0MiWK9I1GsNySKbQyto3hpeVn6p0a80F0N35WzO9+cGhH3fcLXZt1tpVGIYsXaIooVeESxHo8oNjUkivWcRLHekCi2MSSK9Y5Esd6QKLYxzCSK3RbdwenxlZNbRXZxjh7z2zc1LAtLi2vCt7m8buUY38jf7v9rSjk80mYNbo1RiGLFeiKKFXhEsR6PKDY1JIr1nESx3pAotjEkivWORLHekCi2MUwVxe5YXhe77hq+XWPurM6RMzz3TQ3J3OJCJHwLi6XZXc5oTfjWeSe3Inxt1lEujEIUK9YiUazAI4r1eESxqSFRrOckivWGRLGNIVGsdySK9YZEsY1h1/CgDM+Pyc2Zsci1fFcuZ+R2f55diFzL1wtft4V35UzOLV4AE742ayAcoxDFivVMFCvwiGI9HlFsakgU6zmJYr0hUWxjSBTrHYlivSFRHNxwemFWOqPX73XhOz60utV3aiFyLd9bwtddzqisVporaqWmhF2dg2tzy0QCRLFiXhDFCjyiWI9HFJsaEsV6TqJYb0gU2xgSxXpHolhvSBSvNXTX8u2aGJCeiaHIMb7jb1zSaHxuem34xlzHtzJvu+ys2SEN5dU2K4VREEggQBQrpgVRrMAjivV4RLGpIVGs5ySK9YZEsY0hUax3JIr1hmGN4ugZnbvGB6Rz/GZkd+fxARmZnYyE78rljNwxvq3ldZHLGrm/tyc+xjeTE23ZrD1GCZMAUaxY20SxAo8o1uMRxaaGRLGekyjWGxLFNoZEsd6RKNYb5nIUzyzMyY3xm94uz9H49f57YmAVrq18h7RW1El7xQ4vfDM9xpcotpmLjJJagChWzBCiWIFHFOvxiGJTQ6JYz0kU6w2JYhtDoljvSBTrDXMhiifnZ+TG2E25Pt7v/e22/Lo/A9NjHlBF8TZpr9whrdvrpbWiXtqrGqSlrNaLYKsvothKknFSCRDFivlBFCvwiGI9HlFsakgU6zmJYr0hUWxjSBTrHYliveFWimJ3aaPOiZte+N4Y61/dCjy6sstzXWmFtFXskLbKHdJe2SDt5Tuko6peyovKbKBSjEIUZ52YBxARolgxDYhiBR5RrMcjik0NiWI9J1GsNySKbQyJYr0jUaw33GxRvCzLcnNq1NvS68XvylbfG2MD4s7wnCd50rC92tvd2e363F61Q9or6r0Q3lZQYgOSwShEcQZo3CVtAaI4bbI37kAUK/CIYj0eUWxqSBTrOYlivSFRbGNIFOsdiWK94UZF8dLykrhr+LpjfF343hjtjxz7OzEg7gzQBXn53vG9bZX1XgC73Z/d327356L8QpsFNxyFKDbEZKikAkSxYnIQxQo8oliPRxSbGhLFek6iWG9IFNsYEsV6R6JYb5jtKJ5fWpCuiUHpcsf8ui2/Ezelc+ymF8QLS4tSXFAoreX1MVt9IwHszvLswnirfBHFW2VNbe3nSRQr1h9RrMAjivV4RLGpIVGs5ySK9YZEsY0hUax3JIr1hlZRvHqm54mB1a2+N8b7pX9qRJaWl2VbYUlkN2e31beqQdrK3RbgBmnYXuXtEr3Vv4jirb4Gt8bzJ4oV64koVuARxXo8otjUkCjWcxLFekOi2MaQKNY7EsV6w3SjeGJ+euVY3wHvZFfxZ3quLC6LnOiqvF46KhukdWW359rSCpsnu0lHIYo36YrJsadFFCtWKFGswCOK9XhEsakhUaznJIr1hkSxjSFRrHckivWGyaLYnek5epKr6yvx6058NTY35T1o7JmeXfy6k16t15mebZbadhSi2NaT0RILEMWKmUEUK/CIYj0eUWxqSBTrOYlivSFRbGNIFOsdiWKdYfRMz2d6rsvY0kRky6/b/TnJmZ473G7PFXXebs+lhcW6B8+xexPFObZCN+niEMWKFUMUK/CIYj0eUWxqSBTrOYlivSFRbGNIFOsdieJghtEzPbstvV70xp3pOV/ypaW8zjvBVVtFZLdn9/dmPdNzsKVe31sRxevrHdZHI4oVa54oVuARxXo8otjUkCjWcxLFekOi2MaQKNY7EsVrDaNnenZnd469xm/0TM8lBUWR+HXX+F051teFcNFcsTTUVupXSIhHIIpDvPLXcdGJYgU2UazAI4r1eESxqSFRrOckivWGRLGNIVGsdwxrFK+e6dld43esf/XY377JEXG7REfP9OzFb1VDJILLdyQ907N7r1hfU65fISEegSgO8cpfx0UnihXYRLECjyjW4xHFpoZEsZ6TKNYbEsU2hkSx3jHXo/iNMz2vbPkd65euiQEZmB7z8FbP9FyxQzq8rb+R3Z7TPdMzUayfi0Sx3pAR/AWIYn+jpLcgihV4RLEejyg2NSSK9ZxEsd6QKLYxJIr1jrkSxUMz49I5PiCdY/1yffxmZMtvzJme67dVSqu7rm9lg3fcr9vy6/4uL9qmRxQRoljPSBTrDRnBX4Ao9jciihVGfnddWFiSiakZqa4s87sp308hMDQ6JdUVpZKfn49ThgJEcYZwMXcjivWGRLGNIVGsd9xKUTy/tCjdEwPSPT7oneyqazz6Z1CmF2clT/KkcXu1tLng9aI3stXX/Xe2z/RMFOvnIlGsN2QEfwGi2N+IKFYY+d2VKPYTCvZ9ojiYU6pbEcV6Q6JYb0gU2xgSxXrHzRrFN8b75epon1wb7ZfLI93eLs/9U6PeAkdPduXO7OwCuLW8zjvL8+6qJj1IhiMQxRnCxdyNKNYbMoK/AFHsb0QUK4z87koU+wkF+z5RHMyJKNY7pRqBKLbxHRyZlJqqMsnPy7MZMISjEMX6lb7RUTw5PyOXR3vk6kifXHF/j7q/e70FKy0oll1VDbKnplXayuulpaLO2wXa7Qq92b6IYv0aIYr1hozgL0AU+xsRxQojv7sSxX5Cwb5PFAdzIor1TkRxdg3d6ESx3pgo1huuVxS76/y6rb1e9I70yjX391ivDM9MRHZ7Lq+RXZWNsru6SXa6v6uapKGsWr+A6zQCUayHJor1hozgL0AU+xsRxQojv7sSxX5Cwb5PFAdzIor1TkRxdg2JYhtfoljvmI0odmd8vuzVhG1VAAAgAElEQVSFb68XwFfH+qRz/Ka4Y4LdpY52VTXKzioXvs2R/65s8HaJ3spfRLF+7RHFekNG8Bcgiv2NiGKFkd9diWI/oWDfJ4qDORHFeieiOLuGRLGNL1Gsd9REsdv66054ddXF73CfXBvr9bYED89Gtv42ldeu2fq7y9v6W6V/0ptwBKJYv1KIYr0hI/gL5GQUj4yOyWe/8CXp7unzBD718Q/I8duO+mo8eeK70trSJI88/ODqba9d75TPffGrMj4+sfpvLc2N8plPflQWliJn+uWi7L60SW9AFGduF3tPoljvyIm29IYcU6w3JIptDIlivWPQKJ6Yn5JL0d2eR3rk6li/t/V3YWlRygpLZVd1Q2S35+pm2VXp/rtJigsK9U9wi4xAFOtXFFGsN2QEf4Gci+KZ2Vn58hNPyvFjR7y4dVH7lSeelA8//pjs7GhLKPLU08/KiW9/3/veo+991y1RnOz+XKfYf4L53YIo9hMK9n2iOJhTqlsRxXpDolhvSBTbGBLFesf4KF50W3/Hb3pbfK+O9Honvbo21icjs5Pe1t/m7bWyq7rJ2+3ZHffrQnhHjm79TUeXKE5HK/FtiWK9ISP4C+RcFLsI/ua3vicf++D7pbqqUuIjORVJsi3FRLH/RMr0FkRxpnJr70cU6x2JYr0hUaw3JIptDIlinaML3UtDPXJhqEt6pwe9k1+53aHd1t/tRaXecb+Rk181e8f9uhAuyg/P1t90dInidLSIYr0WI2QqkHNRfPLUGTnxnR94uze7KHZfLnbd12OPvielU5Ddp6O7Truxo1uKa6u2Z+of+vu5KJ6amZPK8tLQW2gARsZnpHJ7seTnR3bp5yt9ganpOckvyJfSYt7Ypa8Xucf8wpLMzM5JxXZez+kZuksvLa/eZWRsWiorSrkkU3qIa249OT0nRQX5UszrOaWii1y39ffaWL9cXTnu1239HZ2d9OZf47Za2VPdKDtjdn3ejJc9UkyVrN91eHTKu8QaX5kLTEzOSElxkRQVFWQ+SAjumZ/PZfw0qzkno/ipZ34sH3n8MSktKfFsNFEcj+vGGhga8safmJr3vs0k1ExBkaWlJWJOR4ih0s/dfXk5EiV5XBtWobksS0v8TEwXsKiwQNxW9ujX4tKSFPABV7qMa26/tLws7u0hr+c3WEbnJqVz4qbcmOiXG+ORv3umhsSdFGt7Yam0le/w/nRUNEh7eYO0lNdJgRTw4YxqJorwelYCioj3es4Tbzd9vpILsJFONztyMoottxTH88buns2JtnSTz92b3af1hm4Edp/WO7L7tN6Q3af1hm4ErlOsdwzz7tNu66+LXne5o8h1fyNnfh6bm/ICt2V7veysdsf9Noo767M79jfR1t+gJ9rSr63cHoHdp/Xrl2OK9YaM4C+Qc1FsfUwxUew/iTS3IIo1em/clyjWOxLFekOiWG9IFNsYhiWKh2cm5MqYC98+uTIcue5v18SAt/W3vGibd6yvC1/vBFiVjdJRuSPwsb9Esc1cJIr1jkSx3pAR/AVyLor9zj4dvcTSn73/0Vsu05TomOJ//ckLsmtn++qZq2N3xebs0/4TzO8WRLGfULDvE8XBnFLdiijWGxLFekOi2MYw16J43tv62x8587Pb8jvS5x0DPD43Lfl5+dJaXued/Gr3SvzurGqSutIKFSZRrOJbvTNRrHckivWGjOAvkHNR7BY51XWKE0Vx7CWZ3P0rKsrl05/4kBfC7sRdn//zr69K3nH86OrxykSx/wTzuwVR7CcU7PtEcTAnoljvlGoEotjGl92n9Y5bOYoHZ8Yjuzyv7v7stv4Oelt/K4q3ya5Kt+V3ZQtwVaO0VzRIUb79CYiIYv08dCMQxXpHolhvyAj+AjkZxf6LbXMLoljvSBTrDd0IRLHekS3FekOiWG/oRiCK9Y5bIYrnlxbk+ljk2F933V9vC/Bon0zMR7f+1kcue1TTFNkKXNkkNaXlepyAIxDFAaF8bkYU6x2JYr0hI/gLEMX+RklvQRQr8FbuShTrDYliG0OiWO9IFOsNiWIbw80WxcOzE6u7PkeO/e1d3fpbWVzmHfvrdnmO7v7cXrFDCrOw9TcdXaI4Ha3ktyWK9Y5Esd6QEfwFiGJ/I6JYYeR3V6LYTyjY99lSHMwp1a2IYr0hUaw3JIptDDcyinsnhuTiSLdcGu6Ry6PdcmmkRybnZ7wF215UKgdqWuVgXbvsr21b962/6egSxeloEcU2WolHIYqzqcvYUQGiWDEX2FKswFu5K1GsN3QjEMV6R6JYb0gU6w2JYhvD9YrigekxuTjcJReHu72/XQC73Z/dl9vS63Z/3l/bKofq2uVAdZs0ldfaLOA6jEIU2yCzpVjvSBTrDRnBX4Ao9jdKeguiWIFHFOvxYkYgivWcRLHekCjWGxLFNobZiGJ3pufXhztXI/jCcJeMzk56T9idAbqjskH2VjfLvppW7293KaRsnADLRsh/FKLY3yjILYjiIEqpb0MU6w0ZwV+AKPY3IooVRn53ZUuxn1Cw7xPFwZxS3Yoo1hsSxXpDotjGUBvF0wuz8rq3BbhLLgy7XaG7xG0VjgawO+bXhe/+mlbZU9Miu6saA1//12YJsz8KUWxjTBTrHYlivSEj+AsQxf5GRLHCyO+uRLGfULDvE8XBnIhivVOqEYhiG1/OPq13TCeKZxfn5ZLb/Xmk2wthF8C9k8MrAZwnreU7ZJ/bAlzbKnuqW2RPVZMUFxTqn+QmH4EotllBRLHekSjWGzKCvwBR7G9EFCuM/O5KFPsJBfs+URzMiSjWOxHF2TV0oxPFeuNkUewug3RltC+yC/RQZCtw18SALMuy5IkL4HrZWxPZAry3usU7G3RJQZH+CW3BEYhim5VGFOsdiWK9ISP4CxDF/kZEscLI765EsZ9QsO8TxcGciGK9E1GcXUOi2MbXRXFBvkjv7FDkJFhDXd6W4Gtj/bK0vOQ9iBfAq8cAt3gxHNYATqROFNvMRaJY70gU6w0ZwV+AKPY3IooVRn53JYr9hIJ9nygO5kQU652I4uwaEsWZ+S4tL0vXxE25ONzjnQzr9cEuuT7WLwvLC96AzeV1q8cAuy3ALoZLC4sze7CQ3IsotlnRRLHekSjWGzKCvwBR7G9EFCuM/O5KFPsJBfs+URzMiSjWOxHF2TUkioP5umsBXxiJ7P7sdoW+PNIj7thg99W0vUZ2ljd6xwAfqm/3tgBvKygJNjC3WhUgim0mA1GsdySK9YaM4C9AFPsbEcUKI7+7EsV+QsG+TxQHcyKK9U5EcXYNieJbfW9OjcrFEXcMsDsZljsjdI9MLcx4N2zcXu2d/Cp6DPD+mhbZVlgi6ZxoK/trdGs+AlFss96IYr0jUaw3ZAR/AaLY34goVhj53ZUo9hMK9n2iOJgTUax3Ioqzaxj2KB6bm5LXhzrlwsoxwG4rsPs397WjrMo7+ZUXwDXu7xYpKyxNuEKIYv08JYr1hm4EoljvSBTrDRnBX4Ao9jciihVGfncliv2Egn2fKA7mRBTrnYji7BqGKYrd1t7Xo/Hr/h7uksGZcQ+4flulF8BuF+hICDdLeVFZYHyiODBV0hsSxXpDotjGkCi2cWSU1AJEsWKGuE//vF/eNeWKUcJ9V6LYZv0TxXrHyalZyS/Il20l4bz8il5QhOsUWyjm5iWZZhbmvLM/e3+8EO6SvskRD6y2tEL21bTIPu8ySO5ySG1SUbxNhUkUq/i8OxPFekOi2MaQKLZxZBSiOGtzgCjW0xLFekM3AlGsdySK9YZEsd7QjbDVr1M8t7ggl0d75dKwOxGW2wLcLd0Tg961gGtKyr1dn6MBfKC2TSqLg28BDipMFAeVSn47olhvSBTbGBLFNo6MQhRnbQ4QxXpaolhvSBTbGBLFekeiWG+41aJ4YWlRro31ycWRHrkw1CmXhrvl+vhN71rAVSXbZZ/bBbrGXQO4RQ7UtHn/th5fRLFemSjWGxLFNoZEsY0joxDFWZsDRLGelijWGxLFNoZEsd6RKNYbbvYo7py4GTkOeLjL+/vSSLe30G5rb3TX5z01zd5xwO644I36Ior18kSx3pAotjEkim0cGYUoztocIIr1tESx3pAotjEkivWORLHecDNF8cT8lJwb7JTzgze83aDPDXfK7MKclBYUy6G69sgJsGpbZU9Vs3dm6M30RRTr1wZRrDckim0MiWIbR0YhirM2B4hiPS1RrDckim0MiWK9I1GsN9zIKHZbfc8PdcrZgWtyYbhT+qdGvQVyW4AP1nVEToZV3SztFQ02C5rFUYhiPS5RrDckim0MiWIbR0YhirM2B4hiPS1RrDckim0MiWK9I1GsN1yvKHZbgV8bvCHnBzvltaHr3rHAs4vz3pmgD9a2y+G6du8s0G6L8Fb8Ior1a40o1hsSxTaGRLGNI6MQxVmbA0SxnpYo1hsSxTaGRLHekSjWG2Yjit1ZnzvHb8pr3q7Q1+Xc4A3pnhyUgrx82V3VJAfq2uVIbbu3NXgjjwO20YuMQhTrNYlivSFRbGNIFNs4MgpRnLU5QBTraYlivSFRbGNIFOsdiWK9oUUUTy/OeifBcvF7bvC6999TCzPeybDcVuBD9e1yqKbduyxScUGhzZPeZKMQxfoVQhTrDYliG0Oi2MaRUYjirM0BolhPSxTrDYliG0OiWO9IFOsNM4ni3okh7yRY5wauybmhTrk+1u89kfaKHd7uz4fqO+RQTZs0l9fZPMEtMApRrF9JRLHekCi2MSSKbRwZhSjO2hwgivW0RLHekCi2MSSK9Y5Esd7QL4rnlxbkwlC3nB+ObAV2W4PH5qZkW2GJHKhplcMugOs65EBtq2wrKLF5QltwFKJYv9KIYr0hUWxjSBTbODIKUZy1OUAU62mJYr0hUWxjSBTrHYlivWF8FA/NjMtrg9e9P68PdcrlkR5ZXF7ytvq6rb/eVuC6dm+rcJ7k2TyBHBiFKNavRKJYb0gU2xgSxTaOjEIUZ20OEMV6WqJYb0gU2xgSxXpHolhn6GLXRe9LXZfk+mSvvD7cKQPTY1JSUCR7a1q844Dd8cDuzNDlRWW6B8vxexPF+hVMFOsNiWIbQ6LYxpFRiOKszQGiWE9LFOsNiWIbQ6JY70gUp2c4PjftbQH2doMeuiHuOsFziwtSU1IhR+o75IjbDbquXfZUNUl+Xn56g4f81kSxfgIQxXpDotjGkCi2cWQUojhrc4Ao1tMSxXpDotjGkCjWOxLFyQ2Xlpfl+ni/nB+KnhDrhvRODkthfoF3WSS3C/Th2g45WNcuyzP5UlNVJvl57A6d6awkijOVe+N+RLHekCi2MSSKbRwZhSjO2hwgivW0RLHekCi2MSSK9Y5E8RuG0wuz3pmgzw1cl/NDN7zLIrlLJVWVbJdDq5dF6pC9Nc1SlL/2skiDI5NEsXI6EsVKQBEhivWGRLGNIVFs48goRHHW5gBRrKclivWGRLGNIVGsdwxzFHdPDHq7QLsIdjF8Y7zf29LbUdkoB2vb5HBdh3eN4KbtNb7QRLEvke8NiGJfIt8bEMW+RIFu4N4r1teUB7otN0osQBQzM9ZDIG9yanZ5PR4oFx+DKNavVaJYb0gU2xgSxXrHsETx7OK8XBzulnNDkUsiuT8T89OyvahUDta0ycH6djlU2+FdIqm0sDhtWKI4bbJb7kAU6w2JYr2hG4Eo1jsSxXpDRvAXIIr9jZLegihW4K3clSjWGxLFNoZEsd4xV6O4f2pUzq8EsNsV+sponywtL0lreb0cqnWXRdrpbQ1uq6g3uSwSUayfi0Sx3pAo1hsSxTaGRLGNI6OkFiCKFTOEKFbgEcV6vJgRhkanpLqiVPLzOUNtprBEcaZyb9wvF6J4fmnRuyySi19vK/DQdRmemfAui7S/pnXleGC3K3SblBdt06MlGIEo1rMSxXpDolhvSBTbGBLFNo6MQhRnbQ4QxXpathTrDdlSbGNIFOsdt2IUj85OrlwW6Ya3NfjSSI+4MG4oq5aDNe1yuN6dEbpNdlU2rttlkYhi/VwkivWGRLHekCi2MSSKbRwZZZ2jeGR0TD77hS9Jd0+fr31Lc6N85pMfleqqSt/bbsYbEMX6tUIU6w2JYhtDoljvuBWi2EXv60Od8po7K/TwdXG7Rrsvtxv0/tp279rA7qRY7izRG/VFFOvliWK9IVGsNySKbQyJYhtHRlnnKI5/uCdPfFdaW5rkkYcfXP3WzOysfPmJJ+WRh94ux287umXXEVGsX3VEsd6QKLYxJIr1jpstit21gS+P9siZm1fl9MBVb4vw5PyM1JSUe9cDdpdGOljXIXur3WWRCvQARiMQxXpIolhvSBTrDYliG0Oi2MaRUTYwit1W47/4y2/I+/703bKzo23NMzl56ow89cyP5SOPPyalJSVbcj0RxfrVRhTrDYliG0OiWO+4GaL4/FCnnBm46oXwmcFr4s4UXb+tUo7W75JjO3bL4bp27wRZm/mLKNavHaJYb0gU6w2JYhtDotjGkVE2aRRfu94p3/zW9+RjH3w/u0+HeJYSxTYrnxNt6R2JYr3hekdxdEvw6YErcqrvipwZui6zC3PSuL1GjtXtlKMNu+X4jj1SW1qhX7h1HIEo1mMTxXpDolhvSBTbGBLFNo6MsoFRHN1N+vixI2t2n3ZPyW0pPvGdH3BMcchnKFFsMwGIYr0jUaw3zHYUuwi+OtbrbQV+9eYVOTNwTaYXZqWhrEqO1e+W2xr2yLH6Xd6W4a38RRTr1x5RrDckivWGRLGNIVFs48goGxjF0fj92jdOyKc/8aHVXaijJ+N6+B0P3BLLW2mFsfu0fm0RxXpDNwJRrHckivWG1lG8LMtyfaxfTt+8KqdWInhifnp1d2gXwbfX75YdZVX6J7+JRiCK9SuDKNYbEsV6Q6LYxpAotnFklA2OYvfwic5I/amPf2BLn2Qr+oPO/V1fU848y1CAKM4QLu5uRLHekSjWG1pEcefETTndH9kS7HaLHp+b9k6M5W0Jbtwtt9XvlqbtNfonu4lHIIr1K4co1hsSxXpDotjGkCi2cWSUTRDFuboS2FKsX7NEsd7QjUAU6x2JYr1hJlHcMzEopwZWIvjmFXHXDa4sLvNOinWb92fXpj8xll5u7QhEsV6UKNYbEsV6Q6LYxpAotnFkFKI4a3OAKNbTEsV6Q6LYxpAo1jsGieLeyWHv8kin+i97fw/NjEt50TY5umOX3L4Swe0VDfons4VHIIr1K48o1hsSxXpDotjGkCi2cWSUDY5id5bpz33xqzI+PnHLM2lpbtyQE225k3x9/s+/7j2foM8h0dmyiWL9y4so1hsSxTaGRLHeMVEU35waXY3gUwNXZGB6TMoKS+Vo/c7VLcE7qxolT/L0TyBHRiCK9SuSKNYbEsV6Q6LYxpAotnFklA2M4tizTx85uF/+xw//Wf6P//293nWJnzzxXXnzXbev+3HFLm6/8sST8uHHH/NO/PXU08/KydNnk14vOfZ46PiAJor1Ly+iWG9IFNsYEsV6RxfF3SNDcm2mR17tjxwT3Dc5ItsKSuRIfYcXwW636N1VTZKfRwQnEyeK9XORKNYbEsV6Q6LYxpAotnFklA2MYheUf/GX35D3/em7vWcRe11it7X2qWd+nDRGs7XiXAR3dffKY4++x3uI+EhO9rhsKc7OGiGKbVw5pljvSBRnZuiOAXZnhj5187KcunlNeiYHpaSgSA7XdchtDe7EWLtkb3WL5OflZ/YAIbwXUaxf6USx3pAo1hsSxTaGRLGNI6NskiiuqqqU//LXfyv/8T/8iVRXVXoxGhvJ67Wi3BZq9xWN4uiW4Ef/6A9TbrUmirOzhohiG1eiWO9IFAczdGeDPn3zirzqRfBV6ZoYkOKCQjlY0y5H63fJvopWuaN1jxQQwcFAE9yKKM6YbvWORLHekCjWGxLFNoZEsY0jo2xgFMfuPv3Iww96u0y3tjR51yb22205Wysu9jm4x7CIYuFYOMXqclcidYLsSqlAlOXlZYnsjYpj5o5uJmIY7ze1MCuvj9yQ14avyfnh69I1NSCFeQWyu7JFDtd0yKGadu+/3b+J8HrOZP4VFxfK3NzC6l0jr2dey5lYvnEfXs86P3dvXs96Q1n5/czrWWPpZmJEEMdUjvU12zXMob9v3uTUbPQ3R9YxYo/Pragol09/4kPecb3r+ZWNLcV1TMKMV+HCwrJMTs9IVcW2jMfgjiLDY9NSVV4q+fn8wsh0PkxOzUl+Qb5sKynMdIicuN/04qycuXnV2wrstghfHe33jv/dX9sqx+p3ye0Ne+RATZu3dTj+a35hSaan56SyojQnLNZrIdzbvTzv48HIl7fnR2WZ8HLOfA1MTM1JUUG+lIT89Zy5oMjc/JLMzs5JRTmvZ42j2/OjrppY0RiOT8xISUmRFBe5D1/5SibABibd3FjXKNY9VZt7c0yxjaPVKOw+bSPJ7tN6x7DuPj2zMCdnB6/Jqf4r3vWCr4z2eJ/G76tu9k6K5SL4UG27d5yw31eQSzL5jcH3Rdh9Wj8L2H1ab8ju03pDN4I7KWt9TbnNYCEdhd2nQ7ri13mx1yWKYy+BFF2+T338A+t+5mn32H5nn3bR/PSPnrvlUlEcU5ydmUkU27gSxXrHsETx7OK8nBu6Ia+66wTfvCIXR1wEL8vuqmbvpFju5FhH6nZKaWFx2qhEcdpkCe9AFOsdiWK9IVGsNySKbQyJYhtHRkktkPUodkF84js/WBOZ0WsXv/P3H/GOL17vr1TXKY6P4thdvqPP86EH7/dO1MUlmfRrjijWG7oRiGK9Y65G8dzigrw+3OlFsLtO8IWhLllaXhZ3beDbduzyLpPkrhnsrh2s/SKKtYKR+xPFekeiWG9IFOsNiWIbQ6LYxpFRNjCKoyfaeuSht9+yVXijLslkOSGIYr0mUaw3JIptDHMliueXFuXCUKcXwK/edBHcKe7fOioa5FjDbrndXSu4fpdsL9JHcLw8UWwzF4livSNRrDckivWGRLGNIVFs48goGxjFsdcpjj+h1kZdkslyQhDFek2iWG9IFNsYbuUoPjNwzTsu+GT/JXl9qEvmlxaktbx+dUvwbTv2SEVx9k9mRxTbzEWiWO9IFOsNiWK9IVFsY0gU2zgyygZGMVuKmX5+AkSxn1Cw77P7dDCnVLfaKlHsdod2xwS7M0SfHrwiZweue4vVsr1ObnfHA9fvlNt37JGqkvU/2ylRrJ+HbgSiWO9IFOsNiWK9IVFsY0gU2zgyygZGsXvoRCeu2uhjiq0mBVuK9ZJEsd7QjUAU6x03cxRfGO6UV/ovy0t9F+Tc4A1vYdsrdnjHAx/bsUuO1e9ely3BfspEsZ9QsO8TxcGcUt2KKNYbEsV6Q6LYxpAotnFklA2OYvfwm+ns05YTgijWaxLFekOi2MZwM0Xx+Ny0/LznnLzSf0le6bskE/PT0ri9Ru5uOuCdIdqFcHlR9neHTleWKE5XLPHtiWK9I1GsNySK9YZEsY0hUWzjyCibIIpzdSUQxfo1SxTrDYliG8ONjOKl5SVvC/Cv+i7Iy30X5cpor3ddYLcl+K7G/fKmpgOyo6zKZkGzOApRbINLFOsdiWK9IVGsNySKbQyJYhtHRiGKszYHiGI9LVGsNySKbQzXO4qHZsbll72vy0u9F+TV/isyvTgr7RUNclfjPrmrab8cqeuQwvwCm4Vbp1GIYhtooljvSBTrDYlivSFRbGNIFNs4MgpRnLU5QBTraYlivSFRbGOY7Sh2Z4R2Z4l2xwW/1HtRuiYGvGsDH2/Y40Xw3U37paak3GZhNmgUotgGnijWOxLFekOiWG9IFNsYEsU2joyyzlHsLsP02S98Sbp7+nztW5ob5TOf/KhUV1X63nYz3oAo1q8VolhvSBTbGGYjirsnBr3dod3W4NODV2V+cVH2VDdHtgY37pcDta2Sn5dvswCbYBSi2GYlEMV6R6JYb0gU6w2JYhtDotjGkVHWOYrDBE4U69c2Uaw3JIptDC2ieGZhTk7evOyFsPvTPzUilcVlcufKLtF3Ne6V8qIymye8CUchim1WClGsdySK9YZEsd6QKLYxJIptHBmFKM7aHCCK9bREsd6QKLYxzDSKr472ykv9ka3B7mRZyyJysLbN2yX6zoZ9sqe6SfIkz+ZJbvJRiGKbFUQU6x2JYr0hUaw3JIptDIliG0dG2SRR7Har/ou//Ia870/fLTs72nJivRDF+tVIFOsNiWIbw6BRPLUwIy/3XvTOFO0ulzQ8OyH12yq9AHYhfEfDXiktLLZ5UltsFKLYZoURxXpHolhvSBTrDYliG0Oi2MaRUYjirM0BolhPSxTrDYliG8NkUby0vCwXR7rlZe8EWRfkwnC3FObny5G6nZGtwY37pL1ih82T2OKjEMU2K5Ao1jsSxXpDolhvSBTbGBLFNo6MQhRnbQ4QxXpaolhvSBTbGMZG8djclPyq94K3Nfhk3yWZmJ+WpvJauWtla/Cx+l3edYT5WitAFNvMCKJY70gU6w2JYr0hUWxjSBTbODIKUZy1OUAU62mJYr0hUaw3XFxekpe7Lsmrg5fk1MAVuTrWJyWFxXJb/S65u9FdLumA7Cir0j9Qjo9AFNusYKJY70gU6w2JYr0hUWxjSBTbODIKUZy1OUAU62mJYr0hUZyZ4cD0mPyy93Vvt+hX+6/IzOKctJXvkDc17Ze7mvfL4doOKcwvyGzwkN6LKLZZ8USx3pEo1hsSxXpDotjGkCi2cWSUTRLFubgiiGL9WiWK9YZEcTDDucUF71rB7rhgd6Ks7slB2V5UKscb9nrHBh+p7JDqbRWyrYTdooOJ3norojhTubX3I4r1jkSx3pAo1hsSxTaGRLGNI6NsQBTHn2k60Zmnr13vlG9+63vysQ++X6qrKrfkeiKK9auNKNYbEsXJDbsmBuSl3ovyUt8FOTNwTRaWFmVfTYt3pug7m/bLgZpWyc+LXC4p6GCJZ1AAACAASURBVNmnbdZYbo5CFNusV6JY70gU6w2JYr0hUWxjSBTbODIKUZy1OUAU62mJYr0hUfyG4czCnLzSf0le7rsoL/dflJtTo1JVsl3uXNkafFfjfm/rcKIvolg/F4livaEbgSjWOxLFekOiWG9IFNsYEsU2joxCFGdtDhDFelqiWG8Y9ijunxqVn3afkV/0nJOzA9c90MN1Hd6lku5q3Cd7q1sCIRPFgZhS3ogo1hsSxTaGRLHekSjWGxLFNoZEsY0joxDFWZsDRLGelijWG4Yxis8Pdcoves7Li93npHPippQXbZP7Wg/LnY375Y6GvVJaWJw2LFGcNtktdyCK9YZEsY0hUax3JIr1hkSxjSFRbOPIKERx1uYAUaynJYr1hmGJYnfN4H/rPO2dMXp8blraK3bI3Y0H5J7WQ3Kotl0NSRSrCYUo1hsSxTaGRLHekSjWGxLFNoZEsY0joxDFWZsDRLGelijWG+ZqFE8vzMrPV7YGv9R/UeYW5uVAbZvc23pI3tp8VBq3V9vgrYxCFOs5iWK9IVFsY0gU6x2JYr0hUWxjSBTbODLKBkXxZ7/wJenu6Uv56C3NjfKZT36Us0+HeJYSxTYrf2h0SqorSiU/P99mwA0aZXhmQl7oPis/63pNzgxek4K8fDnesEfuaTks97YclPKisqw9M6JYT0sU6w2JYhtDoljvSBTrDYliG0Oi2MaRUTYgisOCzpZi/ZomivWGboStHMXXxvrkxZ5z8mLXObk82uOdHfpNTQfk3hZ3jPA+KSlYn+sGE8X6uUgU6w2JYhtDoljvSBTrDYliG0Oi2MaRUYjirM0BolhPSxTrDbdaFC8tL8u5wevys55z8vOe16RvckTqt1XKW7ytwYfkaN1Oyc9b/y3eRLF+LhLFekOi2MaQKNY7EsV6Q6LYxpAotnFkFKI4a3OAKNbTEsV6w60QxfNLC/Jy3yV5sfs1+UXvee9EWTsrG+We5kPeibL2VDXbQChGIYoVeCt3JYr1hkSxjSFRrHckivWGRLGNIVFs48goRHHW5gBRrKclivWGmzWKJ+an5Rc9r3sh/Er/JXFhfKiuQ+5tPixvbT3ibR3eTF9EsX5tEMV6Q6LYxpAo1jsSxXpDotjGkCi2cWQUojhrc4Ao1tMSxXrDzRTFgzPj8kLXGflZ92vy2uB1Kcwv8K4b7E6U9ZZmd6KsbTYLnIVRiGI9KlGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj0tUaw33OgovjLa620NfrH7nFwd6/PC983NB7wQdkG8XifK0koSxVpB4TrFekJvhMGRSampKpP8vDyjEcM3DFGsX+dEsd6QKLYxJIptHBmFKM7aHCCK9bREsd5wvaN4aXlJzroTZXW/Jj/vOSc3p0aloaxa3tJ8yDtj9OG6ji35Zp4o1s9FthTrDYliG0OiWO9IFOsNiWIbQ6LYxpFRiOKszQGiWE9LFOsN1yOKZxfn5eW+i94W4V/2XhB3vPDuqiZva/A9LYdkV2WjzYJs4ChEsR6fKNYbEsU2hkSx3pEo1hsSxTaGRLGNI6MQxVmbA0SxnpYo1htmK4on5qfkxe7z3hbhV29eloWlJTniTpTlLp3UekTqSitsnvwmGYUo1q8IolhvSBTbGBLFekeiWG9IFNsYEsU2joxCFGdtDhDFelqiWG9oGcX9U6Pys+6zXgifG7whxQWFckfjPi+E39J8QMoKS22e8CYchSjWrxSiWG9IFNsYEsV6R6JYb0gU2xgSxTaOjEIUZ20OEMV6WqJYb6iN4ksj3d5Jsn7WfU5ujPdLZXGZvLn5oLdb9B0N+6Qov8DmSW7yUYhi/QoiivWGRLGNIVGsdySK9YZEsY0hUWzjyChEcdbmAFGspyWK9YbpRvHi8pKcHrjqbQ3+Zc95GZgek8btNXLPyomyDta2b8kTZWkliWKtIGef1gtGRuDs03pJolhvSBTrDYliG0Oi2MaRUYjirM0BolhPSxTrDYNEsTtR1ku9FyIh3HtBphZmZG91i7c12P3pqGiweSJbeBSiWL/y2FKsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj0tUaw3TBbFY3NT3i7R7ozRp25elqXlZTlav1PubTniHSNcU1pu8+A5MgpRrF+RRLHekCi2MSSK9Y5Esd6QKLYxJIptHBmFKM7aHCCK9bREsd4wNopvTo/JCz1n5MWu1+T8UJcUFxbJXSsnynpz0wHZVlhi84A5OApRrF+pRLHekCi2MSSK9Y5Esd6QKLYxJIptHBmFKM7aHCCK9bREsd7w8miP/OjSSXll8KJ0TQxIedE2+bW2o/KmpgPeH76CCRDFwZxS3Yoo1hsSxTaGRLHekSjWGxLFNoZEsY0joxDFWZsDRLGelijOzNCF8AudZ+X57jPSOzEkO7ZVy32tkesHH6ptz2zQkN+LKNZPAKJYb0gU2xgSxXpHolhvSBTbGBLFNo6MQhRnbQ4QxXpaoji4Yc/EoPzrjVfl+c4z3hbhhrIqua/lmPx6+1GpyauW6opSyc/PDz4gt1wjQBTrJwRRrDckim0MiWK9I1GsNySKbQyJYhtHRiGKszYHiGI9LVGc2rBvckSe63xVnr9xWq6P90tNSbk80H673Nd2VA7UtK7eeWh0iihWTkeiWAkoXJJJLxgZgUsy6SWJYr0hUaw3JIptDIliG0dGIYqzNgeIYj0tUXyr4ejs5MoW4dNyYbhLKovL5G0dt8t9LUflUF3iXaOJYv1cJIr1hmwp1hsSxTaGRLHekSjWGxLFNoZEsY0jo4QwikdGx+SzX/iSdPf0eUv/qY9/QI7fdjSpRKrbX7veKZ/74ldlfHxi9f4tzY3ymU9+VBaWIruq1tdwaZtMX2hEcUTOXTf4p12vyb9ePylnBq7J9qJS7xjh+9tv9y6jlCd5KYmJ4kxn4Bv3I4r1hkSx3pAotjEkivWORLHekCi2MSSKbRwZJWRRPDM7K19+4kk5fuyIPPLwg+Ki9itPPCkffvwx2dnRdouG3+1T3Z8txfqXV5ijeHZxXn7Rc16eu3FKXu6/KEV5hXJvyyH59fZjckfDXsnPC358MFGsn4tEsd6QKNYbEsU2hkSx3pEo1hsSxTaGRLGNI6OELIpdxH7zW9+Tj33w/VJdVSnx0RvP4Xd7oji7L6GwRfHC0qK80n9Jnrt+Sn7ee87DdZdNur/9Nrmrcb8U5RdkBE4UZ8S25k5Esd6QKNYbEsU2hkSx3pEo1hsSxTaGRLGNI6OELIpPnjojJ77zA2/3ZhfF7uvJE9/1/n7s0ffcouF3+/jdp6O7Trux2VKsf3mFIYqXlpfl7OA1ee76q/JC92syuzgndzbuk/vbbpM3Nx+UkoIiNSRRrCYUolhvSBTrDYliG0OiWO9IFOsNiWIbQ6LYxpFRQhjFTz3zY/nI449JaUlJoChO5/YusAeGhrzxJ6bmvfGLCjPbusfkFFleXpbFxSUpzEHDy2M98mLvWflZ32syPjctR2p3yr1Nh+XuHQdlW2Gx6ep3MVJYkC95eamPPTZ90BwbzM1Dd+h2AZe1ynjNug+AlpaWpLCAn4npIObn58nS0vLqXbzXc2G+77kE0nmMsN12YXFJ8vOEy9QpVjyvZwVezF3d65n3iTrLhcVF77Wcz3uclJBVFdt00CG/d97k1Owbv4lzAMNvy2/8IqZ7+9jdraMn2qosL80BuY1ZhMXFZZmenZPyssgHGFv9y10/+Pmu0/JvXaelf2pUDte2y6+1HZN7m49IeVH25sn45KyUlxUTxYoJNDM77/3SLS4i6DJldB8szMwuyPYy2w99Mn0+2b6f3wnwgj7+siyvCeDRiWmpKC8Vl8V8ZSYwNTsnhd7ruTCzAdbxXm79b8YvtyfX3PyClG0Lx+s5W+tgbGJGeJ+o052anvN+N+fiBhSdzNp7b4Wfd5bLaz1WzkWx3zHC8YCa23P2af10zIXdpwemx7xrCf/k+im5OtbnXT/YHSPsdo+uKtmuRwowArtPB0DyuQm7T+sN2X1ab+hG4DrFekd2n9Ybsvu03tCN4A614yolOkt2n9b5ce9gAjkXxUHOJu0usfRn73/Uu0yT3+3/9ScvyK6d7atnro49PpljioNNslS32qpRPDY3Jc93npaf3HhVzg11yq6qJrm//Zg80Ha71G+LHMu+nl9EsV6bKNYbEsV6Q6LYxpAo1jsSxXpDotjGkCi2cWSU1AI5F8VucYNcdzgaxX63d7tXf/7Pv76qeMfxo6vHKxPF+pfXVori6cVZeaHrNe+EWacGrkjz9jpvi/Db2m+Xpu01egzFCESxAm/lrkSx3pAo1hsSxTaGRLHekSjWGxLFNoZEsY0jo4QwitdrpRPFeunNHsVziwvyy97ItYRf6rsgtdsq5Ndaj3kxvKuyUQ9gNAJRrIckivWGRLHekCi2MSSK9Y5Esd6QKLYxJIptHBmFKM7aHCCK9bSbMYoXl5fkpLuW8I1T8mL3OSkrKpFfazsq97cdk/01bfqFzsIIRLEelSjWGxLFekOi2MaQKNY7EsV6Q6LYxpAotnFkFKI4a3OAKNbTbpYodmf/fG3ghjx346T8tPusdybYt7YekQfabpPD9R2b/tIoRLF+LhLFekOiWG9IFNsYEsV6R6JYb0gU2xgSxTaOjEIUZ20OEMV62o2O4ksjPfKTG6fk+c5TMr0wL29tOST3d9wut9Xvkvy8fP0CrtMIRLEemijWGxLFekOi2MaQKNY7EsV6Q6LYxpAotnFkFKI4a3OAKNbTbkQU904MyY9vnJTnOk/L0My4vKXxoNzfcUzubNgnhflb8xq1RLF+LhLFekOiWG9IFNsYEsV6R6JYb0gU2xgSxTaOjEIUZ20OEMV62vWKYhe/z3We8q4lfGP8ptzVtF8eaDsmb2o6KMUFhfoF2eARiGL9CiCK9YZEsd6QKLYxJIr1jkSx3pAotjEkim0cGYUoztocIIr1tNmMYnctYW/X6K7Tcm7whtzVuN87a/S9zYektLBY/+Q30QhEsX5lEMV6Q6JYb0gU2xgSxXpHolhvSBTbGBLFNo6MQhRnbQ4QxXpa6yiemJ+S5zvPyr91npbTA1dlf02r/Mauu+T+tqNSVliqf8KbdASiWL9iiGK9IVGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj2tRRRPLczIT7tek+dvnJJTA1ektrRC3t5+XB7adbc0bq/WP8ktMAJRrF9JRLHekCjWGxLFNoZEsd6RKNYbEsU2hkSxjSOjEMVZmwNEsZ420yheWl6Sl/svydNXX5Jf9pyXwoJCua/lsLxj551ytH7npr+Ekl5u7QhEsV6UKNYbEsV6Q6LYxpAo1jsSxXpDotjGkCi2cWQUojhrc4Ao1tOmG8W9k8PyL1dfkn+5/rIMz0zI4boOeXjX3XJf6xEpKSjSP6EtOgJRrF9xRLHekCjWGxLFNoZEsd6RKNYbEsU2hkSxjSOjEMVZmwNEsZ42SBTPLs7LT7vOyjPXfiVnB65LTWm5vKPjTnlo113StL1G/yRyYASiWL8SiWK9IVGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgeIYj1tqig+P9TpbRV+vvOMzC3Ny5uaD8rDu+6SOxv2Sn5evv7Bc2gEoli/MolivSFRrDckim0MiWK9I1GsNySKbQyJYhtHRiGKszYHiGI9bXwUu8soPXvtFXnm6svSOXFT2it2eCH8to7jUllcpn/AHB2BKNavWKJYb0gU6w2JYhtDoljvSBTrDYliG0Oi2MaRUYjirM0BolhP66J4bHJKLk93yzPupFm9r0txfpHc337U2z16f02b/kFCMAJRrF/JRLHekCjWGxLFNoZEsd6RKNYbEsU2hkSxjSOjEMVZmwNEsY62d2JI/unyr+TZG6/I6NykHKnf6Z00660th0N90qxMVIniTNTW3oco1hsSxXpDotjGkCjWOxLFekOi2MaQKLZxZBSiOGtzgChOn9adNOvfus54W4VfG3QnzaqQ+5qOyu8euIeTZqXPuXoPoliBt3JXolhvSBTrDYliG0OiWO9IFOsNiWIbQ6LYxpFRiOKszQGiODjtOe+kWb/yTpq1sLwob2o64B0rfKx2t0xNz0l1JccLB9e89ZZEsUYvcl+iWG9IFOsNiWIbQ6JY70gU6w2JYhtDotjGkVGI4qzNAaI4Ne3o7KQ8e+OkPHPlJemaGJD2igZ5eNed8uDO41JeFIngIJdkytoKzKGBiWL9yiSK9YZEsd6QKLYxJIr1jkSx3pAotjEkim0cGYUoztocIIpvpV1aXpJf9V1YOWnWBe/Y4Pvbjq2cNKv1ljsQxTbTkyjWOxLFekOiWG9IFNsYEsV6R6JYb0gU2xgSxTaOjEIUZ20OEMVv0HonzbryK/nxjVdkZHZSjtbvlIcCnDSLKLaZnkSx3pEo1hsSxXpDotjGkCjWOxLFekOi2MaQKLZxZBSiOGtzIOxR7E6a9XznaXn66ktyfuiG1JVWyIMdd8hv7Lor8EmziGKb6UkU6x2JYr0hUaw3JIptDIlivSNRrDckim0MiWIbR0YhirM2B8IaxecGb8gz7qRZ3WdlcWlR3tx0UB7adafc0bBP8vPy0vImitPiSnpjoljvSBTrDYlivSFRbGNIFOsdiWK9IVFsY0gU2zgyClGctTkQpih2J8360fVXvJNmdU8OSkdFg3ec8IM7b189aVYm0ERxJmq33oco1jsSxXpDolhvSBTbGBLFekeiWG9IFNsYEsU2joxCFGdtDuR6FLuTZv2i93X5l6sveyfPcifNeqDtmLd79P6aW0+alQk0UZyJGlFso7Z2FKJYr0oU6w2JYhtDoljvSBTrDYliG0Oi2MaRUYjirM2BXI1id/kkt0XYXU7JbSE+Vr/L2yp8b8thL4wtv4hiG022FOsdiWK9IVGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgdyKYpnFubk+a4z3rHC54c6vZNmvWPnnd4ZpBvKqrJmSBTb0BLFekeiWG9IFOsNiWIbQ6JY70gU6w2JYhtDotjGkVGI4qzNgVyIYnfSrH+88gt5ofuszC0uyD0th+U3d98tdzXsy5pb7MBEsQ0zUax3JIr1hkSx3pAotjEkivWORLHekCi2MSSKbRwZhSjO2hzYqlE8v7ToXUrp7y/+TC6P9sjOykbv7NFv79CdNCsTaKI4E7Vb70MU6x2JYr0hUaw3JIptDIlivSNRrDckim0MiWIbR0YhirM2B7ZaFA/PTshTl34u/3Tll+KuMfzrbcfkt3bfLftr2rJm5DcwUewnFOz7RHEwp1S3Ior1hkSx3pAotjEkivWORLHekCi2MSSKbRwZhSjO2hzYKlHsjhH++0s/kxe6zkp7ZYP81u43yds6bpNtBSVZswk6MFEcVCr17YhivSNRrDckivWGRLGNIVGsdySK9YZEsY0hUWzjyChEcdbmwGaP4n+59rI8dfnncn3spjzQfps8vOtuOVi7cVuFE60IothmehLFekeiWG9IFOsNiWIbQ6JY70gU6w2JYhtDotjGkVGI4qzNgc0YxQPTY/LDSy/KM9deku1FpfJ7+94qD+48vim2ChPFWZuKQhTrbYlivSFRrDckim0MiWK9I1GsNySKbQyJYhtHRiGKszYHNlMUn7x52Tte+Je9r8udjfvkd/fdK8d37MnaslsNzJZiG0miWO9IFOsNiWK9IVFsY0gU6x2JYr0hUWxjSBTbODIKUZy1ObDRUTy9OCvPXjspP7z0cxmZnZCHdt4lv733nqxeV9gakyi2ESWK9Y5Esd6QKNYbEsU2hkSx3pEo1hsSxTaGRLGNI6MQxVmbAxsVxV0TA97llJ698ao0l9XIb++7R97WdrsUFxRmbVmzNTBRbCNLFOsdiWK9IVGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgfWM4qXlpfk5z3n5R8uvShnB6/LPS2H5Hf33CtH6juytnzrMTBRbKNMFOsdiWK9IVGsNySKbQyJYr0jUaw3JIptDIliG0dGIYqzNgfWI4rH5qbkn6/+Sv7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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": "code", "execution_count": 42, "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": 43, "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": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 44, "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": 45, "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": 46, "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": 47, "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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"title": { "font": { "color": "#4D5663" }, "text": "Heatpump COP curve at Tsource=99 and Tsink=413" }, "width": 600, "xaxis": { "autorange": true, "gridcolor": "#E1E5ED", "range": [ 50, 99 ], "showgrid": true, "tickfont": { "color": "#4D5663" }, "title": { "font": { "color": "#4D5663" }, "text": "Thermal load in %" }, "type": "linear", "zerolinecolor": "#E1E5ED" }, "yaxis": { "autorange": true, "gridcolor": "#E1E5ED", "range": [ 5.5436794111111105, 8.087291188888889 ], "showgrid": true, "tickfont": { "color": "#4D5663" }, "title": { "font": { "color": "#4D5663" }, "text": "COP" }, "type": "linear", "zerolinecolor": "#E1E5ED" } } }, "image/png": 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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": 51, "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": 52, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 52, "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": 55, "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": 56, "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": 57, "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": 58, "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": 59, "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": 60, "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": 61, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets.py:263: 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": 62, "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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2 rows × 27 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-11-02 16:10:00+01:00 129.89 8.52 8.52 9.87 4.18 \n", "2023-12-13 01:09:00+01:00 73.01 76.80 76.80 76.80 76.80 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-11-02 16:10:00+01:00 37.086 78.10 \n", "2023-12-13 01:09:00+01:00 34.491 68.15 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2023-11-02 16:10:00+01:00 15.06 NaN NaN \n", "2023-12-13 01:09:00+01:00 13.14 NaN NaN \n", "\n", " ... from_storage_vdg_MW to_storage_MW \\\n", "2023-11-02 16:10:00+01:00 ... 0.0 NaN \n", "2023-12-13 01:09:00+01:00 ... 0.0 0.0 \n", "\n", " from_storage_MW storage_level_MWh hp_output_MWh \\\n", "2023-11-02 16:10:00+01:00 0.0 NaN NaN \n", "2023-12-13 01:09:00+01:00 0.0 NaN NaN \n", "\n", " hp_input_MWh to_storage_vdg_MWh \\\n", "2023-11-02 16:10:00+01:00 NaN NaN \n", "2023-12-13 01:09:00+01:00 NaN 0.0 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2023-11-02 16:10:00+01:00 0.0 NaN \n", "2023-12-13 01:09:00+01:00 0.0 0.0 \n", "\n", " from_storage_MWh \n", "2023-11-02 16:10:00+01:00 0.0 \n", "2023-12-13 01:09:00+01:00 0.0 \n", "\n", "[2 rows x 27 columns]" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.00000052560.000000322335.00000052560.0
mean95.81731393.568163103.4389975.8321630.7879331.0
std49.046697194.977533195.6965519.1781354.1136680.0
min-500.000000-1549.470000-1549.4700001.0000000.0000001.0
25%76.93500047.00000057.9675001.0000000.0000001.0
50%99.21500084.13000088.5700001.0000000.0000001.0
75%122.400000114.020000119.5925001.0000000.0000001.0
max463.7700002037.7400002037.74000023.30000022.3000001.0
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 52560.000000 \n", "mean 95.817313 93.568163 103.438997 5.832163 \n", "std 49.046697 194.977533 195.696551 9.178135 \n", "min -500.000000 -1549.470000 -1549.470000 1.000000 \n", "25% 76.935000 47.000000 57.967500 1.000000 \n", "50% 99.215000 84.130000 88.570000 1.000000 \n", "75% 122.400000 114.020000 119.592500 1.000000 \n", "max 463.770000 2037.740000 2037.740000 23.300000 \n", "\n", " to_storage_MW Total demand \n", "count 322335.000000 52560.0 \n", "mean 0.787933 1.0 \n", "std 4.113668 0.0 \n", "min 0.000000 1.0 \n", "25% 0.000000 1.0 \n", "50% 0.000000 1.0 \n", "75% 0.000000 1.0 \n", "max 22.300000 1.0 " ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
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2023-08-08 12:25:00+02:00-51.58-41.40-41.40NaN0.00.0NaN
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-05-01 17:21:00+02:00 89.95 80.55 80.55 NaN \n", "2023-08-05 08:07:00+02:00 91.33 40.49 40.49 NaN \n", "2023-06-18 22:21:00+02:00 137.38 84.02 84.02 NaN \n", "2023-03-11 17:18:00+01:00 130.02 114.96 157.23 NaN \n", "2023-06-19 02:56:00+02:00 88.57 -32.42 -32.42 NaN \n", "2023-10-03 22:20:00+02:00 97.40 1.00 1.00 NaN \n", "2023-01-18 22:39:00+01:00 117.51 66.12 66.12 1.0 \n", "2023-06-15 23:58:00+02:00 125.00 114.96 114.96 NaN \n", "2023-03-22 01:58:00+01:00 73.19 59.94 59.94 NaN \n", "2023-05-03 03:49:00+02:00 97.80 60.26 60.26 NaN \n", "2023-03-29 02:12:00+02:00 95.40 97.65 97.65 NaN \n", "2023-07-23 05:21:00+02:00 11.09 67.70 67.70 NaN \n", "2023-12-27 19:41:00+01:00 64.90 -8.81 -8.81 NaN \n", "2023-12-28 10:50:00+01:00 29.60 -40.00 -40.00 NaN \n", "2023-07-29 19:26:00+02:00 91.46 64.05 64.05 NaN \n", "2023-11-29 20:59:00+01:00 161.00 98.82 98.82 NaN \n", "2023-03-04 03:28:00+01:00 125.93 110.82 110.82 NaN \n", "2023-02-28 21:30:00+01:00 153.88 124.47 124.47 NaN \n", "2023-04-15 05:46:00+02:00 103.55 90.91 100.17 NaN \n", "2023-08-08 12:25:00+02:00 -51.58 -41.40 -41.40 NaN \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-05-01 17:21:00+02:00 0.0 0.0 NaN \n", "2023-08-05 08:07:00+02:00 NaN 0.0 NaN \n", "2023-06-18 22:21:00+02:00 NaN 0.0 NaN \n", "2023-03-11 17:18:00+01:00 0.0 0.0 NaN \n", "2023-06-19 02:56:00+02:00 NaN 0.0 NaN \n", "2023-10-03 22:20:00+02:00 NaN 0.0 NaN \n", "2023-01-18 22:39:00+01:00 0.0 0.0 1.0 \n", "2023-06-15 23:58:00+02:00 0.0 0.0 NaN \n", "2023-03-22 01:58:00+01:00 0.0 0.0 NaN \n", "2023-05-03 03:49:00+02:00 NaN 0.0 NaN \n", "2023-03-29 02:12:00+02:00 0.0 0.0 NaN \n", "2023-07-23 05:21:00+02:00 0.0 NaN NaN \n", "2023-12-27 19:41:00+01:00 NaN 0.0 NaN \n", "2023-12-28 10:50:00+01:00 NaN 0.0 NaN \n", "2023-07-29 19:26:00+02:00 NaN 0.0 NaN \n", "2023-11-29 20:59:00+01:00 NaN 0.0 NaN \n", "2023-03-04 03:28:00+01:00 0.0 0.0 NaN \n", "2023-02-28 21:30:00+01:00 NaN 0.0 NaN \n", "2023-04-15 05:46:00+02:00 0.0 0.0 NaN \n", "2023-08-08 12:25:00+02:00 0.0 0.0 NaN " ] }, "execution_count": 64, "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": 65, "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": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 66, "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": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 67, "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": 68, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
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2023-06-10 22:40:00+02:0098.0073.6973.69NaNNaNNaNNaNNaN0.0
2023-12-30 08:08:00+01:0073.5053.2953.29NaNNaNNaNNaNNaN0.0
2023-11-25 22:54:00+01:00117.86160.72160.72NaNNaNNaNNaN0.0NaN
2023-09-28 12:38:00+02:0083.46143.82143.82NaNNaNNaNNaN0.0NaN
2023-03-08 04:39:00+01:00111.0095.9895.98NaNNaNNaNNaN0.00.0
2023-11-22 11:22:00+01:00103.5789.6789.67NaNNaNNaNNaN0.00.0
2023-02-11 15:15:00+01:00144.00190.93190.93NaNNaNNaNNaN0.0NaN
2023-12-10 05:36:00+01:0017.54150.94150.94NaNNaNNaNNaN0.0NaN
2023-11-10 01:39:00+01:0059.73-21.04-21.04NaNNaNNaNNaNNaN0.0
2023-03-27 15:39:00+02:00-20.02-58.32-58.32NaNNaNNaNNaNNaN0.0
2023-03-29 22:07:00+02:00109.90-239.57145.37NaNNaNNaNNaN0.00.0
2023-05-01 19:09:00+02:00123.11-20.26-20.26NaNNaNNaNNaNNaN0.0
2023-01-11 04:22:00+01:000.00-5.34-5.341.0-0.5881.01.7020.00.0
2023-01-27 07:23:00+01:00176.10154.67154.671.0-0.5881.01.7020.00.0
2023-07-21 15:58:00+02:0073.6862.7780.47NaNNaNNaNNaN0.00.0
2023-07-28 23:11:00+02:00101.64116.57116.57NaNNaNNaNNaN0.00.0
2023-11-15 16:10:00+01:00119.2161.00108.96NaNNaNNaNNaN0.00.0
2023-04-10 07:04:00+02:0077.65-9.07-9.07NaNNaNNaNNaNNaN0.0
2023-12-13 14:46:00+01:00102.0684.2684.26NaNNaNNaNNaN0.00.0
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" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2023-04-27 04:24:00+02:00 97.37 86.03 86.03 NaN NaN \n", "2023-06-10 22:40:00+02:00 98.00 73.69 73.69 NaN NaN \n", "2023-12-30 08:08:00+01:00 73.50 53.29 53.29 NaN NaN \n", "2023-11-25 22:54:00+01:00 117.86 160.72 160.72 NaN NaN \n", "2023-09-28 12:38:00+02:00 83.46 143.82 143.82 NaN NaN \n", "2023-03-08 04:39:00+01:00 111.00 95.98 95.98 NaN NaN \n", "2023-11-22 11:22:00+01:00 103.57 89.67 89.67 NaN NaN \n", "2023-02-11 15:15:00+01:00 144.00 190.93 190.93 NaN NaN \n", "2023-12-10 05:36:00+01:00 17.54 150.94 150.94 NaN NaN \n", "2023-11-10 01:39:00+01:00 59.73 -21.04 -21.04 NaN NaN \n", "2023-03-27 15:39:00+02:00 -20.02 -58.32 -58.32 NaN NaN \n", "2023-03-29 22:07:00+02:00 109.90 -239.57 145.37 NaN NaN \n", "2023-05-01 19:09:00+02:00 123.11 -20.26 -20.26 NaN NaN \n", "2023-01-11 04:22:00+01:00 0.00 -5.34 -5.34 1.0 -0.588 \n", "2023-01-27 07:23:00+01:00 176.10 154.67 154.67 1.0 -0.588 \n", "2023-07-21 15:58:00+02:00 73.68 62.77 80.47 NaN NaN \n", "2023-07-28 23:11:00+02:00 101.64 116.57 116.57 NaN NaN \n", "2023-11-15 16:10:00+01:00 119.21 61.00 108.96 NaN NaN \n", "2023-04-10 07:04:00+02:00 77.65 -9.07 -9.07 NaN NaN \n", "2023-12-13 14:46:00+01:00 102.06 84.26 84.26 NaN NaN \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2023-04-27 04:24:00+02:00 NaN NaN 0.0 0.0 \n", "2023-06-10 22:40:00+02:00 NaN NaN NaN 0.0 \n", "2023-12-30 08:08:00+01:00 NaN NaN NaN 0.0 \n", "2023-11-25 22:54:00+01:00 NaN NaN 0.0 NaN \n", "2023-09-28 12:38:00+02:00 NaN NaN 0.0 NaN \n", "2023-03-08 04:39:00+01:00 NaN NaN 0.0 0.0 \n", "2023-11-22 11:22:00+01:00 NaN NaN 0.0 0.0 \n", "2023-02-11 15:15:00+01:00 NaN NaN 0.0 NaN \n", "2023-12-10 05:36:00+01:00 NaN NaN 0.0 NaN \n", "2023-11-10 01:39:00+01:00 NaN NaN NaN 0.0 \n", "2023-03-27 15:39:00+02:00 NaN NaN NaN 0.0 \n", "2023-03-29 22:07:00+02:00 NaN NaN 0.0 0.0 \n", "2023-05-01 19:09:00+02:00 NaN NaN NaN 0.0 \n", "2023-01-11 04:22:00+01:00 1.0 1.702 0.0 0.0 \n", "2023-01-27 07:23:00+01:00 1.0 1.702 0.0 0.0 \n", "2023-07-21 15:58:00+02:00 NaN NaN 0.0 0.0 \n", "2023-07-28 23:11:00+02:00 NaN NaN 0.0 0.0 \n", "2023-11-15 16:10:00+01:00 NaN NaN 0.0 0.0 \n", "2023-04-10 07:04:00+02:00 NaN NaN NaN 0.0 \n", "2023-12-13 14:46:00+01:00 NaN NaN 0.0 0.0 " ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 69, "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 -1.215696\n", "hp_output_MW 5.832163\n", "cop 2.905805\n", "to_storage_MW 0.787933\n", "from_storage_MW 0.586921\n", "dtype: float64" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 71, "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": 72, "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": 74, "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": 75, "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": 77, "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:263: 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:263: 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": 78, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.7006802721088439" ] }, "execution_count": 78, "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": 79, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "4.797385604548821" ] }, "execution_count": 79, "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": 80, "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+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.01.0-0.5881.7020.017-0.01
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.01.0-0.5881.7020.017-0.01
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.01.0-0.5881.7020.017-0.01
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.01.0-0.5881.7020.017-0.01
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0175.0144.01.01.01.0-0.5881.7020.017-0.01
\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 75.0 144.0 \n", "2023-01-01 00:01:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:02:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:03:00+01:00 1.01 75.0 144.0 \n", "2023-01-01 00:04:00+01:00 1.01 75.0 144.0 \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 -0.588 \n", "2023-01-01 00:01:00+01:00 1.0 1.0 1.0 -0.588 \n", "2023-01-01 00:02:00+01:00 1.0 1.0 1.0 -0.588 \n", "2023-01-01 00:03:00+01:00 1.0 1.0 1.0 -0.588 \n", "2023-01-01 00:04:00+01:00 1.0 1.0 1.0 -0.588 \n", "\n", " cop hp_output_MWh hp_input_MWh \n", "2023-01-01 00:00:00+01:00 1.702 0.017 -0.01 \n", "2023-01-01 00:01:00+01:00 1.702 0.017 -0.01 \n", "2023-01-01 00:02:00+01:00 1.702 0.017 -0.01 \n", "2023-01-01 00:03:00+01:00 1.702 0.017 -0.01 \n", "2023-01-01 00:04:00+01:00 1.702 0.017 -0.01 " ] }, "execution_count": 80, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 81, "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": 82, "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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'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": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 85, "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": 86, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_9420\\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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" ] }, "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": 88, "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": 89, "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": 89, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 90, "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": 91, "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": 93, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_9420\\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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", "text/html": [ "
" ] }, "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": 95, "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": 95, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 96, "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": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 98, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 99, "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=, min_th_power=0.0))" ] }, "execution_count": 99, "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": 100, "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": 101, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 101, "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": 102, "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": 103, "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": 104, "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": 105, "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": 106, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 107, "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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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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"text/html": [ "
" ] }, "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": 109, "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": 110, "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": 111, "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)-526-1,067
Total exported to grid (MWh)--
Total consumed from grid (MWh)5261,067
Total nominated volume (MWh)-526-526
Absolute imbalance volume (MWh)-622
Mean selling price (€/MWh)--
Mean buying price (€/MWh)12877
Total day-ahead result (€)-67,088-67,088
Total POS result (€)-10,236
Total NEG result (€)--24,857
Total imbalance result (€)--14,621
Total combined result (€)-67,088-81,709
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -526 -1,067\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 526 1,067\n", "Total nominated volume (MWh) -526 -526\n", "Absolute imbalance volume (MWh) - 622\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 128 77\n", "Total day-ahead result (€) -67,088 -67,088\n", "Total POS result (€) - 10,236\n", "Total NEG result (€) - -24,857\n", "Total imbalance result (€) - -14,621\n", "Total combined result (€) -67,088 -81,709" ] }, "execution_count": 111, "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": 112, "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 (€)-67,088-81,709
Electricity taxes (€)-499-1,014
Grid transport costs (€)--
HotWaterStorage OPEX (€)--8,500
EBITDA (€)-49,870-73,506
Depreciation (€)-186,400-203,400
EBITDA + depr (€)-236,270-276,906
\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 (€) -67,088 -81,709\n", "Electricity taxes (€) -499 -1,014\n", "Grid transport costs (€) - -\n", "HotWaterStorage OPEX (€) - -8,500\n", "EBITDA (€) -49,870 -73,506\n", "Depreciation (€) -186,400 -203,400\n", "EBITDA + depr (€) -236,270 -276,906" ] }, "execution_count": 112, "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": 113, "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 (€)-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870
Irregular Cashflows (€)------------
EBITDA (€)-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870
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 (€)-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270
Income tax (Vpb.) (€)------------
NOPLAT (€)-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270-236,270
Depreciations (€) +/+186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400186,400
Free Cash Flow (€)-4,683,300-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870-49,870
Simple Payback PeriodN/A
IRR (%)N/A
WACC (%)10%
NPV of explicit period (€)-4,566,456
Discounted residual value (€)779,530
NPV (€)-4,566,456
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -4,683,300 \n", "Regular Earnings (€) -49,870 -49,870 -49,870 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) -49,870 -49,870 -49,870 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 \n", "EBIT (€) -236,270 -236,270 -236,270 \n", "Income tax (Vpb.) (€) - - - \n", "NOPLAT (€) -236,270 -236,270 -236,270 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 \n", "Free Cash Flow (€) -4,683,300 -49,870 -49,870 -49,870 \n", "Simple Payback Period N/A \n", "IRR (%) N/A \n", "WACC (%) 10% \n", "NPV of explicit period (€) -4,566,456 \n", "Discounted residual value (€) 779,530 \n", "NPV (€) -4,566,456 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -49,870 -49,870 -49,870 -49,870 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -49,870 -49,870 -49,870 -49,870 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 -186,400 \n", "EBIT (€) -236,270 -236,270 -236,270 -236,270 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -236,270 -236,270 -236,270 -236,270 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 186,400 \n", "Free Cash Flow (€) -49,870 -49,870 -49,870 -49,870 \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 (€) -49,870 -49,870 -49,870 -49,870 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -49,870 -49,870 -49,870 -49,870 \n", "Depreciations (€) -/- -186,400 -186,400 -186,400 -186,400 \n", "EBIT (€) -236,270 -236,270 -236,270 -236,270 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -236,270 -236,270 -236,270 -236,270 \n", "Depreciations (€) +/+ 186,400 186,400 186,400 186,400 \n", "Free Cash Flow (€) -49,870 -49,870 -49,870 -49,870 \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 (€) -49,870 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) -49,870 \n", "Depreciations (€) -/- -186,400 \n", "EBIT (€) -236,270 \n", "Income tax (Vpb.) (€) - \n", "NOPLAT (€) -236,270 \n", "Depreciations (€) +/+ 186,400 \n", "Free Cash Flow (€) -49,870 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 113, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 114, "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. 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", "text/html": [ "
" ] }, "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": 115, "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": 116, "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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", 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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": 118, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 119, "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, -0.11418744, -0.13782271 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -64317.12, -114187.44, -137822.71 ] } ], "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", 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ybXt48KGtYc2qlVgIECBAgEAtgfs2PxT2Wrks7LnH0lrjDSJAgMAoAaF4lJDvEyBQW0Aork1nIAECBAjsEhCKbQUCBKYtIBRPW1h9Ah0WEIo73HxLJ0CAQCIBoTgRpDIECCwoIBTbHAQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECAwbQGheNrC6hMgIBTbAwQITE1AKJ4arcIECBDojIBQ3JlWWyiBxgSE4sbonZhA+wWE4vb32AoJECCQUuDCD/xF+Pq3bgrn/dFvh/3WrJotPRiK77lvczj9D94TbvjOzbPfP+FVLwsnv+5XU05DLQIEOiYgFHes4ZZLYHcKCMW7U9u5CBAgULZAFYgv/ehnw7qnP2XBUPzQw1vD28+/NDz/iMPCcS97cRj8c9kCZk+AQFMCQvEI+VtuvS2cfc4FYfPm++eOPOiJTwhnnnF62HfN6qb65rwEihAQiotok0kSIECgcYFPffYL4Zbv3RFe9LxnhQs/8PEFQ3HvKvHJr3tF+LnnPH123lWYrr5cLW68jSZAoFgBoXiMUHz+RRvDqSdtCIcecnCxjTZxAk0ICMVNqDsnAQIEyhKoAvFXv/kP4fdOPSHceNPNi4biamXV8X/87kvD+//7m8NTDz0o/OG5HwynbnhVeOohTyxr4WZLgEA2AkKxUJzNZjSR9gkIxe3rqRURIEAgpcDXv/Wd8Mkrrp0NxCtXLAvVnxe7Ulyd+59u/X4469wPzk7jhpv+2WuKUzZELQIdFRCKxwjF/bdPu3W6o/9SLLuWgFBci80gAgQIdEagd9V3cMH9ryvuf6Ot6vbp/ivDvdcUH/D4/dw+3ZldY6EE0gsIxROabtz0kXDX3XeH007aEFYsXx7uf+DhCSs4nEB3BHbs2Bke2b4jLN9zaXcWbaUEJhSYmVkaduzYPuEohxNop8A3b/jH8Cd/9qnwjrf+Zth39T6zi9zyyPaw59KZMDOzJPzzbT8I79/0yXDGyf957vuf+dwXwze+dVN48xuOn73a7ItAFwX22XtFF5edbM1C8YSU1RtvXXLp5eFNJ584+0ZbD2/ZNmEFhxPojsCOHTvC1q3bw4oVe3Zn0VZKYEKBJTNLws4dOycc5XAC7RT4u+tvCu+79JPhf7ztt8K+q1eFe3+8ObzlrIvCL7/s34SXH/Pi2T//ztnvC7/8iy8O//7oF82++/Q5770sHPD4fcMbTviVdqJYFYExBFYs32OMoxyykIBQPOHeGAzFEw53OIFOCbh9ulPttlgCBAhECwy+pri6XfqUt10QXvFLR4ZfOfYXZutXryk+9fcvCD+480ezf/Y5xdHsChDovIBQPGIL/M21XwxPPvSn5t55urp9uvrasP74zm8eAARGCQjFo4R8nwABAgRGCfS/pnjUsb5PgACBOgJC8Qi16759Q3jHue+dO+qIw9fNvZ64DrgxBLokIBR3qdvWSoAAgekICMXTcVWVAIGfCAjFdgMBAlMTEIqnRqswAQIEOiMgFHem1RZKoDEBobgxeicm0H4Bobj9PbZCAgQITFtAKJ62sPoECAjF9gABAlMTEIqnRqswAQIEOiMgFHem1RZKoDEBobgxeicm0H4Bobj9PbbC9gt8+rtfCp/+7hfDzMxM+xdrhVkKVJ95v2RJCEuq/+eLQAMCj1uxKrzlBf8p7Lvi0c/O9tU+AaG4fT21IgLZCAjF2bTCRAjUFnjLNReHFUv3DGuW7127hoEEYgQe2bYjLF26JMwIxTGMxkYI3HT398LJP/cfw7Mf/5SIKobmLCAU59wdcyNQuIBQXHgDTZ9ACOF3rvnTsGbZXmHtylU8CDQisPWR7WGPpTNhZsaV4kYa4KThWz+8OZz03OOE4hbvBaG4xc21NAJNCwjFTXfA+QnECwjF8YYqxAkIxXF+RscLCMXxhrlXEIpz75D5EShYQCguuHmmTmCXgFBsKzQtIBQ33QHnF4rbvweE4vb32AoJNCYgFDdG78QEkgkIxckoFaopIBTXhDMsmYBQnIwy20JCcbatMTEC5QsIxeX30AoICMX2QNMCQnHTHXB+obj9e0Aobn+PrZBAYwJCcWP0TkwgmYBQnIxSoZoCQnFNOMOSCQjFySizLSQUZ9saEyNQvoBQXH4PrYCAUGwPNC0gFDfdAecXitu/B4Ti9vfYCgk0JiAUN0bvxASSCQjFySgVqikgFNeEMyyZgFCcjDLbQkJxtq0xMQLlCwjF5ffQCggIxfZA0wJCcdMdcH6huP17QChuf4+tkEBjAkJxY/ROTCCZgFCcjFKhmgJCcU04w5IJCMXJKLMtJBRn2xoTI1C+gFBcfg+tgIBQbA80LSAUN90B5xeK278HhOL299gKCTQmIBQ3Ru/EBJIJCMXJKBWqKSAU14QzLJmAUJyMMttCQnG2rTExAuULCMXl99AKCAjF9kDTAkJx0x1wfqG4/XtAKG5/j62QQGMCQnFj9E5MIJmAUJyMUqGaAkJxTTjDkgkIxckosy0kFGfbGhMjUL6AUFx+D62AgFBsDzQtIBQ33QHnF4rbvweE4vb32AoJNCYgFDdG78QEkgkIxckoFaopIBTXhDMsmYBQnIwy20JCcbatMTEC5QsIxeX30AoICMX2QNMCQnHTHXB+obj9e0Aobn+PrZBAYwJCcWP0TkwgmYBQnIxSoZoCQnFNOMOSCQjFySizLSQUZ9saEyNQvoBQXH4PrYCAUGwPNC0gFDfdAecXitu/B4Ti9vfYCgk0JiAUN0bvxASSCQjFySgVqikgFNeEMyyZgFCcjDLbQkJxtq0xMQLlCwjF5ffQCggIxfZA0wJCcdMdcH6huP17QChuf4+tkEBjAkJxY/ROTCCZgFCcjFKhmgJCcU04w5IJCMXJKLMtJBRn2xoTI1C+gFBcfg+tgIBQbA80LSAUN90B5xeK278HhOL299gKCTQmIBQ3Ru/EBJIJCMXJKBWqKSAU14QzLJmAUJyMMttCQvEErbnu2zeEd5z73vDWN78xHP7sdROMdCiBbgoIxd3su1W3S0Aoblc/S1yNUFxi19o1Z6G4Xf0cthqheMwe9wJxdbhQPCaawzovIBR3fgsAaIGAUNyCJha+BKG48Aa2YPpCcQuaOGIJQvEYPb7l1tvCJZdeHl5/wvHh/PdtDOtf80pXisdwcwgBodgeIFC+gFBcfg9LX4FQXHoHy5+/UFx+D0etQCgeIVQF4vMv2hhOPWlDWLNmdTjrnecJxaN2le8T2CUgFNsKBMoXEIrL72HpKxCKS+9g+fMXisvv4agVCMWLCN1734/Duy68OLz+hFeHQw85OFR/HgzFW7ZuG2Xs+wQ6K7B9+46w9ZFtYeWKZZ01sHACowRmwpKwI+wcdVhj3/9vf/uBsHrZXmHtilWNzcGJuy2wbdv2sHRmJiyZWdJtCKtvTOD6u24OJz7n5WHd457c2BxGnXj5sj1GHeL7iwgIxYvgVFeJzz7ngrB58/2POar3uuLNDzxsgxEgsIDAjp07w7ZtO8KyPZcyIkBgAYGlS5eE7dvzDcV/+OVNYdWee4X9VuyjhwQaEdixY2eYWbIkBJm4EX8nDeHGH90SXr/u2PCMtYdmy7Fq7xXZzq2EiQnFE3Rp2JXiCYY7lEDnBNw+3bmWW3ALBdw+3cKmFrYkt08X1rAWTtft0y1s6sCShOIJeiwUT4DlUAIhBKHYNiBQvoBQXH4PS1+BUFx6B8ufv1Bcfg9HrUAoHiXU932heAIshxIQiu0BAq0QEIpb0caiFyEUF92+VkxeKG5FGxddhFDc/h5bIYHGBFwpbozeiQkkExCKk1EqVFNAKK4JZ1gyAaE4GWW2hYTibFtjYgTKFxCKy++hFRAQiu2BpgWE4qY74PxCcfv3gFDc/h5bIYHGBITixuidmEAyAaE4GaVCNQWE4ppwhiUTEIqTUWZbSCjOtjUmRqB8AaG4/B5aAQGh2B5oWkAobroDzi8Ut38PCMXt77EVEmhMQChujN6JCSQTEIqTUSpUU0AorglnWDIBoTgZZbaFhOJsW2NiBMoXEIrL76EVEBCK7YGmBYTipjvg/EJx+/eAUNz+HlshgcYEhOLG6J2YQDIBoTgZpUI1BYTimnCGJRMQipNRZltIKM62NSZGoHwBobj8HloBAaHYHmhaQChuugPOLxS3fw8Ixe3vsRUSaExAKG6M3okJJBMQipNRKlRTQCiuCWdYMgGhOBlltoWE4mxbY2IEyhcQisvvoRUQEIrtgaYFhOKmO+D8QnH794BQ3P4eWyGBxgSE4sbonZhAMgGhOBmlQjUFhOKacIYlExCKk1FmW0gozrY1JkagfAGhuPweWgEBodgeaFpAKG66A84vFLd/DwjF7e+xFRJoTEAobozeiQkkExCKk1EqVFNAKK4JZ1gyAaE4GWW2hYTibFtjYgTKFxCKy++hFRAQiu2BpgWE4qY74PxCcfv3gFDc/h5bIYHGBITixuidmEAyAaE4GaVCNQWE4ppwhiUTEIqTUWZbSCjOtjUmRqB8AaG4/B5aAQGh2B5oWkAobroDzi8Ut38PCMXt77EVEmhMQChujN6JCSQTEIqTUSpUU0AorglnWDIBoTgZZbaFhOJsW2NiBMoXEIrL76EVEBCK7YGmBYTipjvg/EJx+/eAUNz+HlshgcYEhOLG6J2YQDIBoTgZpUI1BYTimnCGJRMQipNRZltIKM62NSZGoHwBobj8HloBAaHYHmhaQChuugPOLxS3fw8Ixe3vsRUSaExAKG6M3okJJBMQipNRKlRTQCiuCWdYMgGhOBlltoWE4mxbY2IEyhcQisvvoRUQEIrtgaYFhOKmO+D8QnH794BQ3P4eWyGBxgSE4sbonZhAMgGhOBmlQjUFhOKacIYlExCKk1FmW0gozrY1JkagfAGhuPweWgEBodgeaFpAKG66A84vFLd/DwjF7e+xFRJoTEAobozeiQkkExCKk1EqVFNAKK4JZ1gyAaE4GWW2hYoKxRs3fSRcdfW1s5hHH3Vk2LD++GxhTYwAgRCEYruAQPkCQnH5PSx9BUJx6R0sf/5Ccfk9HLWCYkLxFVdeHa67/sZw2kkbworly0MVkJ900IHh2GOOGrVG3ydAoCEBobgheKclkFBAKE6IqVQtAaG4FptBCQWE4oSYmZYqIhQ/vGVLePdFG8OxR78kHP7sdbOUt9x6W7jk0svDm04+Mey7ZnWmvKZFoNsCQnG3+2/17RAQitvRx5JXIRSX3L12zF0obkcfF1tFEaH43vt+HN514cXh9Se8Ohx6yMGz6xn2d+1vlxUSKEtAKC6rX2ZLYJiAUGxfNC0gFDfdAecXitu/B4oOxWe987yw/jWvnLt63P52WSGBsgSE4rL6ZbYEhGJ7IEcBoTjHrnRrTkIdXXgrAAAgAElEQVRx+/stFI/ocXWb9tnnXBA2b75/9sgjDl8397rm9m8PKyQQJyAUx/kZTSAHAVeKc+hCt+cgFHe7/zmsXijOoQvTnUMxobi6Knz79+9YVOOgJz4hnHnG6UlfY1y9wddBBx4wdzW6eoOv6ss7X093Y6reDgGhuB19tIpuCwjF3e5/DqsXinPoQrfnIBS3v/9FhOKc2jD4Ltg5zc1cCOQmIBTn1hHzITC5gFA8uZkRaQWE4rSeqk0uIBRPblbaCKF4go713gV7/7Vr564U79ixc4IKDiXQLYFHtu0ID2/ZGlbtvaJbC7daAhMJLAkh5PtY8rt/szGsWb5XWLti1USrcjCBVALVE6xLl86EmSXVvxVfBHa/wLfuujmcdMRx4Vn7P3n3n3zMM87M+PcxJtXQw4oLxdXty1ddfe28xRx91JFTv525d97B1xTffd8DMf7GEmi5wM6wY0cIflC3vM2WFyWw5x5LQ/VLf65fZ3/tQ2HVnnuFfZfvk+sUzavtAjt3hjD7+75f+tve6lzX9/f33Br+y2EvC4ftd0iuUwxr1+yd7dxKmFgxobj6CKbqdcUHHLD/vDe66l29vfPOu5K/nnhYA90+XcK2NsdcBNw+nUsnzINAfQG3T9e3MzKNgNun0ziqUl/A7dP17UoZWUwoHvUGV6O+n6oh1btRX3Lp5eFNJ5+Y9A29Us1PHQI5CQjFOXXDXAjUExCK67kZlU5AKE5nqVI9AaG4nltJo4oIxb2rwcce/ZIFP5P4um/fEK646prkH5d02Z9/Irz4558fDj3k4Nm+VuH7rrvvTn6ekjaNuRIYV0AoHlfKcQTyFRCK8+1NV2YmFHel0/muUyjOtzepZlZEKK5unX7XhReH15/w6rlwOggwrSu4Vdh+x7nvnTudzylOtfXU6YKAUNyFLltj2wWE4rZ3OP/1CcX596jtMxSK297hEIoIxU1eKW7/FrBCAtMTEIqnZ6sygd0lIBTvLmnnWUhAKLY3mhYQipvuwPTPX0QorhhGvWZ41PenT+kMBAgMCgjF9gSB8gWE4vJ7WPoKhOLSO1j+/IXi8ns4agXFhOJc3n16FKjvEyDwEwGh2G4gUL6AUFx+D0tfgVBcegfLn79QXH4PR62gmFDcW0j1kUibLvvovHXtjs8pHgXp+wQIPFZAKLYrCJQvIBSX38PSVyAUl97B8ucvFJffw1ErKC4Uj1qQ7xMgkI+AUJxPL8yEQF0BobiunHGpBITiVJLq1BUQiuvKlTNOKC6nV2ZKoDgBobi4lpkwgccICMU2RdMCQnHTHXB+obj9e6CYUNz7aKS3vvmNj/ms4sW+1/4WWiGBfAWE4nx7Y2YExhUQiseVcty0BITiacmqO66AUDyuVLnHFROKR7279Kjvl9siMydQroBQXG7vzJxAT0AotheaFhCKm+6A8wvF7d8DRYTi3jtPr3/NKx9zlbjXoupq8aYPfyycecbpYd81q9vfOSskUICAUFxAk0yRwAgBodgWaVpAKG66A84vFLd/DxQTit914cXh9Se8Ohx6yMFDu3LLrbeFSy69PLzp5BOF4vbvWyssREAoLqRRpklgEQGh2PZoWkAobroDzi8Ut38PFBGKH96yJbz7oo3h2KNfsuiV4iuuuiacdtKGsGL58vZ3zgoJFCAgFBfQJFMk4EqxPZC5gFCceYM6MD2huP1NLiIUV22oPp/4e7f/IGxYf/zQrlSvKX7SQQeGY485qv1ds0IChQgIxYU0yjQJuFJsD2QsIBRn3JyOTE0obn+jiwnFvavFVUv6rwb3/v7OO+/yeuL271crLExAKC6sYaZLYIiA26dti6YFhOKmO+D8QnH790AxobjXiuqK8abLPjqvM+tf+ypXiNu/V62wQAGhuMCmmTKBAQGh2JZoWkAobroDzi8Ut38PFBeK298SKyTQHgGhuD29tJLuCgjF3e19LisXinPpRHfnIRS3v/dCcft7bIUEGhMQihujd2ICyQSE4mSUCtUUEIprwhmWTEAoTkaZbSGhONvWmBiB8gWE4vJ7aAUEhGJ7oGkBobjpDji/UNz+PSAUt7/HVkigMQGhuDF6JyaQTEAoTkapUE0BobgmnGHJBITiZJTZFhKKs22NiREoX0AoLr+HVkBAKLYHmhYQipvugPMLxe3fA0Jx+3tshQQaExCKG6N3YgLJBITiZJQK1RQQimvCGZZMQChORpltIaE429aYGIHyBYTi8ntoBQSEYnugaQGhuOkOOL9Q3P49IBS3v8dWSKAxAaG4MXonJpBMQChORqlQTQGhuCacYckEhOJklNkWEoqzbY2JEShfQCguv4dWQEAotgeaFhCKm+6A8wvF7d8DQnH7e2yFBBoTEIobo3diAskEhOJklArVFBCKa8IZlkxAKE5GmW0hoTjb1pgYgfIFhOLye2gFBIRie6BpAaG46Q44v1Dc/j0gFLe/x1ZIoDEBobgxeicmkExAKE5GqVBNAaG4JpxhyQSE4mSU2RYSirNtjYkRKF9AKC6/h1ZAQCi2B5oWEIqb7oDzC8Xt3wNCcft7bIUEGhMQihujd2ICyQSE4mSUCtUUEIprwhmWTEAoTkaZbSGhONvWmBiB8gWE4vJ7aAUEhGJ7oGkBobjpDji/UNz+PSAUj+jxdd++Ibzj3PfOHXXE4evCaSdtCCuWL2//7rBCApECQnEkoOEEMhAQijNoQsenIBR3fANksHyhOIMmTHkKQvEI4CuuvDocdOAB4fBnrwsPb9kS3n3RxrD/2rVhw/rjp9wa5QmULyAUl99DKyAgFNsDTQsIxU13wPmF4vbvAaF4wh5XIfm66290tXhCN4e3W+Ce+zaHPzz3g+HUDa8KTz3kiXOLHQzFn/rsF8Ifv/vSx2D8/mknhONe9uJ2I1kdgUIFhOJCG9eiaQvFLWpmoUsRigtt3ATTFoonwKoO3bjpI7MjXCmeEM7hrRR46OGt4e3nXxr+6pqvhAMPeFw4/49PWTQUDyIsFKZbiWVRBAoVEIoLbVyLpi0Ut6iZhS5FKC60cRNMWyieAKt6ffGmD38snHnG6WHfNatnR951zwMTVHAogXYK3Lf5/vA/3/fhsOG1x4VDn3Rg3yJ3hp0hhCVhydCFf/aaL4Xvff+H4XXH/4d2wlgVgTEEli3bI2zdum2MI5s55O1f/1BYtedeYd/l+zQzAWftvED1SPLoo8jwx5LOAwGYusDf33trOOFnXhYO2++QqZ+r7gn232/vukONq366PPDglup3Vl8jBKpA/J6LN4W3veWUcOghB88d/eiv/L4IdFuguuL7R+f+r3DKhlcOXCneER56aGtYvWrFY4AWGtNtSavvokD16/6SjB9LfveajWH1sr3C2pWrutgea85A4JFHtoelS2fCzIxQnEE7OjmFb//w5nDSc48Lz3r8k7Nd/0IXILKdcGYTE4rHaMhCgXiMoQ4h0AmBcV9T3I9Rvb74lu/dEU5+3a92wsgiCZQq4PbpUjvXnnm7fbo9vSx1JW6fLrVz489bKB5hNeyW6fF5HUmgGwKThuJ/uvX74axzPxjOfPOvz7uy3A0tqyRQloBQXFa/2jhbobiNXS1rTUJxWf2qM1uheIRa9cZaV1197byjVq3a5zG3UdfBN4ZAWwQmDcUXfuAvZpfuKnFbdoB1tFlAKG5zd8tYm1BcRp/aPEuhuM3dfXRtQnH7e2yFBKYusFAo/sQVnw8f/8y14YKzTwn7rXn09YiuEk+9HU5AIKmAUJyUU7EaAkJxDTRDkgoIxUk5sywmFGfZFpMiUIZA/0cy9Wb8717ygvB7p54QVq5YFgZDce/45x9xmM8lLqPFZkkgCMU2QdMCQnHTHXB+obj9e0Aobn+PrZBAYwKPbNseHnxoa1izamVjc3BiAgTiBITiOD+j4wWE4nhDFeIEhOI4vxJGC8UldMkcCRQqIBQX2jjTJtAnIBTbDk0LCMVNd8D5heL27wGhuP09tkICjQkIxY3ROzGBZAJCcTJKhWoKCMU14QxLJiAUJ6PMtpBQnG1rTIxA+QJCcfk9tAICQrE90LSAUNx0B5xfKG7/HhCKW97jq2+9Ltz54D0tX6Xl5SqwY8fO8Mgj28Py5XvkOkXz6oDAUYc8Nxyw15oOrHQ6SxSKp+Oq6vgCQvH4Vo6cjoBQPB3XnKoKxTl1I/Fcrr/rn8M5X/lo2H/lox+F44vA7hbYuXNnqILx0qUzu/vUzkdgVuChbVvD8qXLwnkvfQORmgJCcU04w5IJCMXJKBWqKSAU14QraJhQXFCzJp1qFYrf841PhcMf/+RJhzqeQBKBKhBv274jLNtzaZJ6ihCYVODuhzeHe7c8GM55yW9MOtTxuwSEYluhaQGhuOkOOL9Q3P49IBS3uMdCcYubW8jShOJCGtXiaQrF8c0ViuMNVYgTEIrj/IyOFxCK4w1zryAU596hiPkJxRF4hiYREIqTMCoSISAUR+C5UhyPp0ISAaE4CaMiEQJCcQReIUOF4kIaVWeaQnEdNWNSCgjFKTXVqiMgFNdRmz/GleJ4QxXiBITiOD+j4wWE4njD3CsIxbl3KGJ+QnEEnqFJBITiJIyKRAgIxRF4u4YKxfGGKsQJCMVxfkbHCwjF8Ya5VxCKc+9QxPyE4gg8Q5MICMVJGBWJEBCKI/CE4ng8FZIICMVJGBWJEBCKI/AKGSoUF9KoOtMUiuuoGZNSQChOqalWHQGhuI7a/DGuFMcbqhAnIBTH+RkdLyAUxxvmXkEozr1DEfMTiiPwDE0iIBQnYVQkQkAojsDbNVQojjdUIU5AKI7zMzpeQCiON8y9glCce4ci5icUR+AZmkRAKE7CqEiEgFAcgScUx+OpkERAKE7CqEiEgFAcgVfIUKG4kEbVmaZQXEfNmJQCQnFKTbXqCAjFddTmj3GlON5QhTgBoTjOz+h4AaE43jD3CkJx7h2KmJ9QHIFnaBIBoTgJoyIRAkJxBN6uoUJxvKEKcQJCcZyf0fECQnG8Ye4VhOLcOxQxP6E4As/QJAJCcRJGRSIEhOIIPKE4Hk+FJAJCcRJGRSIEhOIIvEKGCsWFNKrONIXiOmrGpBQQilNqqlVHQCiuozZ/jCvF8YYqxAkIxXF+RscLCMXxhrlXEIpz71DE/ITiCDxDkwgIxUkYFYkQEIoj8HYNFYrjDVWIExCK4/yMjhcQiuMNc68gFOfeoYj5CcUReIYmERCKkzAqEiEgFEfgCcXxeCokERCKkzAqEiEgFEfgFTJUKC6kUXWmKRTXUTMmpYBQnFJTrToCQnEdtfljXCmON1QhTkAojvMzOl5AKI43zL2CUJx7hyLmJxRH4BmaREAoTsKoSISAUByBt2uoUBxvqEKcgFAc52d0vIBQHG+YewWhOPcORcxPKI7AMzSJgFCchFGRCAGhOAJPKI7HUyGJgFCchFGRCAGhOAKvkKFCcSGNqjNNobiOmjEpBYTilJpq1REQiuuozR/jSnG8oQpxAkJxnJ/R8QJCcbxh7hWE4tw7FDE/oTgCz9AkAkJxEkZFIgSE4gi8XUOF4nhDFeIEhOI4P6PjBYTieMPcKwjFuXcoYn5CcQSeoUkEhOIkjIpECAjFEXhCcTyeCkkEhOIkjIpECAjFEXiFDBWKx2zULbfeFi659PLwppNPDPuuWT3mqGYPE4qb9Xf2EIRiu6BpAaE4vgOuFMcbqhAnIBTH+RkdLyAUxxvmXkEoHtGhe+/7cTjrneeF279/RzjoiU8IZ55xulCc+642v2wEhOJsWtHZiQjF8a0XiuMNVYgTEIrj/IyOFxCK4w1zryAUj9khV4rHhHIYgT4Bodh2aFpAKI7vgFAcb6hCnIBQHOdndLyAUBxvmHsFoXjMDgnFY0I5jIBQbA9kJCAUxzdDKI43VCFOQCiO8zM6XkAojjfMvYJQPGaHFgrF921+aMwKu/+wf7jn1nDJjVeEdWsP3f0nd0YCIYSdO3eG6v9mlszwINCIwL1b7g/3bX0w/MELTmjk/OOcdGZmyezr73P9Ousrl4ZVy/YK+y3fJ9cpmlfLBXbs3BGWVP+3ZEnLV2p5uQrcePct4defcWx4xtpDcp1iWLNqZbZzK2FiQvGYXVooFG99ZNuYFXb/YTf+6Jbwvuv+Mjx7/yfv/pM7I4FdoXj79h1hjz2W8iDQiMA9VSje8kB4+4tfl/z81S/pKb6qJ45S1Uoxn8Eav/eFS8LqZXuFtStWTaN852vm+3RIPq3Ztm17WLp0RijOpyWdm8n1d90cfvM5Lw/rMv6detmee3SuLykXLBSPqen26TGhHEagT8Brim2HpgXcPh3fAbdPxxuqECfg9uk4P6PjBdw+HW+YewWheMwOCcVjQjmMgFBsD2QkIBTHN0MojjdUIU5AKI7zMzpeQCiON8y9glA8okP9H8nUO/Too44MG9Yfn3tvg88pzr5FrZ+gK8Wtb3H2CxSK41skFMcbqhAnIBTH+RkdLyAUxxvmXkEozr1DEfMTiiPwDE0iIBQnYVQkQkAojsDbNVQojjdUIU5AKI7zMzpeQCiON8y9glCce4ci5icUR+AZmkRAKE7CqEiEgFAcgScUx+OpkERAKE7CqEiEgFAcgVfIUKG4kEbVmaZQXEfNmJQCQnFKTbXqCAjFddTmj3GlON5QhTgBoTjOz+h4AaE43jD3CkJx7h2KmJ9QHIFnaBIBoTgJoyIRAkJxBN6uoUJxvKEKcQJCcZyf0fECQnG8Ye4VhOLcOxQxP6E4As/QJAJCcRJGRSIEhOIIPKE4Hk+FJAJCcRJGRSIEhOIIvEKGCsWFNKrONIXiOmrGpBQQilNqqlVHQCiuozZ/jCvF8YYqxAkIxXF+RscLCMXxhrlXEIpz71DE/ITiCDxDkwgIxUkYFYkQEIoj8HYNFYrjDVWIExCK4/yMjhcQiuMNc68gFOfeoYj5CcUReIYmERCKkzAqEiEgFEfgCcXxeCokERCKkzAqEiEgFEfgFTJUKC6kUXWmKRTXUTMmpYBQnFJTrToCQnEdtfljXCmON1QhTkAojvMzOl5AKI43zL2CUJx7hyLmJxRH4BmaREAoTsKoSISAUByBt2uoUBxvqEKcgFAc52d0vIBQHG+YewWhOPcORcxPKI7AMzSJgFCchFGRCAGhOAJPKI7HUyGJgFCchFGRCAGhOAKvkKFCcSGNqjNNobiOmjEpBYTilJpq1REQiuuozR/jSnG8oQpxAkJxnJ/R8QJCcbxh7hWE4tw7FDE/oTgCz9AkAkJxEkZFIgSE4gi8XUOF4nhDFeIEhOI4P6PjBYTieMPcKwjFuXcoYn5CcQSeoUkEhOIkjIpECAjFEXhCcTyeCkkEhOIkjIpECAjFEXiFDBWKC2lUnWkKxXXUjEkpIBSn1FSrjoBQXEdt/hhXiuMNVYgTEIrj/IyOFxCK4w1zryAU596hiPkJxRF4hiYREIqTMCoSISAUR+DtGioUxxuqECcgFMf5GR0vIBTHG+ZeQSjOvUMR8xOKI/AMTSIgFCdhVCRCQCiOwBOK4/FUSCIgFCdhVCRCQCiOwCtkqFBcSKPqTFMorqNmTEoBoTilplp1BITiOmrzx7hSHG+oQpyAUBznZ3S8gFAcb5h7BaE49w5FzE8ojsAzNImAUJyEUZEIAaE4Am/XUKE43lCFOAGhOM7P6HgBoTjeMPcKQnHuHYqYn1AcgWdoEgGhOAmjIhECQnEEnlAcj6dCEgGhOAmjIhECQnEEXiFDheJCGlVnmkJxHTVjUgoIxSk11aojIBTXUZs/xpXieEMV4gSE4jg/o+MFhOJ4w9wrCMW5dyhifkJxBJ6hSQSE4iSMikQICMUReLuGCsXxhirECQjFcX5GxwsIxfGGuVcQinPvUMT8hOIIPEOTCAjFSRgViRAQiiPwhOJ4PBWSCAjFSRgViRAQiiPwChkqFBfSqDrTFIrrqBmTUkAoTqmpVh0BobiO2vwxrhTHG6oQJyAUx/kZHS8gFMcb5l5BKM69QxHzE4oj8AxNIiAUJ2FUJEJAKI7A2zVUKI43VCFOQCiO8zM6XkAojjfMvYJQnHuHIuYnFEfgGZpEQChOwqhIhIBQHIEnFMfjqZBEQChOwqhIhIBQHIFXyFChuJBG1ZmmUFxHzZiUAkJxSk216ggIxXXU5o9xpTjeUIU4AaE4zs/oeAGhON4w9wpCce4dipifUByBZ2gSAaE4CaMiEQJCcQTerqFCcbyhCnECQnGcn9HxAkJxvGHuFYTi3DsUMT+hOALP0CQCQnESRkUiBITiCDyhOB5PhSQCQnESRkUiBITiCLxChgrFYzTqiiuvDpsu++jskUccvi6cdtKGsGL58jFGNnuIUNysv7OHIBTbBU0LCMXxHXClON5QhTgBoTjOz+h4AaE43jD3CkLxiA5d9+0bwqYPfyycecbpYd81q8PGTR+ZHbFh/fG59zYIxdm3qPUTFIpb3+LsFygUx7dIKI43VCFOQCiO8zM6XkAojjfMvYJQPKJDVQh+0kEHhmOPOWr2yMGQnHODheKcu9ONuQnF3ehzzqsUiuO7IxTHG6oQJyAUx/kZHS8gFMcb5l5BKF6kQw9v2RLefdHGcPiznjkXim+59bZw/kUbw6knbQiHHnJw1v0VirNuTycmJxR3os1ZL1Iojm+PUBxvqEKcgFAc52d0vIBQHG+YewWheIxQfOzRLwmHP3vd7JGDofiue+7Ptsffufdfwp/c8OnwuBWrsp2jiREgQGCaAg9t3xr2nNkj/MHz1k/zNK2ufdZXN4WtO7aFlXssa/U6LY4AAQILCfzo4c3hxGe+PBy23yHZIu2/3z7Zzq2EiQnFY4Tixa4U5xyKS9iA5kiAAAECBAgQIECAQJyAUBznJxSP8Cv5NcVxW8NoAgQIECBAgAABAgQItF9AKB7R45Lffbr929cKCRAgQIAAAQIECBAgECcgFI/hV+rnFI+xNIcQ6JxASe8g37nmWDABAgQIECBAoAEBobgBdKckUFegeoLmuutvDKedtCGsWL58tkyqd0RPVafu2nbXOKF4d0k7DwEC/QJ+fsfvh3vv+3E4653nhdu/f8dcsSMOXzf7mPjww1tmv7f+Na+ce3PU+DPungrV49I7zn3v3MlWrdonvO0tp8z7lJOFjnnCEx4/+0kpd955VzjzjNPDvmtWz9bpWVX/u//vd8+KnIVAeQJCcXk9M+MOC/ilKr75QnG8oQoECEwu4Of35Gb9I4Z9TGb1/cv+/BPhxT///LBmzeqiQ/GmD39sLrxWj1PvuXjTXDCu9s7HP3XFvKBcPZH9hS99NfzqL//SbCh+4P4Hw4t+/nlzHyFajfm/X/paeODBB4XiuK1ndEcEhOKONNoy2yEw7i9VC93yP/gse+8Z9kqnelD95nU3zEG99c1vDLf/4M7ZK9N7r1wZ/vZLX5v9XvX31UeU9Wr1Pyvf/8Z01Ry++OWvz4656bv/NDf2q9/4Vrjq6mvn1ar+UI196KGHwgMPPTQ7j2HPlPd3cXAtvXmNqtUfir/4la8/5sp7NY/qa8P649uxaayCAIEsBPz8Ht6G6mfu83/2OSOv7o66m6mq03tsqc60/rWvmg2I1bizz7kgbN58/7zHld5jyJEvfEH4zJVXz06uujp743f+MWy67KPzHgt7H8vZe3zpP0/vcbS6e2uxx6XFNuHgk7W9JwCqjwQ99JCfWjTs94594fN+Nnzxa98Ib3jdr82e6v0f+FCo/u5/f+avheIsfgKYRO4CQnHuHTI/An0C4/xSVR1z5ec+P/cg2B9Uqwfe6qs/1B7z0l+Y+8Xh/Is2hlNP2jB3y1YvXPcCZ/8Dd1Vn8Fa1wVDc/8z2YK3BtVRjv/y1v5v3zPjgreI9isErBr1fen77xPWza1us1ndu+m7oPSNf1XvXhReH15/w6tk1j/qly2YkQIBAXQE/v+NCcS9wHnDA/vNeQtSrOuyJ2sG/678C27uy3F+vemy54rOfC8e+7KWzL1EafDwd9ufe41Tv9u3+x9RLLr08vOnkE+duaV5o7wyG4v55V2P6ryIP1ugP0NUT2dXXQQceMPukdvXfxcbW3cvGEWijgFDcxq5aU2sF+q8A9y+yd1W199qi/s/Wrh5sr7jqmqG/RPRfFR0WCAd/iet/oB727PVgKO4PtYMP+qPe2X2xgDrse/1rGbza22/QH4qr115Va/ze7T+YvTLc/79bu4ksjACBRgT8/I4LxdXoYa8p7l0RHhaKF7oCWz1GvvAFPzfyduv+x5phj6/9j5GDjy39YbX/SvMwhcF59ofvW279lwUfw6tag1eVqyd699p75ewV42qsUNzIP3cnLVBAKC6waabcXYFRVxp6D9r9t0FXWv23dw3eYnb0UUfOBsJxQvGoW7pShuLqF5z+q7j9Xa/mOvgMfH+gnSQU92q98cT14YOX/Xmoblcb9QtMd3eglRMgUFfAz+9H5YYF237TXsgdx7n35lPV3UzDnqgd9qRw73FqoVDcf7t1NYfBJ537HyMGQ3H/m2X15t//0p6F1jT4JloHPfEJ815fPO6V4t6dUk866MDZO8C8h8Y4u8gxBB4VEIrtBAIFCYz7S9VCwa76ZeCuu++eu2rsSvGj79JZOVS/CO29z15Dr6gXtEVMlQCBTAX8/B7emHFfUzxsdP9LaYaF3EmvFA++FGfSK8UL3ZU1aksuFl6HXQHvr7fYFWmheJS87xP4iYBQbDcQKEhg1C9V1etiB1/z1P8aqT+7/OOzq62uDPceSPdfu3b2z8MeeAfP1//nqk715ly9W7V7v0y84rhjZ5+hHhw76e3Ti73h1eDch72muLfO6r+L3T7d+371DP8kVygK2jamSoBABgJ+fseF4urn/Kc+89fhN379tUM/knDY7c29x7Xe63yHvaa4/80iB++YGvYu0L2XBfUeA6v/9n8kVO9cvceW6r+j7j4aFV6rvTPq3aeHPRk+qm4G/yxMgUA2AkJxNq0wEQKjBcb5pUYsmQEAAAX5SURBVKqqMvjatYXehXPV3nuFZz7j6XPvtNw/rvfu0/3vwtl/S1d1nv7bzKpbtKt3qf5XT3tK7VC80Dt6DpMZ9e7Tk4TiYbdjj+6GIwgQIDC+gJ/fcaG492Ro/8uDBj+loP825HHffXrwc437X2JUvVFV9dV7A8r+OVTnfs66w8LKlSvnHkMHH5cGHzMX2i3jhNdRn1MsFI//b9GRBIYJCMX2BQECCwoM+yVuWlxNfhRStc7qq7rC7YsAAQJtEOjKz+8me9X/PhpNzsO5CRCIFxCK4w1VINBagS78UrXYG3q1trEWRoBA6wW68PN7dzdx8E24em9Uudg8BscMHutlO7u7i85HYLiAUGxnECBAgAABAgQIECBAgEBnBYTizrbewgkQIECAAAECBAgQIEBAKLYHCBAgQIAAAQIECBAgQKCzAkJxZ1tv4QQIECBAgAABAgQIECAgFNsDBAgQIECAAAECBAgQINBZAaG4s623cAIECBAgQIAAAQIECBAQiu0BAgQIECBAgAABAgQIEOisgFDc2dZbOAECBAgQIECAAAECBAgIxfYAAQIECBAgQIAAAQIECHRWQCjubOstnAABAgQIECBAgAABAgSEYnuAAAECBAgQIECAAAECBDorIBR3tvUWToAAAQIECBAgQIAAAQJCsT1AgAABAgQIECBAgAABAp0VEIo723oLJ0CAAAECBAgQIECAAAGh2B4gQIAAAQIECBAgQIAAgc4KCMWdbb2FEyBAgAABAgQIECBAgIBQbA8QIECAAAECBAgQIECAQGcFhOLOtt7CCRAgQIAAAQIECBAgQEAotgcIECBAgAABAgQIECBAoLMCQnFnW2/hBAgQIECAAAECBAgQICAU2wMECBAgQIAAAQIECBAg0FkBobizrbdwAgQIECBAgAABAgQIEBCK7QECBAgQIECAAAECBAgQ6KyAUNzZ1ls4AQIECBAgQIAAAQIECAjF9gABAgQIECBAgAABAgQIdFZAKO5s6y2cAAECBAgQIECAAAECBIRie4AAAQIECBAgQIAAAQIEOisgFHe29RZOgAABAgQIECBAgAABAkKxPUCAAAECBAgQIECAAAECnRUQijvbegsnQIAAAQIECBAgQIAAAaHYHiBAgAABAgQIECBAgACBzgoIxZ1tvYUTIECAAAECBAgQIECAgFBsDxAgQIAAAQIECBAgQIBAZwWE4s623sIJECBAgAABAgQIECBAQCi2BwgQIECAAAECBAgQIECgswJCcWdbb+EECBAgQIAAAQIECBAgIBTbAwQIECBAgAABAgQIECDQWQGhuLOtt3ACBAgQIECAAAECBAgQEIrtAQIECBAgQIAAAQIECBDorIBQ3NnWWzgBAgQIECBAgAABAgQICMX2AAECBAgQIECAAAECBAh0VkAo7mzrLZwAAQIECBAgQIAAAQIEhGJ7gAABAgQIECBAgAABAgQ6KyAUd7b1Fk6AAAECBAgQIECAAAECQrE9QIAAAQIECBAgQIAAAQKdFRCKO9t6CydAgAABAgQIECBAgAABodgeIECAAAECBAgQIECAAIHOCgjFnW29hRMgQIAAAQIECBAgQICAUGwPECBAgAABAgQIECBAgEBnBYTizrbewgkQIECAAAECBAgQIEBAKLYHCBAgQIAAAQIECBAgQKCzAkJxZ1tv4QQIECBAgAABAgQIECAgFNsDBAgQIECAAAECBAgQINBZAaG4s623cAIECBAgQIAAAQIECBAQiu0BAgQIECBAgAABAgQIEOisgFDc2dZbOAECBAgQIECAAAECBAgIxfYAAQIECBAgQIAAAQIECHRWQCjubOstnAABAgQIECBAgAABAgSEYnuAAAECBAgQIECAAAECBDorIBR3tvUWToAAAQIECBAgQIAAAQJCsT1AgAABAgQIECBAgAABAp0VEIo723oLJ0CAAAECBAgQIECAAAGh2B4gQIAAAQIECBAgQIAAgc4KCMWdbb2FEyBAgAABAgQIECBAgIBQbA8QIECAAAECBAgQIECAQGcF/j9CXfyZ1T0E6AAAAABJRU5ErkJggg==", "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": 126, "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": 127, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testets\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" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 10.6 s\n", "Wall time: 34.5 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "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_9420\\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": 128, "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:263: 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:263: 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: 17 s\n", "Wall time: 26.9 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": [ "-4566456.034628713" ] }, "execution_count": 128, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 129, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2d818d7f7c6c41fe81961071f572b06f", "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_9420\\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_9420\\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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