{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 2, "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": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2023-01-01'\n", " end = '2023-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\n", " \n", " hp_vdg_e_power = 1.5 # MW\n", " # hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 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 = 1\n", " # storage_volume = 1000 *3/50\n", " # storage_cap_per_volume = 50 * 1e-3\n", " rated_capacity = 3\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 * 0.00\n", " # storage_min_level = rated_capacity\n", " storage_capex_per_MW = 0\n", " storage_capex_per_MWh = 100_000\n", " storage_opex_perc_of_capex = 0.03\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": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 13, "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": 14, "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": 15, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 16, "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_7860\\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_PCM]\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": 17, "metadata": {}, "outputs": [], "source": [ "# s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()" ] }, { "cell_type": "code", "execution_count": 18, "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": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 20, "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": 21, "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": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "75.08224016788466" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['CO2 prices (€/ton)'].mean()" ] }, { "cell_type": "code", "execution_count": 23, "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": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 26, "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": 27, "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": 27, "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": 29, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1152000\n" ] } ], "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 * 1\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_PCM.add_asset(heatpump_pcm)\n", " s.storage_case_PCM.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": 30, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "300000" ] }, "execution_count": 30, "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": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=0.0)" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 36, "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(desired_hp_load_vdg, tsink_vdg, tsource_vdg, cop = 2.5)\n", "\n", " to_storage_vdg_MW = desired_hp_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", " # #Added lately\n", " # extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " # desired_hp_load_new = min(demand_vdg + min(storage_charge_power, extra_charging_power_constraint) - 0.66, hp_vdg.max_th_power)\n", " # e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_new, tsink_vdg, tsource_vdg)\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 = demand_vdg\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\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 - from_storage_vdg_MW, 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": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump PCM']\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", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case\n" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "# charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "# discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))\n", "# # 154476 times out of 525600, the storage is used to charge/dischage\n", "# # from 39 000 to 110 000 discharge time increases\n" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data['cop'].fillna(2.5, inplace = True)" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)DAM_avgTsource (VDG)...from_storage_vdg_MWto_storage_MWfrom_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
2023-06-07 05:26:00+02:0080.1960.1260.1263.7958.1225.46779.9415.4288.42670...0.00.50.01.8500.025-0.010.0080.0000.0080.000
2023-10-02 17:51:00+02:00127.79585.81585.81691.09682.6637.42580.8415.59117.77070...1.00.01.02.6330.000-0.000.0000.0170.0000.017
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2 rows × 28 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-06-07 05:26:00+02:00 80.19 60.12 60.12 63.79 58.12 \n", "2023-10-02 17:51:00+02:00 127.79 585.81 585.81 691.09 682.66 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-06-07 05:26:00+02:00 25.467 79.94 \n", "2023-10-02 17:51:00+02:00 37.425 80.84 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) ... \\\n", "2023-06-07 05:26:00+02:00 15.42 88.426 70 ... \n", "2023-10-02 17:51:00+02:00 15.59 117.770 70 ... \n", "\n", " from_storage_vdg_MW to_storage_MW \\\n", "2023-06-07 05:26:00+02:00 0.0 0.5 \n", "2023-10-02 17:51:00+02:00 1.0 0.0 \n", "\n", " from_storage_MW storage_level_MWh hp_output_MWh \\\n", "2023-06-07 05:26:00+02:00 0.0 1.850 0.025 \n", "2023-10-02 17:51:00+02:00 1.0 2.633 0.000 \n", "\n", " hp_input_MWh to_storage_vdg_MWh \\\n", "2023-06-07 05:26:00+02:00 -0.01 0.008 \n", "2023-10-02 17:51:00+02:00 -0.00 0.000 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2023-06-07 05:26:00+02:00 0.000 0.008 \n", "2023-10-02 17:51:00+02:00 0.017 0.000 \n", "\n", " from_storage_MWh \n", "2023-06-07 05:26:00+02:00 0.000 \n", "2023-10-02 17:51:00+02:00 0.017 \n", "\n", "[2 rows x 28 columns]" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1174.0800000000002" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['to_storage_MWh'].sum()" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.to_csv('storage_data.csv')" ] }, { "cell_type": "code", "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "s.hpcase.data.to_csv('storage_data_hp.csv')" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demandcop
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.0452694.000000
mean95.81731393.568163103.4389971.0003000.1396121.02.708758
std49.046697194.977533195.6965510.4571220.2243090.00.199808
min-500.000000-1549.470000-1549.4700000.0000000.0000001.02.500000
25%76.93500047.00000057.9675001.0000000.0000001.02.500000
50%99.21500084.13000088.5700001.0000000.0000001.02.900000
75%122.400000114.020000119.5925001.5000000.5000001.02.900000
max463.7700002037.7400002037.7400001.5000000.5000001.02.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 95.817313 93.568163 103.438997 1.000300 \n", "std 49.046697 194.977533 195.696551 0.457122 \n", "min -500.000000 -1549.470000 -1549.470000 0.000000 \n", "25% 76.935000 47.000000 57.967500 1.000000 \n", "50% 99.215000 84.130000 88.570000 1.000000 \n", "75% 122.400000 114.020000 119.592500 1.500000 \n", "max 463.770000 2037.740000 2037.740000 1.500000 \n", "\n", " to_storage_MW Total demand cop \n", "count 525600.000000 525600.0 452694.000000 \n", "mean 0.139612 1.0 2.708758 \n", "std 0.224309 0.0 0.199808 \n", "min 0.000000 1.0 2.500000 \n", "25% 0.000000 1.0 2.500000 \n", "50% 0.000000 1.0 2.900000 \n", "75% 0.500000 1.0 2.900000 \n", "max 0.500000 1.0 2.900000 " ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand', 'cop']].describe()" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2023-03-28 13:39:00+02:0086.87-131.05-131.051.00.00.01
2023-05-02 16:45:00+02:0087.2070.4270.421.00.00.01
2023-01-16 02:29:00+01:0062.72-10.62-10.621.00.00.01
2023-06-10 04:45:00+02:0077.4481.2081.200.00.01.01
2023-09-21 11:38:00+02:00101.301950.001950.001.00.00.01
2023-10-23 06:08:00+02:00135.53115.89115.891.00.00.01
2023-09-03 05:43:00+02:0099.9088.7388.731.00.00.01
2023-03-29 16:49:00+02:00105.9078.9378.931.50.50.01
2023-07-08 08:29:00+02:0083.76102.47102.471.00.00.01
2023-10-02 07:25:00+02:00142.6581.4581.451.00.00.01
2023-02-06 22:10:00+01:00152.50177.50177.501.00.00.01
2023-08-09 21:27:00+02:00131.3588.7588.751.00.00.01
2023-05-13 02:26:00+02:0094.84128.10128.100.00.01.01
2023-10-29 21:25:00+01:0054.27-13.18-13.181.50.50.01
2023-10-28 20:59:00+02:0079.8689.5689.561.00.00.01
2023-11-25 08:44:00+01:0094.29122.41122.410.00.01.01
2023-04-09 08:37:00+02:00122.98109.26109.261.00.00.01
2023-09-12 03:51:00+02:00101.58100.33100.331.50.50.01
2023-08-01 05:05:00+02:0063.4073.9373.931.00.00.01
2023-01-08 13:33:00+01:0099.0067.9267.921.00.00.01
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "2023-03-28 13:39:00+02:00 86.87 -131.05 -131.05 1.0 \n", "2023-05-02 16:45:00+02:00 87.20 70.42 70.42 1.0 \n", "2023-01-16 02:29:00+01:00 62.72 -10.62 -10.62 1.0 \n", "2023-06-10 04:45:00+02:00 77.44 81.20 81.20 0.0 \n", "2023-09-21 11:38:00+02:00 101.30 1950.00 1950.00 1.0 \n", "2023-10-23 06:08:00+02:00 135.53 115.89 115.89 1.0 \n", "2023-09-03 05:43:00+02:00 99.90 88.73 88.73 1.0 \n", "2023-03-29 16:49:00+02:00 105.90 78.93 78.93 1.5 \n", "2023-07-08 08:29:00+02:00 83.76 102.47 102.47 1.0 \n", "2023-10-02 07:25:00+02:00 142.65 81.45 81.45 1.0 \n", "2023-02-06 22:10:00+01:00 152.50 177.50 177.50 1.0 \n", "2023-08-09 21:27:00+02:00 131.35 88.75 88.75 1.0 \n", "2023-05-13 02:26:00+02:00 94.84 128.10 128.10 0.0 \n", "2023-10-29 21:25:00+01:00 54.27 -13.18 -13.18 1.5 \n", "2023-10-28 20:59:00+02:00 79.86 89.56 89.56 1.0 \n", "2023-11-25 08:44:00+01:00 94.29 122.41 122.41 0.0 \n", "2023-04-09 08:37:00+02:00 122.98 109.26 109.26 1.0 \n", "2023-09-12 03:51:00+02:00 101.58 100.33 100.33 1.5 \n", "2023-08-01 05:05:00+02:00 63.40 73.93 73.93 1.0 \n", "2023-01-08 13:33:00+01:00 99.00 67.92 67.92 1.0 \n", "\n", " to_storage_MW from_storage_MW Total demand \n", "2023-03-28 13:39:00+02:00 0.0 0.0 1 \n", "2023-05-02 16:45:00+02:00 0.0 0.0 1 \n", "2023-01-16 02:29:00+01:00 0.0 0.0 1 \n", "2023-06-10 04:45:00+02:00 0.0 1.0 1 \n", "2023-09-21 11:38:00+02:00 0.0 0.0 1 \n", "2023-10-23 06:08:00+02:00 0.0 0.0 1 \n", "2023-09-03 05:43:00+02:00 0.0 0.0 1 \n", "2023-03-29 16:49:00+02:00 0.5 0.0 1 \n", "2023-07-08 08:29:00+02:00 0.0 0.0 1 \n", "2023-10-02 07:25:00+02:00 0.0 0.0 1 \n", "2023-02-06 22:10:00+01:00 0.0 0.0 1 \n", "2023-08-09 21:27:00+02:00 0.0 0.0 1 \n", "2023-05-13 02:26:00+02:00 0.0 1.0 1 \n", "2023-10-29 21:25:00+01:00 0.5 0.0 1 \n", "2023-10-28 20:59:00+02:00 0.0 0.0 1 \n", "2023-11-25 08:44:00+01:00 0.0 1.0 1 \n", "2023-04-09 08:37:00+02:00 0.0 0.0 1 \n", "2023-09-12 03:51:00+02:00 0.5 0.0 1 \n", "2023-08-01 05:05:00+02:00 0.0 0.0 1 \n", "2023-01-08 13:33:00+01:00 0.0 0.0 1 " ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 47, "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": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 48, "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', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n", "hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n", "storage_selection = s.storage_case_PCM.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2023-09-03 12:59:00+02:0021.37-26.66-26.661-0.6001.52.50.50.0
2023-05-09 00:28:00+02:0095.9676.6976.691-0.6001.52.50.50.0
2023-12-20 02:20:00+01:0048.0071.3571.351-0.3451.02.90.00.0
2023-07-30 23:09:00+02:0070.05127.09127.091-0.3451.02.90.00.0
2023-12-29 10:19:00+01:0060.0579.5879.581-0.0000.0NaN0.01.0
2023-08-03 13:31:00+02:0021.25-44.92-44.921-0.6001.52.50.50.0
2023-06-04 10:45:00+02:005.1126.7526.751-0.3451.02.90.00.0
2023-08-05 21:20:00+02:00107.4253.0153.011-0.6001.52.50.50.0
2023-12-04 20:27:00+01:00114.33111.32111.321-0.3451.02.90.00.0
2023-10-22 03:49:00+02:0015.6313.9813.981-0.6001.52.50.50.0
2023-08-07 07:07:00+02:0084.1065.8265.821-0.0000.0NaN0.01.0
2023-01-19 09:24:00+01:00171.69271.86271.861-0.0000.0NaN0.01.0
2023-04-04 05:22:00+02:00121.91-99.30-99.301-0.4001.02.50.00.0
2023-11-28 20:43:00+01:00140.51109.04109.041-0.3451.02.90.00.0
2023-11-03 11:48:00+01:0074.70-28.65-28.651-0.6001.52.50.50.0
2023-01-31 00:09:00+01:00151.8089.27172.581-0.3451.02.90.00.0
2023-02-12 20:59:00+01:00156.38139.55139.551-0.3451.02.90.00.0
2023-12-02 13:45:00+01:00114.58113.16113.161-0.3451.02.90.00.0
2023-03-06 05:49:00+01:00135.59871.07871.071-0.0000.0NaN0.01.0
2023-03-28 12:04:00+02:0091.30-182.05-182.051-0.4001.02.50.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2023-09-03 12:59:00+02:00 21.37 -26.66 -26.66 1 -0.600 \n", "2023-05-09 00:28:00+02:00 95.96 76.69 76.69 1 -0.600 \n", "2023-12-20 02:20:00+01:00 48.00 71.35 71.35 1 -0.345 \n", "2023-07-30 23:09:00+02:00 70.05 127.09 127.09 1 -0.345 \n", "2023-12-29 10:19:00+01:00 60.05 79.58 79.58 1 -0.000 \n", "2023-08-03 13:31:00+02:00 21.25 -44.92 -44.92 1 -0.600 \n", "2023-06-04 10:45:00+02:00 5.11 26.75 26.75 1 -0.345 \n", "2023-08-05 21:20:00+02:00 107.42 53.01 53.01 1 -0.600 \n", "2023-12-04 20:27:00+01:00 114.33 111.32 111.32 1 -0.345 \n", "2023-10-22 03:49:00+02:00 15.63 13.98 13.98 1 -0.600 \n", "2023-08-07 07:07:00+02:00 84.10 65.82 65.82 1 -0.000 \n", "2023-01-19 09:24:00+01:00 171.69 271.86 271.86 1 -0.000 \n", "2023-04-04 05:22:00+02:00 121.91 -99.30 -99.30 1 -0.400 \n", "2023-11-28 20:43:00+01:00 140.51 109.04 109.04 1 -0.345 \n", "2023-11-03 11:48:00+01:00 74.70 -28.65 -28.65 1 -0.600 \n", "2023-01-31 00:09:00+01:00 151.80 89.27 172.58 1 -0.345 \n", "2023-02-12 20:59:00+01:00 156.38 139.55 139.55 1 -0.345 \n", "2023-12-02 13:45:00+01:00 114.58 113.16 113.16 1 -0.345 \n", "2023-03-06 05:49:00+01:00 135.59 871.07 871.07 1 -0.000 \n", "2023-03-28 12:04:00+02:00 91.30 -182.05 -182.05 1 -0.400 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2023-09-03 12:59:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-05-09 00:28:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-12-20 02:20:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-07-30 23:09:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-12-29 10:19:00+01:00 0.0 NaN 0.0 1.0 \n", "2023-08-03 13:31:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-06-04 10:45:00+02:00 1.0 2.9 0.0 0.0 \n", "2023-08-05 21:20:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-12-04 20:27:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-10-22 03:49:00+02:00 1.5 2.5 0.5 0.0 \n", "2023-08-07 07:07:00+02:00 0.0 NaN 0.0 1.0 \n", "2023-01-19 09:24:00+01:00 0.0 NaN 0.0 1.0 \n", "2023-04-04 05:22:00+02:00 1.0 2.5 0.0 0.0 \n", "2023-11-28 20:43:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-11-03 11:48:00+01:00 1.5 2.5 0.5 0.0 \n", "2023-01-31 00:09:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-02-12 20:59:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-12-02 13:45:00+01:00 1.0 2.9 0.0 0.0 \n", "2023-03-06 05:49:00+01:00 0.0 NaN 0.0 1.0 \n", "2023-03-28 12:04:00+02:00 1.0 2.5 0.0 0.0 " ] }, "execution_count": 50, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 51, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 51, "metadata": {}, "output_type": "execute_result" } ], "source": [ "none_count = selection['cop'].isnull().sum()\n", "none_count" ] }, { "cell_type": "code", "execution_count": 52, "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 -0.375430\n", "hp_output_MW 1.000300\n", "cop 2.708758\n", "to_storage_MW 0.139612\n", "from_storage_MW 0.139312\n", "dtype: float64" ] }, "execution_count": 52, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 53, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 54, "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": 55, "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": 57, "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": 59, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.898550724637682" ] }, "execution_count": 60, "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": 61, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-181331.99999999994" ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.345" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-197325.99599999993" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].sum()" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-0.6" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_input_MW'].min()" ] }, { "cell_type": "code", "execution_count": 65, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.664410724677149" ] }, "execution_count": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['hp_output_MW'].sum() /s.storage_case_PCM.data['hp_input_MW'].abs().sum() " ] }, { "cell_type": "code", "execution_count": 66, "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+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:01:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:02:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:03:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
2023-01-01 00:04:00+01:00-3.61-209.4-209.4NaNNaN63.9985.231.0118.14470144111-0.3452.90.017-0.006
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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2023-01-01 00:00:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:01:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:02:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:03:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "2023-01-01 00:04:00+01:00 -3.61 -209.4 -209.4 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2023-01-01 00:00:00+01:00 63.998 5.23 \n", "2023-01-01 00:01:00+01:00 63.998 5.23 \n", "2023-01-01 00:02:00+01:00 63.998 5.23 \n", "2023-01-01 00:03:00+01:00 63.998 5.23 \n", "2023-01-01 00:04:00+01:00 63.998 5.23 \n", "\n", " CO2 prices (€/MWh) DAM_avg Tsource (VDG) \\\n", "2023-01-01 00:00:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:01:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:02:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:03:00+01:00 1.01 18.144 70 \n", "2023-01-01 00:04:00+01:00 1.01 18.144 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 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:01:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:02:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:03:00+01:00 -0.345 2.9 0.017 -0.006 \n", "2023-01-01 00:04:00+01:00 -0.345 2.9 0.017 -0.006 " ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "72906" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['cop'].isnull().sum()" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_PCM.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW',\n", " '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": 69, "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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"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', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 73, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case_PCM.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case_PCM.data['Total demand'] + s.storage_case_PCM.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 74, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_7860\\4223154146.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "hp_output_MW", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 01:00:00+01:00", "2023-01-01 02:00:00+01:00", "2023-01-01 03:00:00+01:00", "2023-01-01 04:00:00+01:00", "2023-01-01 05:00:00+01:00", "2023-01-01 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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": 76, "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', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 76, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 77, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n" ] } ], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=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": 78, "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_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "146760\n", "73389\n" ] } ], "source": [ "charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n", "discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))" ] }, { "cell_type": "code", "execution_count": 80, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "-197325.99599999998\n", "-181332.0\n" ] } ], "source": [ "charge_times_pcm = print(sum(s.storage_case_PCM.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": 82, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_7860\\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": 84, "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', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_vdg_MWh', 'from_storage_vdg_MWh', 'to_storage_MWh',\n", " 'from_storage_MWh', 'nomination_MWh', 'Prod. vol.', 'Cons. vol.',\n", " 'Imb. vol.', 'Day-Ahead Result', 'POS Result', 'NEG Result',\n", " 'Imbalance Result', 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 84, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 85, "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": 86, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Timestamp('2023-01-01 00:00:00+0100', tz='Europe/Amsterdam')" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data['tsource_vdg'].idxmin()" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 29.635,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=1, capacity=3, temperature=144, min_storagelevel=0.0),\n", " Heatpump(name='Heatpump PCM', max_thermal_power=1.5, cop_curve=2.9, min_th_power=0.0))" ] }, "execution_count": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump PCM']\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": 89, "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": 90, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 90, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_PCM.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 91, "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=2.5\n", ")" ] }, { "cell_type": "code", "execution_count": 92, "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": 93, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 94, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-01 00:01:00+01:00", "2023-01-01 00:02:00+01:00", "2023-01-01 00:03:00+01:00", "2023-01-01 00:04:00+01:00", "2023-01-01 00:05:00+01:00", "2023-01-01 00:06:00+01:00", "2023-01-01 00:07:00+01:00", "2023-01-01 00:08:00+01:00", "2023-01-01 00:09:00+01:00", "2023-01-01 00:10:00+01:00", "2023-01-01 00:11:00+01:00", "2023-01-01 00:12:00+01:00", "2023-01-01 00:13:00+01:00", "2023-01-01 00:14:00+01:00", "2023-01-01 00:15:00+01:00", "2023-01-01 00:16:00+01:00", "2023-01-01 00:17:00+01:00", "2023-01-01 00:18:00+01:00", "2023-01-01 00:19:00+01:00", "2023-01-01 00:20:00+01:00", "2023-01-01 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" ] }, "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": 96, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Total net volume (MWh)-3,154-3,371
Total exported to grid (MWh)--
Total consumed from grid (MWh)3,1543,371
Total nominated volume (MWh)-3,154-3,154
Absolute imbalance volume (MWh)-1,096
Mean selling price (€/MWh)--
Mean buying price (€/MWh)9657
Total day-ahead result (€)-302,169-302,169
Total POS result (€)-119,444
Total NEG result (€)--10,399
Total imbalance result (€)-109,045
Total combined result (€)-302,169-193,125
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -3,154 -3,371\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 3,154 3,371\n", "Total nominated volume (MWh) -3,154 -3,154\n", "Absolute imbalance volume (MWh) - 1,096\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 96 57\n", "Total day-ahead result (€) -302,169 -302,169\n", "Total POS result (€) - 119,444\n", "Total NEG result (€) - -10,399\n", "Total imbalance result (€) - 109,045\n", "Total combined result (€) -302,169 -193,125" ] }, "execution_count": 96, "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": 97, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)393,966393,966
CO2 emission costs (€)140,949140,949
Gas taxes (€)33,68933,689
Heatpump VDG OPEX (€)-46,080-
Result on electricity market (€)-302,169-193,125
Electricity taxes (€)-2,996-3,202
Grid transport costs (€)-28,897-50,256
Heatpump PCM OPEX (€)--69,120
HotWaterStorage OPEX (€)--9,000
EBITDA (€)188,462243,902
Depreciation (€)-46,080-81,120
EBITDA + depr (€)142,382162,782
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\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 -\n", "Result on electricity market (€) -302,169 -193,125\n", "Electricity taxes (€) -2,996 -3,202\n", "Grid transport costs (€) -28,897 -50,256\n", "Heatpump PCM OPEX (€) - -69,120\n", "HotWaterStorage OPEX (€) - -9,000\n", "EBITDA (€) 188,462 243,902\n", "Depreciation (€) -46,080 -81,120\n", "EBITDA + depr (€) 142,382 162,782" ] }, "execution_count": 97, "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": 98, "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 (€)188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463
Irregular Cashflows (€)------------
EBITDA (€)188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463188,463
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 (€)142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383142,383
Income tax (Vpb.) (€)-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357-21,357
NOPLAT (€)121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025121,025
Depreciations (€) +/+46,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,08046,080
Free Cash Flow (€)-1,157,760167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105167,105
Simple Payback Period6.928329822458271 years
IRR (%)10%
WACC (%)10%
NPV of explicit period (€)-17,415
Discounted residual value (€)192,708
NPV (€)-17,415
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -1,157,760 \n", "Regular Earnings (€) 188,463 188,463 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 \n", "Free Cash Flow (€) -1,157,760 167,105 167,105 \n", "Simple Payback Period 6.928329822458271 years \n", "IRR (%) 10% \n", "WACC (%) 10% \n", "NPV of explicit period (€) -17,415 \n", "Discounted residual value (€) 192,708 \n", "NPV (€) -17,415 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 188,463 188,463 188,463 188,463 188,463 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 188,463 188,463 188,463 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 142,383 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 -21,357 -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 121,025 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 167,105 167,105 167,105 167,105 167,105 \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 (€) 188,463 188,463 188,463 188,463 188,463 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 188,463 188,463 188,463 188,463 188,463 \n", "Depreciations (€) -/- -46,080 -46,080 -46,080 -46,080 -46,080 \n", "EBIT (€) 142,383 142,383 142,383 142,383 142,383 \n", "Income tax (Vpb.) (€) -21,357 -21,357 -21,357 -21,357 -21,357 \n", "NOPLAT (€) 121,025 121,025 121,025 121,025 121,025 \n", "Depreciations (€) +/+ 46,080 46,080 46,080 46,080 46,080 \n", "Free Cash Flow (€) 167,105 167,105 167,105 167,105 167,105 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 99, "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 (€)-2,036,640
Regular Earnings (€)243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902
Irregular Cashflows (€)------------
EBITDA (€)243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902243,902
Depreciations (€) -/--81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120-81,120
EBIT (€)162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782162,782
Income tax (Vpb.) (€)-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417-24,417
NOPLAT (€)138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365138,365
Depreciations (€) +/+81,12081,12081,12081,12081,12081,12081,12081,12081,12081,12081,12081,120
Free Cash Flow (€)-2,036,640219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485219,485
Simple Payback Period9.27918749730711 years
IRR (%)4%
WACC (%)10%
NPV of explicit period (€)-491,944
Discounted residual value (€)338,768
NPV (€)-491,944
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -2,036,640 \n", "Regular Earnings (€) 243,902 243,902 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 \n", "Free Cash Flow (€) -2,036,640 219,485 219,485 \n", "Simple Payback Period 9.27918749730711 years \n", "IRR (%) 4% \n", "WACC (%) 10% \n", "NPV of explicit period (€) -491,944 \n", "Discounted residual value (€) 338,768 \n", "NPV (€) -491,944 \n", "\n", " Year 3 Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 243,902 243,902 243,902 243,902 243,902 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 243,902 243,902 243,902 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 -81,120 -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 162,782 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 -24,417 -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 138,365 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 81,120 81,120 81,120 \n", "Free Cash Flow (€) 219,485 219,485 219,485 219,485 219,485 \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 (€) 243,902 243,902 243,902 243,902 243,902 \n", "Irregular Cashflows (€) - - - - - \n", "EBITDA (€) 243,902 243,902 243,902 243,902 243,902 \n", "Depreciations (€) -/- -81,120 -81,120 -81,120 -81,120 -81,120 \n", "EBIT (€) 162,782 162,782 162,782 162,782 162,782 \n", "Income tax (Vpb.) (€) -24,417 -24,417 -24,417 -24,417 -24,417 \n", "NOPLAT (€) 138,365 138,365 138,365 138,365 138,365 \n", "Depreciations (€) +/+ 81,120 81,120 81,120 81,120 81,120 \n", "Free Cash Flow (€) 219,485 219,485 219,485 219,485 219,485 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 99, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.storage_case_PCM).show()" ] }, { "cell_type": "code", "execution_count": 100, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2023-01-01 00:00:00+01:00", "2023-01-02 00:00:00+01:00", "2023-01-03 00:00:00+01:00", "2023-01-04 00:00:00+01:00", "2023-01-05 00:00:00+01:00", "2023-01-06 00:00:00+01:00", "2023-01-07 00:00:00+01:00", "2023-01-08 00:00:00+01:00", "2023-01-09 00:00:00+01:00", "2023-01-10 00:00:00+01:00", "2023-01-11 00:00:00+01:00", "2023-01-12 00:00:00+01:00", "2023-01-13 00:00:00+01:00", "2023-01-14 00:00:00+01:00", "2023-01-15 00:00:00+01:00", "2023-01-16 00:00:00+01:00", "2023-01-17 00:00:00+01:00", "2023-01-18 00:00:00+01:00", "2023-01-19 00:00:00+01:00", "2023-01-20 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#price chart\n", "from copy import deepcopy\n", "\n", "data = deepcopy(s.baseline.data)\n", "data = data[data.columns[:2]]\n", "data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n", "data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n", "\n", "data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)" ] }, { "cell_type": "code", "execution_count": 101, "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": 102, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { "color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Heatpump VDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 1152000, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "Heatpump PCM CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 1728000 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 300000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, "paper_bgcolor": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [], "source": [ "# 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n", "\n", "npv_graph = _series.iplot(\n", " kind='bar',\n", " title='NPV by Casestudy in €',\n", " colors=recoygreen,\n", " dimensions=(600, 400), \n", " yTitle='NPV in €',\n", " asFigure=True,\n", " yrange=[0, _series.max() * 1.1]\n", ")\n", "\n", "npv_graph.update_traces(\n", " text=_series.values/1000_000, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}M €\", \n", ")\n", "\n", "npv_graph" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ 9.661006371873636, 4.196098783990476 ], "textposition": "outside", "texttemplate": "%{text:.0f} %", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 9.661006371873636, 4.196098783990476 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "bar" } ], "barpolar": [ { "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { "fillmode": "overlay", "size": 10, "solidity": 0.2 } }, "type": "barpolar" } ], "carpet": [ { "aaxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": "#2a3f5f" }, "baxis": { "endlinecolor": "#2a3f5f", "gridcolor": "white", "linecolor": "white", "minorgridcolor": "white", "startlinecolor": 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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": 112, "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": 113, "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: 7.88 s\n", "Wall time: 24.7 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_7860\\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": 114, "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": [ "1152000\n", "CPU times: total: 2.2 s\n", "Wall time: 7.8 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\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": [ "-17415.097114943812" ] }, "execution_count": 114, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 115, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "ea457ac98ecf484bbb870ced9cbd9e2a", "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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s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mrun_optimisation\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 11\u001b[0m \u001b[1;31m#s = postprocessing(c=c, s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcollect_cashflows\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_7860\\3686723783.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[0mgasboiler\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0massets\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m 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\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": "3.12.4" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 4 }