{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 4, "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_kickstart 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": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2023-01-01'\n", " end = '2023-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\n", " \n", " hp_vdg_e_power = 1 # MW\n", " # hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 1_152_000 # EUR/MWth\n", " hp_opex = 0.04 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 5 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 0.34\n", " # storage_volume = 1000 *3/50\n", " # storage_cap_per_volume = 50 * 1e-3\n", " rated_capacity = 1\n", " storage_lifetime = 25\n", " storage_temperature = 144\n", " # storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_min_level = rated_capacity * 0.05\n", " # storage_min_level = rated_capacity\n", " storage_capex_per_MW = 0\n", " storage_capex_per_MWh = 600_000\n", " storage_opex_perc_of_capex = 0.015\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": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 15, "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": 16, "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", " \n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_13004\\2484316097.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.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.storage_case_battery]\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": 19, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Total demand\n", "2023-01-01 00:00:00+01:00 70 144 1 1\n", "2023-01-01 00:01:00+01:00 70 144 1 1\n", "2023-01-01 00:02:00+01:00 70 144 1 1\n", "2023-01-01 00:03:00+01:00 70 144 1 1\n", "2023-01-01 00:04:00+01:00 70 144 1 1\n", "... ... ... ... ...\n", "2023-12-31 23:55:00+01:00 70 144 1 1\n", "2023-12-31 23:56:00+01:00 70 144 1 1\n", "2023-12-31 23:57:00+01:00 70 144 1 1\n", "2023-12-31 23:58:00+01:00 70 144 1 1\n", "2023-12-31 23:59:00+01:00 70 144 1 1\n", "\n", "[525600 rows x 4 columns]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def increase_volatility_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " new_diff = diff_to_mean * factor\n", " return mean + new_diff\n", "\n", "def multiply_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " \n", " cond = diff_to_mean > 0\n", " diff_to_mean[cond] *= factor\n", " diff_to_mean[~cond] /= factor\n", " return mean + diff_to_mean" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def load_data(c, s):\n", " \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", " case.data['DAM_avg'] = case.data.groupby(case.data.index.date)['DAM'].transform('mean')\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", "\n", " s.demand['Tsource (VDG)'] += c.tsource_delta\n", " s.demand['Tsink (VDG)'] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.08224016788466" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['CO2 prices (€/ton)'].mean()" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.40 -209.40 NaN NaN \n", "... ... ... ... ... ... \n", "2023-12-31 23:55:00+01:00 3.17 -6.81 -6.81 -7.10 -11.16 \n", "2023-12-31 23:56:00+01:00 3.17 -6.81 -6.81 -5.21 -8.12 \n", "2023-12-31 23:57:00+01:00 3.17 -6.81 -6.81 -5.61 -7.59 \n", "2023-12-31 23:58:00+01:00 3.17 -6.81 -6.81 -5.74 -7.87 \n", "2023-12-31 23:59:00+01:00 3.17 -6.81 -6.81 -5.70 -7.27 \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", "2023-12-31 23:55:00+01:00 29.927 77.25 \n", "2023-12-31 23:56:00+01:00 29.927 77.25 \n", "2023-12-31 23:57:00+01:00 29.927 77.25 \n", "2023-12-31 23:58:00+01:00 29.927 77.25 \n", "2023-12-31 23:59:00+01:00 NaN NaN \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:01:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:02:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:03:00+01:00 1.01 18.144167 70 \n", "2023-01-01 00:04:00+01:00 1.01 18.144167 70 \n", "... ... ... ... \n", "2023-12-31 23:55:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:56:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:57:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:58:00+01:00 14.90 14.683333 70 \n", "2023-12-31 23:59:00+01:00 NaN 14.683333 70 \n", "\n", " Tsink (VDG) MW (VDG) Total demand \n", "2023-01-01 00:00:00+01:00 144 1 1 \n", "2023-01-01 00:01:00+01:00 144 1 1 \n", "2023-01-01 00:02:00+01:00 144 1 1 \n", "2023-01-01 00:03:00+01:00 144 1 1 \n", "2023-01-01 00:04:00+01:00 144 1 1 \n", "... ... ... ... \n", "2023-12-31 23:55:00+01:00 144 1 1 \n", "2023-12-31 23:56:00+01:00 144 1 1 \n", "2023-12-31 23:57:00+01:00 144 1 1 \n", "2023-12-31 23:58:00+01:00 144 1 1 \n", "2023-12-31 23:59:00+01:00 144 1 1 \n", "\n", "[525600 rows x 13 columns]" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 28, "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": 29, "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": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 31, "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=2.9\n", " )\n", "\n", " # heatpump_pcm = Heatpump(\n", " # name='Heatpump PCM',\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=2.9\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", " # print(capex_vdg)\n", " # capex_pcm = c.hp_capex * heatpump_vdg.max_th_power\n", " # heatpump_pcm.set_financials(capex=capex_pcm, opex=c.hp_opex*capex_pcm, devex=c.hp_devex*capex_pcm, lifetime=25)\n", " # # print(capex_pcm)\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=None,\n", " # volume=None, \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_battery.add_asset(heatpump_vdg)\n", " s.storage_case_battery.add_asset(waterstorage)\n", " # s.storage_case_PCM.add_asset(heatpump_vdg)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 32, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "1800000" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "capex_ws = c.storage_capex_per_MW * 1 + c.storage_capex_per_MWh * 3\n", "capex_ws" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=0.34, capacity=1, temperature=144, min_storagelevel=0.05)" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " print(data['MW (VDG)'])\n", " demand = (data['MW (VDG)']).to_list()\n", " # demand = data['MW (VDG)'].iloc[:, 0].tolist()\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": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " # demand_vdg = case.data['MW (VDG)'].iloc[:, 0].tolist()\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(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 38, "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", " storage_charge_power = ws.charging_power_limit\n", " if ws.chargelevel == ws.max_chargelevel:\n", " storage_charge_power = 0\n", " else:\n", " # Adjust charge power if charge level is not at max\n", " storage_charge_power = min(ws.charging_power_limit, (ws.max_chargelevel - ws.chargelevel) * 60)\n", "\n", " # desired_hp_load_vdg = min(demand_vdg + storage_charge_power, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg, cop = 2.9)\n", "\n", " to_storage_vdg_MW = storage_charge_power\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 5))\n", "\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_storage_vdg_MW = 1/2.9\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 5))\n", " # from_storage_vdg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " desired_hp_load_vdg = min(demand_vdg, 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, cop = 2.9)\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", " cop = 2.9\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": 39, "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_avg'].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", " case.data['real_input_system_MW'] = case.data['hp_input_MW'] - case.data['to_storage_vdg_MW'] + case.data['from_storage_vdg_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(5)\n", " return case\n" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case_battery.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case_battery.data['from_storage_MW']!= 0))\n", "# 86016 charging\n", "# 85857 discharging" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets_kickstart.py:58: UserWarning:\n", "\n", "Chosen Asset load for HotWaterStorage is out of range. Should be between -0.34 and 0.34. Function will return boundary load level for now.\n", "\n" ] } ], "source": [ "s.storage_case_battery = hponly_with_storage(s.storage_case_battery)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data['cop'].fillna(2.5, inplace = True)" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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2 rows × 30 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-12-31 04:52:00+01:00 0.13 -36.84 -36.84 -48.29 -50.90 \n", "2023-01-24 07:23:00+01:00 210.06 154.84 154.84 154.84 154.84 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-12-31 04:52:00+01:00 29.927 77.25 \n", "2023-01-24 07:23:00+01:00 57.397 5.53 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) ... \\\n", "2023-12-31 04:52:00+01:00 14.90 14.68333 70 ... \n", "2023-01-24 07:23:00+01:00 1.07 199.72667 70 ... \n", "\n", " from_storage_MW storage_level_MWh \\\n", "2023-12-31 04:52:00+01:00 0.0 0.48533 \n", "2023-01-24 07:23:00+01:00 0.0 0.95000 \n", "\n", " real_input_system_MW hp_output_MWh hp_input_MWh \\\n", "2023-12-31 04:52:00+01:00 -0.68483 0.01667 -0.00575 \n", "2023-01-24 07:23:00+01:00 -0.34483 0.01667 -0.00575 \n", "\n", " to_storage_vdg_MWh from_storage_vdg_MWh \\\n", "2023-12-31 04:52:00+01:00 0.00567 0.0 \n", "2023-01-24 07:23:00+01:00 -0.00000 0.0 \n", "\n", " to_storage_MWh from_storage_MWh \\\n", "2023-12-31 04:52:00+01:00 0.00567 0.0 \n", "2023-01-24 07:23:00+01:00 -0.00000 0.0 \n", "\n", " real_input_system_MWh \n", "2023-12-31 04:52:00+01:00 -0.01141 \n", "2023-01-24 07:23:00+01:00 -0.00575 \n", "\n", "[2 rows x 30 columns]" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "487.5467199999999" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['to_storage_MWh'].sum()" ] }, { "cell_type": "code", "execution_count": 192, "metadata": {}, "outputs": [], "source": [ "s.storage_case_battery.data.to_csv('storage_data_battery.csv')\n", "# from_storage_MW becomes 0.28 (other than 0 and 0.34) as the minimum SOC is adjusted to 0.05 MWH \n", "# to_storage_MW becoems 0.28 when we try to charge but we cannot charge 0.34 as it exceeds the max SOC therefore it is 0.28 to keep max SOC at 0.95 MWh\n", "# Absolute imb = (real_col-nom_col)abs().sum()\n", "# To check all these, I have saved storage_data_battery_important csv file" ] }, { "cell_type": "code", "execution_count": 193, "metadata": {}, "outputs": [], "source": [ "# s.hpcase.data.to_csv('storage_data_hp.csv')" ] }, { "cell_type": "code", "execution_count": 194, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demandcop
count525600.000000525600.000000525600.000000525600.0525600.000000525600.05.256000e+05
mean95.81731393.568163103.4389971.00.0556231.02.900000e+00
std49.046697194.977533195.6965510.00.1257490.01.775737e-11
min-500.000000-1549.470000-1549.4700001.0-0.0000001.02.900000e+00
25%76.93500047.00000057.9675001.00.0000001.02.900000e+00
50%99.21500084.13000088.5700001.00.0000001.02.900000e+00
75%122.400000114.020000119.5925001.00.0000001.02.900000e+00
max463.7700002037.7400002037.7400001.00.3400001.02.900000e+00
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.0 \n", "mean 95.817313 93.568163 103.438997 1.0 \n", "std 49.046697 194.977533 195.696551 0.0 \n", "min -500.000000 -1549.470000 -1549.470000 1.0 \n", "25% 76.935000 47.000000 57.967500 1.0 \n", "50% 99.215000 84.130000 88.570000 1.0 \n", "75% 122.400000 114.020000 119.592500 1.0 \n", "max 463.770000 2037.740000 2037.740000 1.0 \n", "\n", " to_storage_MW Total demand cop \n", "count 525600.000000 525600.0 5.256000e+05 \n", "mean 0.055623 1.0 2.900000e+00 \n", "std 0.125749 0.0 1.775737e-11 \n", "min -0.000000 1.0 2.900000e+00 \n", "25% 0.000000 1.0 2.900000e+00 \n", "50% 0.000000 1.0 2.900000e+00 \n", "75% 0.000000 1.0 2.900000e+00 \n", "max 0.340000 1.0 2.900000e+00 " ] }, "execution_count": 194, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand', 'cop']].describe()" ] }, { "cell_type": "code", "execution_count": 195, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2023-03-08 01:17:00+01:00114.49137.50137.5010.000.001
2023-06-15 07:25:00+02:00135.9491.3491.3410.340.001
2023-02-28 18:36:00+01:00193.87123.49123.4910.340.001
2023-09-20 22:19:00+02:0086.6574.8474.8410.000.341
2023-08-22 09:05:00+02:00115.9180.8298.211-0.000.001
2023-07-14 23:42:00+02:0079.69105.85105.8510.000.341
2023-10-26 01:16:00+02:00106.00118.51118.5110.000.001
2023-11-06 09:43:00+01:0086.00-104.55-104.5510.340.001
2023-12-23 21:48:00+01:0038.37-35.69-35.6910.340.001
2023-01-29 11:17:00+01:00122.00136.60136.6010.000.001
2023-11-23 06:46:00+01:0082.0081.70110.8210.000.001
2023-10-06 03:52:00+02:0075.06-40.57-40.571-0.000.001
2023-05-02 02:11:00+02:0083.3087.93133.1610.000.001
2023-05-21 03:34:00+02:0028.77114.88114.8810.000.001
2023-12-16 05:24:00+01:0055.64-40.85-40.851-0.000.001
2023-12-19 04:01:00+01:0059.00-17.68-17.681-0.000.001
2023-04-16 05:22:00+02:00103.5086.3986.391-0.000.001
2023-06-09 05:25:00+02:0088.6667.5567.5510.000.001
2023-09-09 10:56:00+02:0078.7963.5063.5010.340.001
2023-11-26 18:21:00+01:00160.60113.51113.5110.000.001
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-03-08 01:17:00+01:00 114.49 137.50 137.50 1 \n", "2023-06-15 07:25:00+02:00 135.94 91.34 91.34 1 \n", "2023-02-28 18:36:00+01:00 193.87 123.49 123.49 1 \n", "2023-09-20 22:19:00+02:00 86.65 74.84 74.84 1 \n", "2023-08-22 09:05:00+02:00 115.91 80.82 98.21 1 \n", "2023-07-14 23:42:00+02:00 79.69 105.85 105.85 1 \n", "2023-10-26 01:16:00+02:00 106.00 118.51 118.51 1 \n", "2023-11-06 09:43:00+01:00 86.00 -104.55 -104.55 1 \n", "2023-12-23 21:48:00+01:00 38.37 -35.69 -35.69 1 \n", "2023-01-29 11:17:00+01:00 122.00 136.60 136.60 1 \n", "2023-11-23 06:46:00+01:00 82.00 81.70 110.82 1 \n", "2023-10-06 03:52:00+02:00 75.06 -40.57 -40.57 1 \n", "2023-05-02 02:11:00+02:00 83.30 87.93 133.16 1 \n", "2023-05-21 03:34:00+02:00 28.77 114.88 114.88 1 \n", "2023-12-16 05:24:00+01:00 55.64 -40.85 -40.85 1 \n", "2023-12-19 04:01:00+01:00 59.00 -17.68 -17.68 1 \n", "2023-04-16 05:22:00+02:00 103.50 86.39 86.39 1 \n", "2023-06-09 05:25:00+02:00 88.66 67.55 67.55 1 \n", "2023-09-09 10:56:00+02:00 78.79 63.50 63.50 1 \n", "2023-11-26 18:21:00+01:00 160.60 113.51 113.51 1 \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-03-08 01:17:00+01:00 0.00 0.00 1 \n", "2023-06-15 07:25:00+02:00 0.34 0.00 1 \n", "2023-02-28 18:36:00+01:00 0.34 0.00 1 \n", "2023-09-20 22:19:00+02:00 0.00 0.34 1 \n", "2023-08-22 09:05:00+02:00 -0.00 0.00 1 \n", "2023-07-14 23:42:00+02:00 0.00 0.34 1 \n", "2023-10-26 01:16:00+02:00 0.00 0.00 1 \n", "2023-11-06 09:43:00+01:00 0.34 0.00 1 \n", "2023-12-23 21:48:00+01:00 0.34 0.00 1 \n", "2023-01-29 11:17:00+01:00 0.00 0.00 1 \n", "2023-11-23 06:46:00+01:00 0.00 0.00 1 \n", "2023-10-06 03:52:00+02:00 -0.00 0.00 1 \n", "2023-05-02 02:11:00+02:00 0.00 0.00 1 \n", "2023-05-21 03:34:00+02:00 0.00 0.00 1 \n", "2023-12-16 05:24:00+01:00 -0.00 0.00 1 \n", "2023-12-19 04:01:00+01:00 -0.00 0.00 1 \n", "2023-04-16 05:22:00+02:00 -0.00 0.00 1 \n", "2023-06-09 05:25:00+02:00 0.00 0.00 1 \n", "2023-09-09 10:56:00+02:00 0.34 0.00 1 \n", "2023-11-26 18:21:00+01:00 0.00 0.00 1 " ] }, "execution_count": 195, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 196, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 196, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 197, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', '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', 'real_input_system_MW', 'hp_output_MWh',\n", " 'hp_input_MWh', 'to_storage_vdg_MWh', 'from_storage_vdg_MWh',\n", " 'to_storage_MWh', 'from_storage_MWh', 'real_input_system_MWh'],\n", " dtype='object')" ] }, "execution_count": 197, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data.columns" ] }, { "cell_type": "code", "execution_count": 198, "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_battery.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": 199, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2023-10-07 19:37:00+02:00108.9180.2780.271-0.3448312.90.000.34
2023-03-21 01:31:00+01:00112.28103.67103.671-0.3448312.90.000.00
2023-10-11 16:41:00+02:0060.42206.45206.451-0.3448312.90.000.00
2023-07-02 07:14:00+02:00-0.5150.2050.201-0.3448312.90.000.00
2023-08-15 23:42:00+02:00107.8991.6291.621-0.3448312.90.000.00
2023-11-03 13:00:00+01:0060.8559.8759.871-0.3448312.90.000.00
2023-01-12 05:47:00+01:0025.55140.92140.921-0.3448312.90.000.34
2023-01-12 03:09:00+01:000.10-5.39-5.391-0.3448312.9-0.000.00
2023-04-11 13:31:00+02:00-18.00-269.1274.901-0.3448312.90.000.00
2023-03-03 05:27:00+01:00122.21112.45112.451-0.3448312.9-0.000.00
2023-01-06 20:02:00+01:00139.39-50.00-50.001-0.3448312.90.340.00
2023-12-18 11:17:00+01:0081.1782.9582.951-0.3448312.90.000.00
2023-05-21 16:46:00+02:00-0.41-13.60-13.601-0.3448312.9-0.000.00
2023-08-09 14:57:00+02:003.25-41.02-41.021-0.3448312.9-0.000.00
2023-12-05 15:37:00+01:00122.5995.2195.211-0.3448312.90.000.00
2023-11-08 21:15:00+01:00107.00134.83134.831-0.3448312.90.000.34
2023-11-03 10:27:00+01:0082.9050.5350.531-0.3448312.90.000.00
2023-05-31 19:09:00+02:0087.00-259.8073.561-0.3448312.90.000.00
2023-07-02 23:19:00+02:0086.08-9.99-9.991-0.3448312.90.000.00
2023-01-14 09:02:00+01:00100.10174.99174.991-0.3448312.90.000.34
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2023-10-07 19:37:00+02:00 108.91 80.27 80.27 1 -0.34483 \n", "2023-03-21 01:31:00+01:00 112.28 103.67 103.67 1 -0.34483 \n", "2023-10-11 16:41:00+02:00 60.42 206.45 206.45 1 -0.34483 \n", "2023-07-02 07:14:00+02:00 -0.51 50.20 50.20 1 -0.34483 \n", "2023-08-15 23:42:00+02:00 107.89 91.62 91.62 1 -0.34483 \n", "2023-11-03 13:00:00+01:00 60.85 59.87 59.87 1 -0.34483 \n", "2023-01-12 05:47:00+01:00 25.55 140.92 140.92 1 -0.34483 \n", "2023-01-12 03:09:00+01:00 0.10 -5.39 -5.39 1 -0.34483 \n", "2023-04-11 13:31:00+02:00 -18.00 -269.12 74.90 1 -0.34483 \n", "2023-03-03 05:27:00+01:00 122.21 112.45 112.45 1 -0.34483 \n", "2023-01-06 20:02:00+01:00 139.39 -50.00 -50.00 1 -0.34483 \n", "2023-12-18 11:17:00+01:00 81.17 82.95 82.95 1 -0.34483 \n", "2023-05-21 16:46:00+02:00 -0.41 -13.60 -13.60 1 -0.34483 \n", "2023-08-09 14:57:00+02:00 3.25 -41.02 -41.02 1 -0.34483 \n", "2023-12-05 15:37:00+01:00 122.59 95.21 95.21 1 -0.34483 \n", "2023-11-08 21:15:00+01:00 107.00 134.83 134.83 1 -0.34483 \n", "2023-11-03 10:27:00+01:00 82.90 50.53 50.53 1 -0.34483 \n", "2023-05-31 19:09:00+02:00 87.00 -259.80 73.56 1 -0.34483 \n", "2023-07-02 23:19:00+02:00 86.08 -9.99 -9.99 1 -0.34483 \n", "2023-01-14 09:02:00+01:00 100.10 174.99 174.99 1 -0.34483 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2023-10-07 19:37:00+02:00 1 2.9 0.00 0.34 \n", "2023-03-21 01:31:00+01:00 1 2.9 0.00 0.00 \n", "2023-10-11 16:41:00+02:00 1 2.9 0.00 0.00 \n", "2023-07-02 07:14:00+02:00 1 2.9 0.00 0.00 \n", "2023-08-15 23:42:00+02:00 1 2.9 0.00 0.00 \n", "2023-11-03 13:00:00+01:00 1 2.9 0.00 0.00 \n", "2023-01-12 05:47:00+01:00 1 2.9 0.00 0.34 \n", "2023-01-12 03:09:00+01:00 1 2.9 -0.00 0.00 \n", "2023-04-11 13:31:00+02:00 1 2.9 0.00 0.00 \n", "2023-03-03 05:27:00+01:00 1 2.9 -0.00 0.00 \n", "2023-01-06 20:02:00+01:00 1 2.9 0.34 0.00 \n", "2023-12-18 11:17:00+01:00 1 2.9 0.00 0.00 \n", "2023-05-21 16:46:00+02:00 1 2.9 -0.00 0.00 \n", "2023-08-09 14:57:00+02:00 1 2.9 -0.00 0.00 \n", "2023-12-05 15:37:00+01:00 1 2.9 0.00 0.00 \n", "2023-11-08 21:15:00+01:00 1 2.9 0.00 0.34 \n", "2023-11-03 10:27:00+01:00 1 2.9 0.00 0.00 \n", "2023-05-31 19:09:00+02:00 1 2.9 0.00 0.00 \n", "2023-07-02 23:19:00+02:00 1 2.9 0.00 0.00 \n", "2023-01-14 09:02:00+01:00 1 2.9 0.00 0.34 " ] }, "execution_count": 199, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 200, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 200, "metadata": {}, "output_type": "execute_result" } ], "source": [ "none_count = selection['cop'].isnull().sum()\n", "none_count" ] }, { "cell_type": "code", "execution_count": 201, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 95.817313\n", "POS 93.568163\n", "NEG 103.438997\n", "Total demand 1.000000\n", "hp_input_MW -0.344830\n", "hp_output_MW 1.000000\n", "cop 2.900000\n", "to_storage_MW 0.055623\n", "from_storage_MW 0.055521\n", "dtype: float64" ] }, "execution_count": 201, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 202, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 203, "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": 204, "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": 206, "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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 208, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2023-01-01 00:00:00+01:00 1\n", "2023-01-01 00:01:00+01:00 1\n", "2023-01-01 00:02:00+01:00 1\n", "2023-01-01 00:03:00+01:00 1\n", "2023-01-01 00:04:00+01:00 1\n", " ..\n", "2023-12-31 23:55:00+01:00 1\n", "2023-12-31 23:56:00+01:00 1\n", "2023-12-31 23:57:00+01:00 1\n", "2023-12-31 23:58:00+01:00 1\n", "2023-12-31 23:59:00+01:00 1\n", "Freq: min, Name: MW (VDG), Length: 525600, dtype: int64\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets_kickstart.py:58: UserWarning:\n", "\n", "Chosen Asset load for HotWaterStorage is out of range. Should be between -0.34 and 0.34. Function will return boundary load level for now.\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_battery = hponly_with_storage(s.storage_case_battery)\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_battery]: # [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": 209, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.899979700142095" ] }, "execution_count": 209, "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": 210, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-181242.64800000025" ] }, "execution_count": 210, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 211, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.34483" ] }, "execution_count": 211, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 212, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-181242.64800000025" ] }, "execution_count": 212, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 213, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.34483" ] }, "execution_count": 213, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 214, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.899979700142095" ] }, "execution_count": 214, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['hp_output_MW'].sum() /s.storage_case_battery.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 215, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)DAM_avgTsource (VDG)Tsink (VDG)MW (VDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2023-01-01 00:00:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.1441770144111-0.344832.90.01667-0.00575
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.1441770144111-0.344832.90.01667-0.00575
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.1441770144111-0.344832.90.01667-0.00575
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.1441770144111-0.344832.90.01667-0.00575
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.1441770144111-0.344832.90.01667-0.00575
\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) DAM_avg Tsource (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 18.14417 70 \n", "2023-01-01 00:01:00+01:00 1.01 18.14417 70 \n", "2023-01-01 00:02:00+01:00 1.01 18.14417 70 \n", "2023-01-01 00:03:00+01:00 1.01 18.14417 70 \n", "2023-01-01 00:04:00+01:00 1.01 18.14417 70 \n", "\n", " Tsink (VDG) MW (VDG) Total demand hp_output_MW \\\n", "2023-01-01 00:00:00+01:00 144 1 1 1 \n", "2023-01-01 00:01:00+01:00 144 1 1 1 \n", "2023-01-01 00:02:00+01:00 144 1 1 1 \n", "2023-01-01 00:03:00+01:00 144 1 1 1 \n", "2023-01-01 00:04:00+01:00 144 1 1 1 \n", "\n", " hp_input_MW cop hp_output_MWh hp_input_MWh \n", "2023-01-01 00:00:00+01:00 -0.34483 2.9 0.01667 -0.00575 \n", "2023-01-01 00:01:00+01:00 -0.34483 2.9 0.01667 -0.00575 \n", "2023-01-01 00:02:00+01:00 -0.34483 2.9 0.01667 -0.00575 \n", "2023-01-01 00:03:00+01:00 -0.34483 2.9 0.01667 -0.00575 \n", "2023-01-01 00:04:00+01:00 -0.34483 2.9 0.01667 -0.00575 " ] }, "execution_count": 215, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 216, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 216, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['cop'].isnull().sum()" ] }, { "cell_type": "code", "execution_count": 217, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_battery.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", " 'hp_input_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": 218, "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": [ "2023-03-01 00:00:00+01:00", "2023-03-01 00:01:00+01:00", "2023-03-01 00:02:00+01:00", "2023-03-01 00:03:00+01:00", "2023-03-01 00:04:00+01:00", "2023-03-01 00:05:00+01:00", "2023-03-01 00:06:00+01:00", "2023-03-01 00:07:00+01:00", "2023-03-01 00:08:00+01:00", "2023-03-01 00:09:00+01:00", "2023-03-01 00:10:00+01:00", "2023-03-01 00:11:00+01:00", "2023-03-01 00:12:00+01:00", "2023-03-01 00:13:00+01:00", "2023-03-01 00:14:00+01:00", "2023-03-01 00:15:00+01:00", "2023-03-01 00:16:00+01:00", "2023-03-01 00:17:00+01:00", "2023-03-01 00:18:00+01:00", "2023-03-01 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", 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"execution_count": 221, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', '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', 'real_input_system_MW', 'hp_output_MWh',\n", " 'hp_input_MWh', 'to_storage_vdg_MWh', 'from_storage_vdg_MWh',\n", " 'to_storage_MWh', 'from_storage_MWh', 'real_input_system_MWh'],\n", " dtype='object')" ] }, "execution_count": 221, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data.columns" ] }, { "cell_type": "code", "execution_count": 222, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 222, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case_battery.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case_battery.data['Total demand'] + s.storage_case_battery.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 223, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_13004\\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 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 225, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', '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', 'real_input_system_MW', 'hp_output_MWh',\n", " 'hp_input_MWh', 'to_storage_vdg_MWh', 'from_storage_vdg_MWh',\n", " 'to_storage_MWh', 'from_storage_MWh', 'real_input_system_MWh'],\n", " dtype='object')" ] }, "execution_count": 225, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data.columns" ] }, { "cell_type": "code", "execution_count": 226, "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_battery.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_battery.generate_electr_market_results(nom_col='nomination_MWh', real_col='real_input_system_MWh')\n", "\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_battery]: #, 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=2023, \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": 227, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "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_battery]: #, 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": "code", "execution_count": 228, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "86016\n", "85857\n" ] } ], "source": [ "charge_times = print(sum(s.storage_case_battery.data['to_storage_MW']!= 0))\n", "discharge_times = print(sum(s.storage_case_battery.data['from_storage_MW']!= 0))" ] }, { "cell_type": "code", "execution_count": 229, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-181242.64800000002\n", "-181242.64800000002\n" ] } ], "source": [ "charge_times_battery = print(sum(s.storage_case_battery.data['hp_input_MW']))\n", "charge_times_hp = print(sum(s.hpcase.data['hp_input_MW']))" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 231, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_13004\\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": 233, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'DAM_avg', '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', 'real_input_system_MW', 'hp_output_MWh',\n", " 'hp_input_MWh', 'to_storage_vdg_MWh', 'from_storage_vdg_MWh',\n", " 'to_storage_MWh', 'from_storage_MWh', 'real_input_system_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 233, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data.columns" ] }, { "cell_type": "code", "execution_count": 234, "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": 235, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 235, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_battery.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 236, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 237, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 29.635,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=0.34, capacity=1, temperature=144, min_storagelevel=0.05),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=1, cop_curve=2.9, min_th_power=0))" ] }, "execution_count": 237, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_battery\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": 238, "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": 239, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 239, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_battery.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 240, "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=2.9\n", ")" ] }, { "cell_type": "code", "execution_count": 241, "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": 242, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 243, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_steamboiler = s.baseline.data[['Total demand', 'output_MW_th']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Steamboiler only case on {date}',\n", " subplot_titles=['Total demand', 'Steam boiler output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_steamboiler" ] }, { "cell_type": "code", "execution_count": 244, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Heatpump only case on {date}', \n", " subplot_titles=['Total demand', 'Heatpump output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_heatpump" ] }, { "cell_type": "code", "execution_count": 245, "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_battery
Total net volume (MWh)-3,022-3,022
Total exported to grid (MWh)--
Total consumed from grid (MWh)3,0223,022
Total nominated volume (MWh)-3,022-3,022
Absolute imbalance volume (MWh)-973
Mean selling price (€/MWh)--
Mean buying price (€/MWh)9656
Total day-ahead result (€)-289,579-289,579
Total POS result (€)-129,813
Total NEG result (€)--9,924
Total imbalance result (€)-119,888
Total combined result (€)-289,579-169,691
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_battery\n", "Total net volume (MWh) -3,022 -3,022\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 3,022 3,022\n", "Total nominated volume (MWh) -3,022 -3,022\n", "Absolute imbalance volume (MWh) - 973\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 96 56\n", "Total day-ahead result (€) -289,579 -289,579\n", "Total POS result (€) - 129,813\n", "Total NEG result (€) - -9,924\n", "Total imbalance result (€) - 119,888\n", "Total combined result (€) -289,579 -169,691" ] }, "execution_count": 245, "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": 246, "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_battery
Gasboiler OPEX (€)--
Gas consumption costs (€)393,966393,966
CO2 emission costs (€)140,949140,949
Gas taxes (€)33,68933,689
Heatpump VDG OPEX (€)-46,080-46,080
Result on electricity market (€)-289,579-169,691
Electricity taxes (€)-2,871-2,871
Grid transport costs (€)-28,883-28,883
HotWaterStorage OPEX (€)--9,000
EBITDA (€)201,192312,080
Depreciation (€)-46,080-70,080
EBITDA + depr (€)155,112242,000
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_battery\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 393,966 393,966\n", "CO2 emission costs (€) 140,949 140,949\n", "Gas taxes (€) 33,689 33,689\n", "Heatpump VDG OPEX (€) -46,080 -46,080\n", "Result on electricity market (€) -289,579 -169,691\n", "Electricity taxes (€) -2,871 -2,871\n", "Grid transport costs (€) -28,883 -28,883\n", "HotWaterStorage OPEX (€) - -9,000\n", "EBITDA (€) 201,192 312,080\n", "Depreciation (€) -46,080 -70,080\n", "EBITDA + depr (€) 155,112 242,000" ] }, "execution_count": 246, "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": 247, "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 (€)-1,157,760
Regular Earnings (€)201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192
Irregular Cashflows (€)------------
EBITDA (€)201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192201,192
Depreciations (€) -/--46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080-46,080
EBIT (€)155,112155,112155,112155,112155,112155,112155,112155,112155,112155,112155,112155,112
Income tax (Vpb.) (€)-23,267-23,267-23,267-23,267-23,267-23,267-23,267-23,267-23,267-23,267-23,267-23,267
NOPLAT (€)131,845131,845131,845131,845131,845131,845131,845131,845131,845131,845131,845131,845
Depreciations (€) +/+46,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,080
Free Cash Flow (€)-1,157,760177,925177,925177,925177,925177,925177,925177,925177,925177,925177,925177,925177,925
Simple Payback Period6.507001039280803 years
IRR (%)11%
WACC (%)10%
NPV of explicit period (€)49,607
Discounted residual value (€)192,708
NPV (€)49,607
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,157,760 \n", "Regular Earnings (€) 201,192 201,192 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 201,192 201,192 \n", "Depreciations (€) -/- -46,080 -46,080 \n", "EBIT (€) 155,112 155,112 \n", "Income tax (Vpb.) (€) -23,267 -23,267 \n", "NOPLAT (€) 131,845 131,845 \n", "Depreciations (€) +/+ 46,080 46,080 \n", "Free Cash Flow (€) -1,157,760 177,925 177,925 \n", "Simple Payback Period 6.507001039280803 years \n", "IRR (%) 11% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 49,607 \n", "Discounted residual value (€) 192,708 \n", "NPV (€) 49,607 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 201,192 201,192 201,192 201,192 201,192 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 201,192 201,192 201,192 201,192 201,192 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 155,112 155,112 155,112 155,112 155,112 \n", "Income tax (Vpb.) (€) -23,267 -23,267 -23,267 -23,267 -23,267 \n", "NOPLAT (€) 131,845 131,845 131,845 131,845 131,845 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 177,925 177,925 177,925 177,925 177,925 \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 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 201,192 201,192 201,192 201,192 201,192 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 201,192 201,192 201,192 201,192 201,192 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 155,112 155,112 155,112 155,112 155,112 \n", "Income tax (Vpb.) (€) -23,267 -23,267 -23,267 -23,267 -23,267 \n", "NOPLAT (€) 131,845 131,845 131,845 131,845 131,845 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 177,925 177,925 177,925 177,925 177,925 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 247, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()\n", "# linear depreciation is assumed which is capex/lifetime of the asset\n", "# Income tax = ebit * 0.15" ] }, { "cell_type": "code", "execution_count": 248, "metadata": {}, "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 (€)-1,757,760
Regular Earnings (€)312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081
Irregular Cashflows (€)------------
EBITDA (€)312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081312,081
Depreciations (€) -/--70,080-70,080-70,080-70,080-70,080-70,080-70,080-70,080-70,080-70,080-70,080-70,080
EBIT (€)242,001242,001242,001242,001242,001242,001242,001242,001242,001242,001242,001242,001
Income tax (Vpb.) (€)-36,300-36,300-36,300-36,300-36,300-36,300-36,300-36,300-36,300-36,300-36,300-36,300
NOPLAT (€)205,700205,700205,700205,700205,700205,700205,700205,700205,700205,700205,700205,700
Depreciations (€) +/+70,08070,08070,08070,08070,08070,08070,08070,08070,08070,08070,08070,080
Free Cash Flow (€)-1,757,760275,780275,780275,780275,780275,780275,780275,780275,780275,780275,780275,780275,780
Simple Payback Period6.373765942324964 years
IRR (%)11%
WACC (%)10%
NPV of explicit period (€)110,294
Discounted residual value (€)292,121
NPV (€)110,294
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,757,760 \n", "Regular Earnings (€) 312,081 312,081 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 312,081 312,081 \n", "Depreciations (€) -/- -70,080 -70,080 \n", "EBIT (€) 242,001 242,001 \n", "Income tax (Vpb.) (€) -36,300 -36,300 \n", "NOPLAT (€) 205,700 205,700 \n", "Depreciations (€) +/+ 70,080 70,080 \n", "Free Cash Flow (€) -1,757,760 275,780 275,780 \n", "Simple Payback Period 6.373765942324964 years \n", "IRR (%) 11% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 110,294 \n", "Discounted residual value (€) 292,121 \n", "NPV (€) 110,294 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 312,081 312,081 312,081 312,081 312,081 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 312,081 312,081 312,081 312,081 312,081 \n", "Depreciations (€) -/- -70,080 -70,080 -70,080 -70,080 -70,080 \n", "EBIT (€) 242,001 242,001 242,001 242,001 242,001 \n", "Income tax (Vpb.) (€) -36,300 -36,300 -36,300 -36,300 -36,300 \n", "NOPLAT (€) 205,700 205,700 205,700 205,700 205,700 \n", "Depreciations (€) +/+ 70,080 70,080 70,080 70,080 70,080 \n", "Free Cash Flow (€) 275,780 275,780 275,780 275,780 275,780 \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 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 312,081 312,081 312,081 312,081 312,081 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 312,081 312,081 312,081 312,081 312,081 \n", "Depreciations (€) -/- -70,080 -70,080 -70,080 -70,080 -70,080 \n", "EBIT (€) 242,001 242,001 242,001 242,001 242,001 \n", "Income tax (Vpb.) (€) -36,300 -36,300 -36,300 -36,300 -36,300 \n", "NOPLAT (€) 205,700 205,700 205,700 205,700 205,700 \n", "Depreciations (€) +/+ 70,080 70,080 70,080 70,080 70,080 \n", "Free Cash Flow (€) 275,780 275,780 275,780 275,780 275,780 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 248, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.storage_case_battery).show()" ] }, { "cell_type": "code", "execution_count": 249, "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": 250, "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": 251, "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_battery" ], "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_battery" ], "y": [ 0, 1152000, 1152000 ] }, { "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_battery" ], "y": [ 0, 0, 600000 ] } ], "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, 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", 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ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 254, "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": [ -0.5686047900000001, -0.36741308, -0.25652485999999997 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_battery" ], "y": [ -568604.79, -367413.08, -256524.86 ] } ], "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": { 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QIECAAAGBmz1AgAABAgQIECBAgAABAgQIECBAIKKAwC0ipqEIECBAgAABAgQIECBAgAABAgQICNzsAQIECBAgQIAAAQIECBAgQIAAAQIRBQRuETENRYAAAQIECBAgQIAAAQIECBAgQEDgZg8QIECAAAECBAgQIECAAAECBAgQiCggcIuIaSgCBAgQIECAAAECBAgQIECAAAECAjd7gAABAgQIECBAgAABAgQIECBAgEBEAYFbRExDESBAgAABAgQIECBAgAABAgQIEBC42QMECBAgQIAAAQIECBAgQIAAAQIEIgoI3CJiGooAAQIECBAgQIAAAQIECBAgQICAwM0eIECAAAECBAgQIECAAAECBAgQIBBRQOAWEdNQBAgQIECAAAECBAgQIECAAAECBARu9gABAgQIECBAgAABAgQIECBAgACBiAICt4iYhiJAgAABAgQIECBAgAABAgQIECAgcLMHCBAgQIAAAQIECBAgQIAAAQIECEQUELhFxDQUAQIECBAgQIAAAQIECBAgQIAAAYGbPUCAAAECBAgQIECAAAECBAgQIEAgooDALSKmoQgQIECAAAECBAgQIECAAAECBAgI3OwBAgQIECBAgAABAgQIECBAgAABAhEFBG4RMQ1FgAABAgQIECBAgAABAgQIECBAQOBmDxAgQIAAAQIECBAgQIAAAQIECBCIKCBwi4hpKAIECBAgQIAAAQIECBAgQIAAAQICN3uAAAECBAgQIECAAAECBAgQIECAQEQBgVtETEMRIECAAAECBAgQIECAAAECBAgQELjZAwQIECBAgAABAgQIECBAgAABAgQiCgjcpsC84sr1Yd1ll/deecjKFeG0k9aERQsXTnGklxAgQIAAAQIECBAgQIAAAQIECHRNQOA2oePXfvO6sO6jnwjnnHV62HXJ4rB23cd6R6xZfVzX9or1EiBAgAABAgQIECBAgAABAgQITCEgcJuAlAVs+yzdK6w68vDeKwcDuCmMvYQAAQIECBAgQIAAAQIECBAgQKBDAgK3Mc2+f/PmcOEla8PKgw6cCdw2Xn9juOiSteHUk9aE5cv27dBWsVQCBAgQIECAAAECBAgQIECAAIFpBARuUwRuq444LKw8eEXvlYOB220/u3saZ68hQIAAAQIECBAgQIAAAQIECDRGYPfHPLoxtaZYqMBtisBt3BluKQVuV//kuvDJH3wpLNlx5xT3mpoIEGi5wH0PbQ6P2WlxeP3KY1u+0vkt78FHHgqv3XBR2PdRu89vAEcRIECgoMAN99wW/uw5p4ftF2xXcKR2Hv7Oaz4WNt1/V9hpBw9Ha2eHrYpA2gKbHrg3HLPfc8Kv7fXzk31S+BC4FeuCwG2CX5Pu4bZ+4zXhb//r6nDAbi51LfZl0d2jNz/wUPiFX9g+bLdgQXcRrHzeArfce0fv2Lc8+8R5j9HmA7PA7bjPvD38xvJD2rxMaytR4KGHHglhQQg7bC8sKZG51UNfufGacPkL3ihwG9HlN395Xc/mcTsvafU+sLhyBB7ZsiU8+ODDYeGOO5QzgVFbL/B/br8xHP3EZ4fDlq1s/Vq7skCB24RON+kppQK3rnzZlrdOgVt5tl0YWeA2vssCty58FZS7RoFbub5dGF3gNr7LArcufBWUt0aBW3m2XRlZ4Na+TgvcpujpFVeuD+suu7z3ykNWrginnbQmLFqY3qnmArcpmuklYwUEbjZIEQGBm8CtyP5x7GQBgdtkI68YLyBwE7j5GilPQOBWnm1XRha4ta/TArcW9VTg1qJm1rQUgVtN8C2ZVuAmcGvJVk52GQK3ZFvTmMIEbgK3xmzWBhYqcGtg0xIrWeCWWEMilCNwi4CYyhACt1Q60dw6BG7N7V0KlQvcBG4p7MM21yBwa3N3q1mbwE3gVs1O6+YsArdu9j3mqgVuMTXTGEvglkYfolQhcIvC2OlBBG6dbn/hxQvcBG6FN5EBxgoI3GyQogICN4Fb0T3k+NECAje7o6iAwK2oYHrHC9zS68m8KxK4zZvOgVsFBG62QhEBgZvArcj+cexkAYHbZCOvGC8gcBO4+RopT0DgVp5tV0YWuLWv0wK3FvVU4NaiZta0FIFbTfAtmVbgJnBryVZOdhkCt2Rb05jCBG4Ct8Zs1gYWKnBrYNMSK1ngllhDIpQjcIuAmMoQArdUOtHcOgRuze1dCpUL3ARuKezDNtcgcGtzd6tZm8BN4FbNTuvmLAK3bvY95qoFbjE10xhL4JZGH6JUIXCLwtjpQQRunW5/4cUL3ARuhTeRAcYKCNxskKICAjeBW9E95PjRAgI3u6OogMCtqGB6xwvc0uvJvCsSuM2bzoFbBQRutkIRAYGbwK3I/nHsZAGB22QjrxgvIHATuPkaKU9A4FaebVdGFri1r9MCtxb1VODWombWtBSBW03wLZlW4CZwa8lWTnYZArdkW9OYwgRuArfGbNYGFipwa2DTEitZ4JZYQyKUI3CLgJjKEAK3VDrR3DoEbs3tXQqVC9wEbinswzbXIHBrc3erWZvATeBWzU7r5iwCt272PeaqBW4xNdMYS+CWRh+iVCFwi8LY6UEEbp1uf+HFC9wEboU3kQHGCgjcbJCiAgI3gVvRPeT40QICN7ujqIDArahgescL3NLrybwrErjNm86BWwUEbrZCEQGBm8CtyP5x7GQBgdtkI68YLyBwE7j5GilPQOBWnm1XRha4ta/TArcW9VTg1qJm1rQUgVtN8C2ZVuAmcGvJVk52GQK3ZFvTmMIEbgK3xmzWBhYqcGtg0xIrWeCWWEMilCNwi4CYyhACt1Q60dw6BG7N7V0KlQvcBG4p7MM21yBwa3N3q1mbwE3gVs1O6+YsArdu9j3mqgVuMTXTGEvglkYfolQhcIvC2OlBBG6dbn/hxQvcBG6FN5EBxgoI3GyQogICN4Fb0T3k+NECAje7o6iAwK2oYHrHC9zS68m8KxK4zZvOgVsFBG62QhEBgZvArcj+cexkAYHbZCOvGC8gcBO4+RopT0DgVp5tV0YWuLWv0wK3FvVU4NaiZta0FIFbTfAtmVbgJnBryVZOdhkCt2Rb05jCBG4Ct8Zs1gYWKnBrYNMSK1ngllhDIpQjcIuAmMoQArdUOtHcOgRuze1dCpUL3ARuKezDNtcgcGtzd6tZm8BN4FbNTuvmLAK3bvY95qoFbjE10xhL4JZGH6JUIXCLwtjpQQRunW5/4cUL3ARuhTeRAcYKCNxskKICAjeBW9E95PjRAgI3u6OogMCtqGB6xwvc0uvJvCsSuM2bzoFbBQRutkIRAYGbwK3I/nHsZAGB22QjrxgvIHATuPkaKU9A4FaebVdGFri1r9MCtxb1VODWombWtBSBW03wLZlW4CZwa8lWTnYZArdkW9OYwgRuArfGbNYGFipwa2DTEitZ4JZYQyKUI3CLgJjKEAK3VDrR3DoEbs3tXQqVC9wEbinswzbXIHBrc3erWZvATeBWzU7r5iwCt272PeaqBW4xNdMYS+CWRh+iVCFwi8LY6UEEbp1uf+HFC9wEboU3kQHGCgjcbJCiAgI3gVvRPeT40QICN7ujqIDArahgescL3NLrybwrErjNm86BWwUEbrZCEQGBm8CtyP5x7GQBgdtkI68YLyBwE7j5GilPQOBWnm1XRha4ta/TArcW9VTg1qJm1rQUgVtN8C2ZVuAmcGvJVk52GQK3ZFvTmMIEbgK3xmzWBhYqcGtg0xIrWeCWWEMilCNwi4CYyhACt1Q60dw6BG7N7V0KlQvcBG4p7MM21yBwa3N3q1mbwE3gVs1O6+YsArdu9j3mqgVuMTXTGEvglkYfolQhcIvC2OlBBG6dbn/hxQvcBG6FN5EBxgoI3GyQogICN4Fb0T3k+NECAje7o6iAwK2oYHrHC9zS68m8KxK4zZvOgVsFBG62QhEBgZvArcj+cexkAYHbZCOvGC8gcBO4+RopT0DgVp5tV0YWuLWv0wK3FvVU4NaiZta0FIFbTfAtmVbgJnBryVZOdhkCt2Rb05jCBG4Ct8Zs1gYWKnBrYNMSK1ngllhDIpQjcIuAmMoQArdUOtHcOgRuze1dCpUL3ARuKezDNtcgcGtzd6tZm8BN4FbNTuvmLAK3bvY95qoFbjE10xhL4JZGH6JUIXCLwtjpQQRunW5/4cUL3ARuhTeRAcYKCNxskKICAjeBW9E95PjRAgI3u6OogMCtqGB6xwvc0uvJvCsSuM2bzoFbBQRutkIRAYGbwK3I/nHsZAGB22QjrxgvIHATuPkaKU9A4FaebVdGFri1r9MCtxb1VODWombWtBSBW03wLZlW4CZwa8lWTnYZArdkW9OYwgRuArfGbNYGFipwa2DTEitZ4JZYQyKUI3CLgJjKEAK3VDrR3DoEbs3tXQqVC9wEbinswzbXIHBrc3erWZvATeBWzU7r5iwCt272PeaqBW4xNdMYS+CWRh+iVCFwi8LY6UEEbp1uf+HFC9wEboU3kQHGCgjcbJCiAgI3gVvRPeT40QICN7ujqIDArahgescL3NLrybwrErjNm86BWwUEbrZCEQGBm8CtyP5x7GQBgdtkI68YLyBwE7j5GilPQOBWnm1XRha4ta/TArcW9VTg1qJm1rQUgVtN8C2ZVuAmcGvJVk52GQK3ZFvTmMIEbgK3xmzWBhYqcGtg0xIrWeCWWEMilCNwi4CYyhACt1Q60dw6BG7N7V0KlQvcBG4p7MM21yBwa3N3q1mbwE3gVs1O6+YsArdu9j3mqgVuMTXTGEvglkYfolQhcIvC2OlBBG6dbn/hxQvcBG6FN5EBxgoI3GyQogICN4Fb0T3k+NECAje7o6iAwK2oYHrHC9zS68m8KxK4zZvOgVsFBG62QhEBgZvArcj+cexkAYHbZCOvGC8gcBO4+RopT0DgVp5tV0YWuLWv0wK3FvVU4NaiZta0FIFbTfAtmVbgJnBryVZOdhkCt2Rb05jCBG4Ct8Zs1gYWKnBrYNMSK1ngllhDIpQjcIuAmMoQArdUOtHcOgRuze1dCpUL3ARuKezDNtcgcGtzd6tZm8BN4FbNTuvmLAK3bvY95qoFbjE10xhL4JZGH6JUIXCLwtjpQQRunW5/4cUL3ARuhTeRAcYKCNxskKICAjeBW9E95PjRAgI3u6OogMCtqGB6xwvc0uvJvCsSuM2bzoFbBQRutkIRAYGbwK3I/nHsZAGB22QjrxgvIHATuPkaKU9A4FaebVdGFri1r9MCtxb1VODWombWtBSBW03wLZlW4CZwa8lWTnYZArdkW9OYwgRuArfGbNYGFipwa2DTEitZ4JZYQyKUI3CLgJjKEAK3VDrR3DoEbs3tXQqVC9wEbinswzbXIHBrc3erWZvATeBWzU7r5iwCt272PeaqBW4xNdMYS+CWRh+iVCFwi8LY6UEEbp1uf+HFC9wEboU3kQHGCgjcbJCiAgI3gVvRPeT40QICN7ujqIDArahgescL3NLrybwrErjNm86BWwUEbrZCEQGBm8CtyP5x7GQBgdtkI68YLyBwE7j5GilPQOBWnm1XRha4ta/TArcW9VTg1qJm1rQUgVtN8C2ZVuAmcGvJVk52GQK3ZFvTmMIEbgK3xmzWBhYqcGtg0xIrWeCWWEMilCNwi4CYyhACt1Q60dw6BG7N7V0KlQvcBG4p7MM21yBwa3N3q1mbwE3gVs1O6+YsArdu9j3mqgVuMTXTGEvglkYfolQhcIvC2OlBBG6dbn/hxQvcBG6FN5EBxgoI3GyQogICN4Fb0T3k+NECAje7o6iAwK2oYHrHC9zS68m8KxK4zZvOgVsFBG62QhEBgZvArcj+cexkAYHbZCOvGC8gcBO4+RopT0DgVp5tV0YWuLWv0wK3FvVU4NaiZta0FIFbTfAtmVbgJnBryVZOdhkCt2Rb05jCBG4Ct8Zs1gYWKnBrYNMSK1ngllhDIpQjcIuAmMoQArdUOtHcOgRuze1dCpUL3ARuKezDNtcgcGtzd6tZm8BN4FbNTuvmLAK3bvY95qoFbjHSGU+EAAAgAElEQVQ10xhL4JZGH6JUIXCLwtjpQQRunW5/4cUL3ARuhTeRAcYKCNxskKICAjeBW9E95PjRAgI3u6OogMCtqGB6xwvcJvTkjk13hnPfcUFYffwxYeXBK9LrYF9FArek29OI4gRujWhTskUK3ARuyW7OlhQmcGtJI2tchsBN4Fbj9mv91AK31re49AUK3EonrnyC1gRua9d9LFy1fsMM4OoTXhRWHXn4zH/nwdlNN9/S+7ezz3zNrADtiivXh3WXXd773CErV4TTTloTFi1cGARule9JE9YoIHCrEb8FUwvcBG4t2MZJL0HglnR7GlGcwE3g1oiN2tAiBW4NbVxCZQvcEmpGpFJaEbjdv3lz+MuPfzIc8/u/E3ZdsjhsvP7G8LZ3vSe89pWre6Fa9vkLL1kbVh50YC+Eyz5/0SVrw6knrQnLl+0brv3mdWHdRz8Rzjnr9N7xWXiXfaxZfZzALdJGM0wzBARuzehTqlUK3ARuqe7NttQlcGtLJ+tbh8BN4Fbf7mv/zAK39ve47BUK3MoWrn78VgRug2zDArYPXfrxcMbJr+wFaoOfzwK2fZbuNXNGXH8Al43df0lpfsbbgU/avxfIpfThktKUutHMWgRuzexbKlUL3ARuqezFttYhcGtrZ6tbl8BN4FbdbuveTAK37vU89ooFbrFF6x+vlYHb4GWgg2ewZez5WWwvPfboWWe/ZZ/rPwNuyZLFM4HbAfs/offaVUccNnM56pYtW+rv4tYK1l9/TfjMf30l7L/bvsnUpJBmCWx+4MGw4w47hAXbLWhW4Q2sto3CAjeBWwO/FBtV8kMPP9Krd4ftt2tU3YpNR0Dg1t3ALZ3fWNL5eohdyZZHtoQHH3o47LjjDrGHNl5HBL7z3zeGo5/4rPDcZSuTWfGCBW38raU63lYGbv2XhGaUWeB2xVVfnLkv27DArT9EGxa4veSFR4X1G66euSw1b9FtP7u7um5NmOnqn1wXrrzhq2G/xXsnU5NCCBDojsBt928KYcGCcPqTX9SdRc9hpQ8+8lA4ecN7wrP3SvsBPHNYkpdWLJD/wuxH34rhWzTdhp98K/zZc04P2y8Q2g5r6/nX/nXYPiwIj120uEVdtxQCBJoi8F+bbgqrlj09/FpCPyvu/phHN4UvyTqTD9yysOy88983FK//4Qb5C7Kw7bbbb58VrsU4wy172MLSvfecuc9bit10SWmKXWlWTS4pbVa/UqvWGW7jO5IFbsd95u3hN5Yfklrr1NMQAZeUNqRRCZfpDLfxzXnzl9f1wsjH7bwk4S4qLVUBl5Sm2pnm1OWS0ub0atpKkw/cpl1I9rphYVv279kZa0Xv4Xbk854Tlu61xzZnys2lvrJfK3ArW7j94wvc2t/jMlcocBO4lbm/jB2CwM0uKCogcBO4Fd1Djh8tIHCzO4oKCNyKCqZ3fGsCt8HLSPupYz6l9Ior14drv/XtWWfQpdJWgVsqnWhuHQK35vYuhcoFbgK3FPZhm2sQuLW5u9WsTeAmcKtmp3VzFoFbN/sec9UCt5iaaYzVisAtf0hCdtln/0f/JaeDrzn7zNfMPPggOyYL0tZddnnv8GHHrT7+mJnXjzqTru6WCtzq7kDz5xe4Nb+Hda5A4CZwq3P/dWFugVsXulzuGgVuArdyd1i3Rxe4dbv/MVYvcIuhmNYYUwdu40Km/Ayy3XfbLaxZfVxaK+xQNQK3DjW7pKUK3EqC7ciwAjeBW0e2em3LFLjVRt+aiQVuArfWbOYEFyJwS7ApDStJ4Nawhk1R7lSBW352WP9ZXoNjD3swwRTze0lEAYFbRMyODiVw62jjIy1b4CZwi7SVDDNCQOBmaxQVELgJ3IruIcePFhC42R1FBQRuRQXTO37qwO3dF38gvOLEY8PyZfsOXcXggwnSW2r7KxK4tb/HZa9Q4Fa2cLvHF7gJ3Nq9w+tfncCt/h40vQKBm8Ct6Xs45foFbil3pxm1Cdya0ae5VDl14HbuOy4I+Rlu2f3Osid2rjx4xcxcznCbC3s5rxW4lePapVEFbl3qdvy1CtwEbvF3lRH7BQRu9kNRAYGbwK3oHnL8aAGBm91RVEDgVlQwveOnCtyysvufApoHbvlysuBt3FNC01t2OysSuLWzr1WuSuBWpXb75hK4Cdzat6vTWpHALa1+NLEagZvArYn7tik1C9ya0ql06xS4pdub+VY2deCWPxghm+iAX94v7Pf4Zb0579/8QFi/4epw6623hXPOOj3sumTxfGtxXEEBgVtBQIcHgZtNUERA4CZwK7J/HDtZQOA22cgrxgsI3ARuvkbKExC4lWfblZEFbu3r9NSBW7707Ey2q9ZvmCVxxOGHejppAntD4JZAExpegsCt4Q2suXyBm8Ct5i3Y+ukFbq1vcekLFLgJ3ErfZB2eQODW4eZHWrrALRJkQsPMOXDLah92SWlCa+psKQK3zrY+2sIFbtEoOzmQwE3g1smNX+GiBW4VYrd0KoGbwK2lWzuJZQnckmhDo4sQuDW6fUOLn1fg1j6GdqxI4NaOPta5CoFbnfrNn1vgJnBr/i5OewUCt7T704TqBG4Ctybs06bWKHBraufSqVvglk4vYlUicIslmcA4ArcEmtDwEgRuDW9gzeUL3ARuNW/B1k8vcGt9i0tfoMBN4Fb6JuvwBAK3Djc/0tIFbpEgExpG4JZQM4qWInArKuh4gZs9UERA4CZwK7J/HDtZQOA22cgrxgsI3ARuvkbKExC4lWfblZEFbu3rtMCtRT0VuLWomTUtReBWE3xLphW4CdxaspWTXYbALdnWNKYwgZvArTGbtYGFCtwa2LTESha4JdaQCOUI3CIgpjKEwC2VTjS3DoFbc3uXQuUCN4FbCvuwzTUI3Nrc3WrWJnATuFWz07o5i8Ctm32PuWqBW0zNNMaac+B2x6Y7w7nvuCDcdPMt26xg6d57hnPOOj3sumRxGqvrWBUCt441vITlCtxKQO3QkAI3gVuHtnstSxW41cLeqkkFbuPb+b7/+Nvw1Zu/F3bYbvtW9d1iKhLYEkIWum233YKKJjRN2wS2bNkSTnva0eHgxz2+bUvr7HrmHLitXfexHtaa1cd1Fi3VhQvcUu1Mc+oSuDWnVylWKnATuKW4L9tUk8CtTd2sZy0Ct/Humx9+MNxw10/raY5ZGy/w8CNbwr33bQ67PGpR49diAfUI7Lj9DmHZLnvUM7lZSxGYU+CWnd327os/EF5x4rFh+bJ9SynIoPMXELjN386RPxcQuNkJRQQEbgK3IvvHsZMFBG6TjbxivIDAzQ4hUJ7AQw8/Eu6+5/6w6+Kdy5vEyAQINEpA4Naodo0vVuDWombWtBSBW03wLZlW4CZwa8lWTnYZArdkW9OYwgRujWmVQhsoIHBrYNOUTKBkgTkFblkt2SWl+yzdK6w68vCSSzP8XAUEbnMV8/pBAYGbPVFEQOAmcCuyfxw7WUDgNtnIK8YLCNzsEALlCQjcyrM1MoGmCsw5cNt4/Y3hM5/7h/A/X3ZCWLRwYVPX3cq6BW6tbGulixK4VcrduskEbgK31m3qxBYkcEusIQ0sR+DWwKYpuTECArfGtEqhBCoTmFPgNu4JpVnFnlJaWd+GTiRwq9e/DbML3NrQxfrWIHATuNW3+7oxs8CtG30uc5UCtzJ1jd11AYFb13eA9RPYVmBOgRvAtAUEbmn3pwnVCdya0KV0axS4CdzS3Z3tqEzg1o4+1rkKgVud+uZOXeC++x8Ib7/o0vD5L/5br9Q3nXZiOOr5vz6y7M984cvhrRdeOvP5N5zyh+HwZz+199CEn226K5z+5veGX9z7ceENp54Ydlq0Y+91P7j+5nDqm94TDjnwl2f9++AkX//Gd8Or/+T8mX+eVEvqtuoj0FUBgVuLOi9wa1Eza1qKwK0m+JZMK3ATuLVkKye7DIFbsq1pTGECt8a0SqE1CFz84b/pzXryy184E5id/PKjw1OffMA21WTh3NqP/l146Qt/MzxmyS6915/25veGl7/kd8Jzn/nk3n+/5fyPhE2b7g4nv+KFM2Nkc/znD38cljx655GBWxbkffCjnw0XvfWUsN+yvXtzX7Xha2G/5fvM/HcNPKYkQGAeAgK3eaCleojALdXONKcugVtzepVipQI3gVuK+7JNNQnc2tTNetYicKvH3azpC+QB2alrXjQTavUHcJNWkAVwb7twXTj4f/xyOPYFz5sJ3H7vyGeFr137vXDqmmPCzbf+d/jrz6wPv/SLe4XrvvODoYHbsDomze3zBAikKzBV4Jbfu+0Fv/2b4W8/9w/hpptvGboi93Crt9ECt3r92zC7wK0NXaxvDQI3gVt9u68bMwvcutHnMlcpcCtT19hNFsgu9Tz3/I+Ec8582Uzglp1p9tVrvjP20s98zT+/VPSi8LpXHz/rDLcswPvsVVeHZz3toPDjm38a9tn7cb3/HTbu4CWt2dgnvuj5vTPufBAg0EyBqQK3Zi6te1UL3LrX89grFrjFFu3WeAI3gVu3dnz1qxW4VW/ethkFbm3rqPXEEsgCs4vWXh7ecubLepeIZh/TBG75vdqu++4Pw+A93LJLSrPALfu48IOXh6V77t470+3Kf/q3kUFedu+2T1+xYaqQL9bajUOAQHkCArfybCsfWeBWOXnrJhS4ta6llS5I4CZwq3TDdXAygVsHmx55yQK3yKCGa6TA4AMJ3v/OM8Njdl1c6Ay3UZeUZoHb3ns8tvcwht9fdWjvXm6jgrzBM9xWHPD4cMGfvnYmAGwktqIJdFxA4NaiDSBwa1Eza1qKwK0m+JZMK3ATuLVkKye7DIFbsq1pTGECt8a0SqEVCxS9h1tW7qeu2BC+/6Obwuv++CUz93DrvydcvqRxZ865h1vFjTcdgZIFBG4lA1c5vMCtSu12ziVwa2dfq1qVwE3gVtVe6+o8Areudj7eugVu8SyN1D6BSU8pzT5/609/1rvc8/7Nm8Nf/s0/hDXH/17YadGOM08pXXX4M2Y9NGGugVum6iml7dtbVtRdAYFbi3ovcGtRM2taisCtJviWTCtwE7i1ZCsnuwyBW7KtaUxhArfGtEqhNQgMXtL5ptNODEc9/9dnKukP3LKQLfvvSy//wsznR93Dbb9le89azTT3hhu87HWwlhp4TEmAwDwEBG7zQEv1EIFbqp1pTl0Ct+b0KsVKBW4CtxT3ZZtqEri1qZv1rEXgVo+7Wbsh8NDDj4S777k/7Lp4524s2CoJEJgoECVwu2PTneHcd1zQm+ycs04Puy5ZPHFiL4gvIHCLb9q1EQVuXet43PUK3ARucXeU0QYFBG72RFEBgVtRQccTGC0gcLM7CBAYFCgUuF37zevCeee/rzfmLrs8Orzx9aeE5cv2pVyTgMCtJvgWTStwa1Eza1iKwE3gVsO269SUArdOtbuUxQrcSmE1KIGegMDNRiBAIErgtnbdx8JV6zfMjHX2ma8JKw9eQbdmAYFbzQ1owfQCtxY0scYlCNwEbjVuv05MLXDrRJtLXaTArVReg3dcQODW8Q1g+QSGCEx9hlt+2ehNN9/SGyYL2ZYv+8XepaSrjz9G4JbA9hK4JdCEhpcgcGt4A2suX+AmcKt5C7Z+eoFb61tc+gIFbqUTm6DDAgK3Djff0gmMEJgqcBt1j7b83wVuaewvgVsafWhyFQK3Jnev/toFbgK3+ndhuysQuLW7v1WsTuBWhbI5uiogcOtq562bwGiBOQVue+yxezjtpDVh0cKFvREFbmltLYFbWv1oYjUCtyZ2LZ2aBW4Ct3R2YzsrEbi1s69VrkrgVqW2ubomIHDrWsetl8BkgakCt/5wLbukNH9AwpIli11SOtm4slcI3Cqjbu1EArfWtraShQncBG6VbLQOTyJw63DzIy1d4BYJ0jAEhggI3GwLAgQGBaYO3PoP9NCENDeSwC3NvjSpKoFbk7qVXq0CN4FberuyXRUJ3NrVzzpWI3CrQ92cXREQuHWl09ZJYHqBeQVu+fDXfvO6cN757+v95yErV8y63HT6ErwyloDALZZkd8cRuHW39zFWLnATuMXYR8YYLSBwszuKCgjcigo6nsCY9+iHHwl333N/2HXxzpgIECDQEygUuOWGox6qwLhaAYFbtd5tnE3g1sauVrcmgZvArbrd1s2ZBG7d7HvMVQvcYmoai8BsAWe42REECAwKRAncsKYhIHBLow9NrkLg1uTu1V+7wE3gVv8ubHcFArd297eK1QncqlA2R1cFBG5d7bx1ExgtMOfArf8y0mzY/AEKy5fty7lmAYFbzQ1owfQCtxY0scYlCNwEbjVuv05MLXDrRJtLXaTArVReg3dcQODW8Q1g+QSGCMwpcMselvDt73wvnHPW6WHXJYt7w+WXkx74pP3DmtXHQa5RQOBWI35Lpha4taSRNS1D4CZwq2nrdWZagVtnWl3aQgVupdEamEAQuNkEBAgMCkwduGVntq376CdmhW35YHnotvr4Y8LKg1dQrklA4FYTfIumFbi1qJk1LEXgJnCrYdt1akqBW6faXcpiBW6lsBqUQE9A4GYjECAw78AtO7ttn6V7hVVHHj5U8Yor14cf3/QTZ7nVuMcEbjXit2RqgVtLGlnTMgRuAreatl5nphW4dabVpS1U4FYarYEJCNzsAQIEthGY6gy3+zdvDhdesjasOuKwkWewZWfAXXHVF8NpJ60JixYuRF2DgMCtBvSWTSlwa1lDK16OwE3gVvGW69x0ArfOtTz6ggVu0UkNSGBGwBluNgMBAoMCUwVu2SWj7774A+EVJx4bRj0cYeP1N4YPXfrxcMbJr5y5vxvuagUEbtV6t3E2gVsbu1rdmgRuArfqdls3ZxK4dbPvMVctcIupaSwCswUEbnYEAQICtxbvAYFbi5tb0dIEbhVBt3QagZvAraVbO5llCdySaUVjCxG4NbZ1Cm+AgMCtAU1SIoGKBZzhVjF4mdMJ3MrU7cbYArdu9LmsVQrcpgvcDlv25LJaYNyWCwjcWt7gCpb3j9d/I1z+gjeG7RdsV8FspiDQLQGBW7f6bbUEphGYOnA79x0XhJtuvmXsmEv33nPoU0ynKcRrigsI3Iobdn0EgVvXd0Cx9Qvcxvs9suWR8P9+6SPhv352UzFoRxMgQGCeAvs/dp/wtkNfFhaEBfMcwWEECIwSELjZGwQIDApMHbhNuocb2voFBG7196DpFQjcmt7BeusXuNXrb/b2C9x73wMhy0l2XrRj+xdrhQQIEGiYgMCtYQ1TLoEKBARuFSBXNYXArSrp9s4jcGtvb6tYmcCtCmVzdFlA4Nbl7ls7AQKpCwjcUu+Q+ghULyBwq968tBkFbqXRdmZggVtnWl3KQgVupbAalMCMgMDNZiBAgEC6AgK3dHujMgJ1CQjc6pIvYV6BWwmoHRtS4NaxhkdersAtMqjhCAwICNxsCQIECKQrIHBLtzcqI1CXwNSBW1cfmnDHpjtDtvbVxx8TVh68oq4+TTWvwG0qJi8aIyBwsz2KCAjciug5lsBkAYHbZCOvIECAQF0CAre65M1LIF2BqQO3Jj00Ye26j4Vvf+d7s56Ymgdn+ZNWzz7zNbMCtCuuXB/WXXZ5r1OHrFwRTjtpTVi0cGEQuKW7eVUWX0DgFt+0SyMK3LrUbWutQ0DgVoe6OQkQIDCdgMBtOievItAlgdYFblnYdtX6DWHp3nvOBG73b94cLrxkbVh50IFh1ZGHh43X3xguumRtOPWkNWH5sn3Dtd+8Lqz76CdmXp+NkX2sWX2cwK1LXw3WGgRuNkERAYFbET3HdkHgZ5vuCqe/+b3huu/+sLfc97/zzPDUJx8wcen33f9AePtFl4bsl7nXnXR8eOyujw6f+cKXw1svvHSbMS7+8N+ESy//wsSx8+PzyaetZWKxXkCAAIGOCgjcOtp4yyYwRqBVgVt2ltqPb/pJ+NWnPHlWgJYFbB+69OPhjJNfGXZdsjgMBnBZwLbP0r16YVz20R/AZf/df0lpfsbbgU/avxfIpfThktKUutHMWgRuzexbKlUL3FLphDpSFMhDs1895EnhqOf/evjB9TeHc8//SDjnzJeF/ZbtPbLk/LjPf/HfwhGHPm1W4PbJz30pPOmJvxROXXNM2GnRjr0xL/zg5eGH198c3nLmH40M87JQ7uvf+F644E9fGx6zZJfe3H/1mf8dfvO5T5/57xQN1USAAIGUBQRuKXdHbQTqEWhN4JaFbdd+69u9S0G/+73/mhW4DZ7BllHnZ7G99NijZ539ln2u/wy4JUsWzwRuB+z/hN5rVx1xWJL3cxO41fNF1KZZBW5t6mb1axG4VW9uxuYIZGHYRWsvD28582W9UGswgBu1kiwcW77Pnr1Pf+Xr354VuG388S29f3/W0w7qhWvZa//HE5eHv/ybK8PJLz96aOA2WEdzBFVKgACBtAUEbmn3R3UE6hCYKnCro7C5zJkFaldc9cWZ+64NBmyDnx8WuPWHaMMCt5e88KiwfsPVM5el5vXdc+/muZRa6ms3/Pib4XM/+tfwhF2XljqPwdsr8PAjj4TtttsuLGjvEq2sRIGf3repN/pZT0vr7N8Sl2xoAlMLXPOt/wx//pd/G857w6vDrosf3Tvuz//ib3v/+6o/fMHQcfo//7n//ZXwtWu/E05/1bFhl0ftFLL/vuGmW8PzD39GyM50O+EPjgif/vyG8Pu/dWh4y/kfDq966QvCIQc9cda4d9x5dzj77e8P/+c/N878+/9z0vHht3/jmVOvwwsJECBAYLjAI1u2hAcefCgs2vEXEBFojcCjdl7YmrXUsZDkA7csLDvv/PcNtckfbrD+S1fPPPCg/4X5fdw2Xn/DrDPestfM9Qy37GEL/feFy+e5b/ODdfRt6JxfuvEb4bM//NfwRIFbMj1pWiHZX+Z22G67IHFrWufSqPen990Rss1z9tOPT6MgVRBISOA/vvW98Hdf+Ofw+tec0Lv8M/t4/6Wf7v3vq0/8/W0q/exVV/cCtfxz2X9/7ZoscDsuLN5lp9D/+Wyc7//ox+H4o48Mj1+2d/iTt70/vPrEF4RfOWj/ieMmRKQUAgQINFrgkUe2hAceeCgsWiRwa3QjFT9LYKeF9nORLTFV4Jbdt+z9H/6L8OqX/2HvHmjDPqZ5TZFC53Ls4BluMe7hduTznhOW7rXHrDPp5lJTFa91SWkVyu2ewyWl7e5v2atzSWnZwsZvgkD/Pdeyen/rsKeHN5x6Yvj2934YLv7wJ2fdNy27BDT7OPnlL9xmafnDDwY/kd3H7Zwz/ihc+U//FrJLSrNjv/6N74ZPX7GhN092n9rswQzDLikdfGhDXlseADbBV40ECBBIVcAlpal2Rl0E6hOYOnDLHhyQneU17mPYGWB1LG0wcIv5lNL+e8UtWpjW6ZUCtzp2W7vmFLi1q59Vr0bgVrW4+ZokMN97uOVrzJ4qOuweboNhXR6quYdbk3aHWgkQaIOAwK0NXbQGAnEFpg7cmnyGW0aWP100Dw3PPvM1sx58kAVp6y67vKebX6qaBWr5cauPP2bm9dnlqLfdfvvMPePitmT+ownc5m/nyJ8LCNzshCICArcieo5tu8Ckp5TmQdnRqw7tPcV08CNW4JaN6ymlbd9t1keAQB0CArc61M1JIG2BqQK3tJegulxA4GYvFBUQuBUV7PbxArdu99/qJwsMXtL5/neeOfMk0SoDt6zSLMB764WXzhTdX8vklXgFAQIECAwKCNzsCQIEBgUEbi3aEwK3FjWzpqUI3GqCb8m0AreWNNIykhW4974Heg+12XnrQxeSLVRhBAgQ6KCAwK2DTbdkAhMECgVu2aWVV63f0Jti9QkvCquOPBx4jQICtxrxWzK1wK0ljaxpGQK3muBN2xkBgVtnWm2hBAg0UEDg1sCmKZlAyQJTB27Zkz7f9q73hLvuursXrmVP7Pzqv38jrFl9XO+JWBdesjasPOhAoVvJDRs3vMCtRvyWTC1wa0kja1qGwK0meNN2RkDg1plWWygBAg0UELg1sGlKJlCywFSB22Cglj9goP/BA9mTQa+46ovJPUigZL+khhe4JdWORhYjcGtk25IpWuCWTCsU0lIBgVtLG2tZBAi0QkDg1oo2WgSBqAJTBW7ZkzrfffEHwitOPDYsX7Zv78md/f+dVZSdAfehSz8ezjj5lWHXJYujFmmw6QQEbtM5edVoAYGb3VFEQOBWRM+xBCYLCNwmG3kFAQIE6hIQuNUlb14C6QoI3NLtzZwrE7jNmcwBAwICN1uiiIDArYieYwlMFhC4TTbyCgIECNQlIHCrS968BNIVELil25s5VyZwmzOZAwRu9kBEAYFbRExDERgiIHCzLQgQIJCugMAt3d6ojEBdAgK3uuRLmFfgVgJqx4Z0hlvHGh55uQK3yKCGIzAgIHCzJQgQIJCugMAt3d6ojEBdAlMHbue+44Jw0823jK1z6d57hnPOOt093GrqpsCtJvgWTStwa1Eza1iKwK0GdFN2SkDg1ql2WywBAg0TELg1rGHKJVCBwFSBWwV1mCKCgMAtAmLHhxC4dXwDFFy+wK0goMMJTBAQuNkiBAgQSFdA4JZub1RGoC4BgVtd8iXMK3ArAbVjQwrcOtbwyMsVuEUGNRyBAQGBmy1BgACBdAUEbun2RmUE6hKYKnC7Y9Od4d0XfyC84sRjw/Jl+4bB/86K33j9jeFDl348nHHyK11SWlM3BW41wbdoWoFbi5pZw1IEbjWgm7JTAgK3TrXbYgkQaJiAwK1hDVMugQoEBG4VIFc1hcCtKun2ziNwa29vq1iZwK0KZXN0WUDg1uXuWzsBAqkLCNxS75D6CFQvIHCr3ry0GQVupdF2ZmCBW2daXcpCBW6lsBqUwIyAwM1mIECAQLoCArd0e6MyAnUJCNzqki9hXoFbCagdG1Lg1rGGR16uwC0yqOEIDAgI3GwJAgQIpCsgcEu3NyojUJeAwK0u+RLmFbiVgNqxIQUGyskAACAASURBVAVuHWt45OUK3CKDGo6AwM0eIECAQGMEBG6NaZVCCVQmIHCrjLr8iQRu5Ru3fQaBW9s7XO76BG7l+hqdgDPc7AECBAikKyBwS7c3KiNQl8DUgdu577gg3HTzLWPrXLr3nuGcs073lNKauilwqwm+RdMK3FrUzBqWInCrAd2UnRIQuHWq3RZLgEDDBARuDWuYcglUIDBV4FZBHaaIICBwi4DY8SEEbh3fAAWXL3ArCOhwAhMEBG62CAECBNIVELil2xuVEahLQOBWl3wJ8wrcSkDt2JACt441PPJyBW6RQQ1HYEBA4GZLECBAIF0BgVu6vVEZgboEBG51yZcwr8CtBNSODSlw61jDIy9X4BYZ1HAEBG72AAECBBojIHBrTKsUSqAyAYFbZdTlTyRwK9+47TMI3Nre4XLXJ3Ar19foBJzhZg8QIEAgXQGBW7q9URmBugQEbnXJlzCvwK0E1I4NKXDrWMMjL1fgFhnUcAQGBARutgQBAgTSFRC4pdsblRGoS0DgVpd8CfMK3EpA7diQAreONTzycgVukUENR0DgZg8QIECgMQICt8a0SqEEKhMQuFVGXf5EArfyjds+g8Ct7R0ud30Ct3J9jU7AGW72AAECBNIVELil2xuVEahLQOBWl3wJ8wrcSkDt2JACt441PPJyBW6RQQ1HYEBA4GZLECBAIF0BgVu6vVEZgboEBG51yZcwr8CtBNSODSlw61jDIy9X4BYZ1HAEBG72AAECBBojIHBrTKsUSqAyAYFbZdTlTyRwK9+47TMI3Nre4XLXJ3Ar19foBJzhZg8QIEAgXQGBW7q9URmBugQEbnXJlzCvwK0E1I4NKXDrWMMjL1fgFhnUcAQGBARutgQBAgTSFRC4pdsblRGoS0DgVpd8CfMK3EpA7diQAreONTzycgVukUENR0DgZg8QIECgMQICt8a0SqEEKhMQuFVGXf5EArfyjds+g8Ct7R0ud30Ct3J9jU7AGW72AAECBNIVELil2xuVEahLQOBWl3wJ8wrcSkDt2JACt441PPJyBW6RQQ1HYEBA4GZLECBAIF0BgVu6vVEZgboEBG51yZcwr8CtBNSODSlw61jDIy9X4BYZ1HAEBG72AAECBBojIHBrTKsUSqAyAYFbZdTlTyRwK9+47TMI3Nre4XLXJ3Ar19foBJzhZg8QIEAgXQGBW7q9URmBugQEbnXJlzCvwK0E1I4NKXDrWMMjL1fgFhnUcAQGBARutgQBAgTSFRC4pdsblRGoS0DgVpd8CfMK3EpA7diQAreONTzycgVukUENR0DgZg8QIECgMQICt8a0SqEEKhMQuFVGXf5EArfyjds+g8Ct7R0ud30Ct3J9jU7AGW72AAECBNIVELil2xuVEahLQOBWl3wJ8wrcSkDt2JACt441PPJyBW6RQQ1HYEBA4GZLECBAIF0BgVu6vVEZgboEBG51yZcwr8CtBNSODSlw61jDIy9X4BYZ1HAEBG72AAECBBojIHBrTKsUSqAyAYFbZdTlTyRwK9+47TMI3Nre4XLXJ3Ar19foBJzhZg8QIEAgXQGBW7q9URmBugQEbnXJlzCvwK0E1I4NKXDrWMMjL1fgFhnUcAQGBARutgQBAgTSFRC4pdsblRGoS0DgVpd8CfMK3EpA7diQAreONTzycgVukUENR0DgZg8QIECgMQICt8a0SqEEKhMQuFVGXf5EArfyjds+g8Ct7R0ud30Ct3J9jU7AGW72AAECBNIVELil2xuVEahLQOBWl3wJ8wrcSkDt2JACt441PPJyBW6RQQ1HYEBA4GZLECBAIF0BgVu6vVEZgboEBG51yZcwr8CtBNSODSlw61jDIy9X4BYZ1HAEBG72AAECBBojIHBrTKsUSqAyAYFbZdTlTyRwK9+47TMI3Nre4XLXJ3Ar19foBJzhZg8QIEAgXQGBW7q9URmBugQEbnXJlzCvwK0E1I4NKXDrWMMjL1fgFhnUcAQGBARutgQBAgTSFRC4pdsblRGoS0DgVpd8CfMK3EpA7diQAreONTzycgVukUENR0DgZg8QIECgMQICt8a0SqEEKhMQuFVGXf5EWeD2ie99KfzSkj3Ln8wMrRR48MGHww47bBcWLFjQyvVZVLkC/33fXWHhDr8Q/vTZq8udyOgEOirgDLeONt6yCRBohIDArRFtUiSBSgUEbpVylzvZrffeEc77ysfC5ocfLHcio7dW4OFHHgnbbbcgZP/ng8BcBbL9c+yBh4XDlx0y10O9ngCBKQQEblMgeQkBAgRqEhC41QRvWgIJCwjcEm6O0ghULfCzO+8Jix+1U9h+++2qntp8BAgQIDBBQOBmixAgQCBdAYFbur1RGYG6BARudcmbl0CCAgK3BJuiJAIECGwVELjZCgQIEEhXQOCWbm9URqAuAYFbXfLmJZCggMAtwaYoiQABAgI3e4AAAQLJCwjckm+RAglULiBwq5zchATSFRC4pdsblREgQMAZbvYAAQIE0hUQuKXbG5URqEtA4DZB/o5Nd4Zz33FBWH38MWHlwSvq6pN5CVQiIHCrhNkkBAgQmJeAwG1ebA4iQIBAJQICt0qYTUKgUQKtCtw2Xn9jeNu73hPuuuvusMsujw5vfP0pYfmyfXsNyYOzm26+pfffZ5/5mlkB2hVXrg/rLru897lDVq4Ip520JixauHDmOIFbo/a1YucpIHCbJ5zDCBAgUIGAwK0CZFMQIEBgngICt3nCOYxAiwVaE7hlYdtFl6wNp560ZiZky/t2/+bN4cJL1oaVBx0YVh15eBh87bXfvC6s++gnwjlnnR52XbI4rF33sd6ha1YfJ3Br8eZv49K+/o3vhlf/yfm9pa044PHhgj99bXjMkl3GLvXiD/9NuPTyL/Re8+KjnhfOeOWLwwMPPhTeftGl4YabfzprjJ9tuiuc/ub39l47buz8ddd994e91/7WYU8Pbzj1xLDToh3byG5NBAgQqERA4FYJs0kIECAwLwGB27zYHESg1QKtCNzyQG3VEYcNvewzC9g+dOnHwxknv7IXqA0GcFnAts/SvXphXPbRH8Bl/91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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Sensitivity analysis" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n", "1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n", "2. aFRR prices +/- 30%\n", "3. CAPEX\n", "4. CO2 price\n", "5. Tsource +/- 10 degrees Celsius\n", "6. Tsink\n", " * Roam off the peak / lower pressure\n", " * Stabalize / running average per hour/ 2 hours\n", "7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n", "8. Energy Tax and ODE +/- 30%" ] }, { "cell_type": "code", "execution_count": 261, "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": 262, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 5.92 s\n", "Wall time: 16.6 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_13004\\2484316097.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": 263, "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" ] }, { "name": "stdout", "output_type": "stream", "text": [ "2023-01-01 00:00:00+01:00 1\n", "2023-01-01 00:01:00+01:00 1\n", "2023-01-01 00:02:00+01:00 1\n", "2023-01-01 00:03:00+01:00 1\n", "2023-01-01 00:04:00+01:00 1\n", " ..\n", "2023-12-31 23:55:00+01:00 1\n", "2023-12-31 23:56:00+01:00 1\n", "2023-12-31 23:57:00+01:00 1\n", "2023-12-31 23:58:00+01:00 1\n", "2023-12-31 23:59:00+01:00 1\n", "Freq: min, Name: MW (VDG), Length: 525600, dtype: int64\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\assets_kickstart.py:58: UserWarning:\n", "\n", "Chosen Asset load for HotWaterStorage is out of range. Should be between -0.34 and 0.34. Function will return boundary load level for now.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 1.95 s\n", "Wall time: 6.01 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\\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": [ "49607.31309321511" ] }, "execution_count": 263, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 264, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1f02798b11494c08b0668d14daa96c65", "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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\u001b[0mroutine\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[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 7\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mload_data\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 8\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcreate_and_assign_assets\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 9\u001b[0m \u001b[1;31m#s = preprocessing(c=c, 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[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mbaseline\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 3\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mhpcase\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mhponly\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mhpcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mstorage_case_battery\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mhponly_with_storage\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mstorage_case_battery\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;31m# s.hpcase_sde.assign_algorithm(hponly)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_13004\\1226049738.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[0;32m 4\u001b[0m \u001b[0mprint\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m'MW (VDG)'\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[1;32m----> 5\u001b[1;33m \u001b[0mdemand\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;33m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m'MW (VDG)'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mto_list\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[0m\u001b[0;32m 6\u001b[0m \u001b[1;31m# demand = data['MW (VDG)'].iloc[:, 0].tolist()\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 7\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 8\u001b[0m \u001b[0mminutes\u001b[0m \u001b[1;33m=\u001b[0m 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\u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_can_hold_identifiers_and_holds_name\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6297\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 6298\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 6299\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m: 'DataFrame' object has no attribute 'to_list'" ] } ], "source": [ "# sensitivity:Storage temperature\n", "values = range(80, 120, 10)\n", "param = 'storage_temperature'\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='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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