{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n", "The autoreload extension is already loaded. To reload it, use:\n", " %reload_ext autoreload\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", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Check if pyrecoy2 is already loaded, if so, reload it\n", "if 'pyrecoy2' in sys.modules:\n", " del sys.modules['pyrecoy2']\n", "%reload_ext autoreload\n", " \n", "# Now import PyRecoy\n", "\n", "import pyrecoy2\n", "\n", "# Check the version or path to confirm\n", "\n", "print(pyrecoy2.__file__)\n", "\n", "\n", "from pyrecoy2.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy2.colors import *\n", "from pyrecoy2.converters import *\n", "from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy2.framework import TimeFramework\n", "from pyrecoy2.casestudy import CaseStudy\n", "from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy2.sensitivity import SensitivityAnalysis\n", "from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy2.forecasts import Mipf, Forecast\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "\n", "--\n", "* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n", "* Graphs\n", " * EBITDA vs. baseline (earnings vs baseline)\n", "* Show COP curves in different cases, just for illustration\n", "* Energy report --> Check + add gas\n", "* Fix comparison reports\n", "* Model verification" ] }, { "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": [ "# ENCORE : Heatpump Optimisation Framework\n", "\n", "***\n", "© Mark Kremer \n", "July 2020\n", "##### Cases\n", "In this model, 3 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 turbine and heatpump run in hybrid mode, and are optimised on costs in real-time" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\n", " # year = '2019'\n", " # startdate = year + '-01-01'\n", " # enddate = str(year) + '-12-31'\n", " # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n", " # start = start.astimezone(pytz.UTC)\n", " # end = end.astimezone(pytz.UTC)\n", " \n", " hp_vdg_e_power = 23.3 # MW\n", " hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 200_000 # EUR/MWth\n", " hp_opex = 0.01 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 35 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 25\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n", " storage_capex_per_MW = 7_000\n", " storage_capex_per_MWh =5_000\n", " storage_opex_perc_of_capex = 0.02\n", " # storage_initial_level = 5\n", " threshold = 20\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed.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)'] + demand['MW (NDG)']\n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3838043831.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " # s.minute_ix = s.time_fw.dt_index(freq='1T')\n", " mipf = Mipf(None, start=s.time_fw.start, end=s.time_fw.end, from_database=True, add_days_to_start_end=False).data\n", " s.mipf = mipf\n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n", " s.storage_case_PCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_PCM', data=mipf)\n", " # s.storage_case_TCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_TCM', data=mipf)\n", " # s.storage_case_battery = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_battery', data=mipf)\n", " s.cases = list(CaseStudy.instances.values())\n", " #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case_PCM]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\2657160476.py:1: 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\\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": "Tsource (VDG)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 04:45:00+01:00", 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Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean63.658798138.63767417.63671262.176305145.3516455.82382423.460537
std6.42277314.3285805.12325210.25255514.8960561.6916976.814125
min25.31000082.4800000.00000013.540000106.3300000.0000000.000000
25%64.892000126.07400017.01400063.516000131.5515005.61200022.676000
50%64.991000142.45000019.89200064.313000148.4900006.54000026.441000
75%65.076000151.73000020.81900065.546000158.1000006.88000027.690000
max70.070000166.02000023.25000073.470000172.0500007.65000030.900000
\n", "
" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 63.658798 138.637674 17.636712 62.176305 \n", "std 6.422773 14.328580 5.123252 10.252555 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.892000 126.074000 17.014000 63.516000 \n", "50% 64.991000 142.450000 19.892000 64.313000 \n", "75% 65.076000 151.730000 20.819000 65.546000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 525600.000000 525600.000000 525600.000000 \n", "mean 145.351645 5.823824 23.460537 \n", "std 14.896056 1.691697 6.814125 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.551500 5.612000 22.676000 \n", "50% 148.490000 6.540000 26.441000 \n", "75% 158.100000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "# !pip show sqlalchemy" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "# !conda install -c conda-forge sqlalchemy=1.4.52" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "# python3 -m ensurepip --upgrade" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 25, "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": 26, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "def load_data(c, s):\n", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n", " s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += 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": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand \n", "2019-01-01 00:00:00+01:00 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 " ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.78609091} + \\text{1.43209091}\\,x$" ], "text/plain": [ "Polynomial([1.78609091, 1.43209091], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 63)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "code", "execution_count": 40, "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": 41, "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": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 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", 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " heatpump_ndg = Heatpump(\n", " name='Heatpump NDG',\n", " max_th_power=c.hp_ndg_e_power,\n", " min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", " heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " # initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\n", " s.storage_case_PCM.add_asset(heatpump_vdg)\n", " s.storage_case_PCM.add_asset(heatpump_ndg)\n", " s.storage_case_PCM.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.hpcase_sde.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(heatpump_ndg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 50, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 50, "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": 53, "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)'] + data['MW (NDG)']).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": 54, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_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", " demand = demand_ndg[m]\n", " if demand != 0:\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg[m],\n", " Tsink=Tsink_ndg[m],\n", " Tsource=Tsource_ndg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_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": 55, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return Tsource\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 56, "metadata": {}, "outputs": [], "source": [ "def hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " from_storage_ndg_MW = 0\n", " to_storage_ndg_MW = 0 \n", " \n", " if neg < dam - c.threshold:\n", " # overproduce\n", " if demand_vdg != 0:\n", " desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", "\n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", "\n", " extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " if demand_ndg != 0:\n", " desired_hp_load_ndg = min(\n", " demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n", " hp_ndg.max_th_power\n", " )\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", "\n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " \n", "\n", " elif pos > dam + c.threshold:\n", " # take from storage\n", " if demand_vdg != 0:\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " try:\n", " from_storage_vdg_MW = ws.discharging_power_limit\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", "\n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " else:\n", " e_load_vdg, th_load_vdg = (0,0)\n", " \n", " #print({f'from_storage_vdg_MW='})\n", " if demand_ndg != 0:\n", " from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n", " \n", " try:\n", " from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", "\n", " from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n", " else:\n", " e_load_ndg, th_load_ndg = (0,0)\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", " return 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\n", "# Neg-take price, Pos-feed price" ] }, { "cell_type": "code", "execution_count": 57, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " demands_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_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", " from_storage_ndg_list = [0] * minutes\n", " to_storage_ndg_list = [0] * minutes\n", " \n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", " new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\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", " tsource_ndg = Tsource_ndg[m]\n", " tsink_ndg = Tsink_ndg[m]\n", " demand_vdg = demands_vdg[m]\n", " demand_ndg = demands_ndg[m]\n", " \n", " 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 = hp_storage_opt_enginge(\n", " c, ws, hp_vdg, hp_ndg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, demand_ndg, \n", " tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " hp_ndg_input[m] = e_load_ndg\n", " hp_ndg_output[m] = th_load_ndg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " new_tsources_ndg[m] = tsource_ndg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " to_storage_ndg_list[m] = to_storage_ndg_MW\n", " from_storage_ndg_list[m] = from_storage_ndg_MW\n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_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['tsource_ndg'] = new_tsources_ndg\n", " case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n", " case.data['from_storage_ndg_MW'] = from_storage_ndg_list\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'] + case.data['to_storage_ndg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_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": 58, "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": 59, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 60, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)...from_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_ndg_MWhfrom_storage_ndg_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
2019-07-30 18:21:00+02:0046.9126.5526.5521.6217.989.6825.504.9265.126158.004...0.018.6300.464-0.0880.0080.00.0080.00.0170.0
2019-07-14 13:35:00+02:0034.0432.1732.1738.0637.6412.8029.345.6664.980153.200...0.05.0830.460-0.0870.0000.00.0000.00.0000.0
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2 rows × 35 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-07-30 18:21:00+02:00 46.91 26.55 26.55 21.62 17.98 \n", "2019-07-14 13:35:00+02:00 34.04 32.17 32.17 38.06 37.64 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-07-30 18:21:00+02:00 9.68 25.50 \n", "2019-07-14 13:35:00+02:00 12.80 29.34 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-07-30 18:21:00+02:00 4.92 65.126 158.004 \n", "2019-07-14 13:35:00+02:00 5.66 64.980 153.200 \n", "\n", " ... from_storage_MW storage_level_MWh \\\n", "2019-07-30 18:21:00+02:00 ... 0.0 18.630 \n", "2019-07-14 13:35:00+02:00 ... 0.0 5.083 \n", "\n", " hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n", "2019-07-30 18:21:00+02:00 0.464 -0.088 0.008 \n", "2019-07-14 13:35:00+02:00 0.460 -0.087 0.000 \n", "\n", " from_storage_ndg_MWh to_storage_vdg_MWh \\\n", "2019-07-30 18:21:00+02:00 0.0 0.008 \n", "2019-07-14 13:35:00+02:00 0.0 0.000 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2019-07-30 18:21:00+02:00 0.0 0.017 \n", "2019-07-14 13:35:00+02:00 0.0 0.000 \n", "\n", " from_storage_MWh \n", "2019-07-30 18:21:00+02:00 0.0 \n", "2019-07-14 13:35:00+02:00 0.0 \n", "\n", "[2 rows x 35 columns]" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 61, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean41.19580140.39106042.55408223.6224640.15918123.460537
std11.27817351.22693152.0032526.8535920.3637826.814125
min-9.020000-487.650000-487.6500000.0000000.0000000.000000
25%34.10000024.47000025.53000022.7000000.00000022.676000
50%39.70000031.11000032.16000026.4920000.00000026.441000
75%47.39250040.90000042.54000027.7820000.00000027.690000
max121.460000936.120000936.12000031.0000001.00000030.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 41.195801 40.391060 42.554082 23.622464 \n", "std 11.278173 51.226931 52.003252 6.853592 \n", "min -9.020000 -487.650000 -487.650000 0.000000 \n", "25% 34.100000 24.470000 25.530000 22.700000 \n", "50% 39.700000 31.110000 32.160000 26.492000 \n", "75% 47.392500 40.900000 42.540000 27.782000 \n", "max 121.460000 936.120000 936.120000 31.000000 \n", "\n", " to_storage_MW Total demand \n", "count 525600.000000 525600.000000 \n", "mean 0.159181 23.460537 \n", "std 0.363782 6.814125 \n", "min 0.000000 0.000000 \n", "25% 0.000000 22.676000 \n", "50% 0.000000 26.441000 \n", "75% 0.000000 27.690000 \n", "max 1.000000 30.900000 " ] }, "execution_count": 61, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 62, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2019-05-27 08:25:00+02:0043.3513.2713.2723.7951.00.022.795
2019-06-01 13:41:00+02:0030.0031.7631.7627.6010.00.027.601
2019-01-22 07:59:00+01:0071.19119.89119.8928.6270.02.028.627
2019-10-24 06:27:00+02:0039.5524.3224.3222.8330.00.022.833
2019-12-27 15:31:00+01:0043.5238.4038.4027.5820.00.027.582
2019-01-11 14:52:00+01:0050.9633.1733.173.1540.00.03.154
2019-08-26 14:00:00+02:0038.25164.88164.8829.8200.00.029.820
2019-04-23 03:45:00+02:0038.0532.1441.2326.6550.00.026.655
2019-12-13 10:19:00+01:0040.82127.02127.0226.8840.02.026.884
2019-05-22 03:00:00+02:0029.0029.7129.7126.8400.00.026.840
2019-03-08 15:20:00+01:0039.9083.1383.1327.5600.02.027.560
2019-09-14 17:07:00+02:0035.4820.5420.5422.8050.00.022.805
2019-10-31 01:33:00+01:0034.2325.2225.2222.5330.00.022.533
2019-03-12 15:14:00+01:0043.1932.8049.9420.8240.00.020.824
2019-11-23 03:45:00+01:0033.1721.8121.8120.6750.00.020.675
2019-07-22 00:22:00+02:0037.4727.0527.0527.6720.00.027.672
2019-11-07 20:26:00+01:0044.98-7.25-7.2521.9541.00.020.954
2019-02-14 05:27:00+01:0043.0437.8637.8627.8950.00.027.895
2019-11-11 23:58:00+01:0034.6030.1034.5427.8240.00.027.824
2019-01-20 22:58:00+01:0062.2646.1546.1522.9160.00.022.916
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" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-05-27 08:25:00+02:00 43.35 13.27 13.27 23.795 1.0 \n", "2019-06-01 13:41:00+02:00 30.00 31.76 31.76 27.601 0.0 \n", "2019-01-22 07:59:00+01:00 71.19 119.89 119.89 28.627 0.0 \n", "2019-10-24 06:27:00+02:00 39.55 24.32 24.32 22.833 0.0 \n", "2019-12-27 15:31:00+01:00 43.52 38.40 38.40 27.582 0.0 \n", "2019-01-11 14:52:00+01:00 50.96 33.17 33.17 3.154 0.0 \n", "2019-08-26 14:00:00+02:00 38.25 164.88 164.88 29.820 0.0 \n", "2019-04-23 03:45:00+02:00 38.05 32.14 41.23 26.655 0.0 \n", "2019-12-13 10:19:00+01:00 40.82 127.02 127.02 26.884 0.0 \n", "2019-05-22 03:00:00+02:00 29.00 29.71 29.71 26.840 0.0 \n", "2019-03-08 15:20:00+01:00 39.90 83.13 83.13 27.560 0.0 \n", "2019-09-14 17:07:00+02:00 35.48 20.54 20.54 22.805 0.0 \n", "2019-10-31 01:33:00+01:00 34.23 25.22 25.22 22.533 0.0 \n", "2019-03-12 15:14:00+01:00 43.19 32.80 49.94 20.824 0.0 \n", "2019-11-23 03:45:00+01:00 33.17 21.81 21.81 20.675 0.0 \n", "2019-07-22 00:22:00+02:00 37.47 27.05 27.05 27.672 0.0 \n", "2019-11-07 20:26:00+01:00 44.98 -7.25 -7.25 21.954 1.0 \n", "2019-02-14 05:27:00+01:00 43.04 37.86 37.86 27.895 0.0 \n", "2019-11-11 23:58:00+01:00 34.60 30.10 34.54 27.824 0.0 \n", "2019-01-20 22:58:00+01:00 62.26 46.15 46.15 22.916 0.0 \n", "\n", " from_storage_MW Total demand \n", "2019-05-27 08:25:00+02:00 0.0 22.795 \n", "2019-06-01 13:41:00+02:00 0.0 27.601 \n", "2019-01-22 07:59:00+01:00 2.0 28.627 \n", "2019-10-24 06:27:00+02:00 0.0 22.833 \n", "2019-12-27 15:31:00+01:00 0.0 27.582 \n", "2019-01-11 14:52:00+01:00 0.0 3.154 \n", "2019-08-26 14:00:00+02:00 0.0 29.820 \n", "2019-04-23 03:45:00+02:00 0.0 26.655 \n", "2019-12-13 10:19:00+01:00 2.0 26.884 \n", "2019-05-22 03:00:00+02:00 0.0 26.840 \n", "2019-03-08 15:20:00+01:00 2.0 27.560 \n", "2019-09-14 17:07:00+02:00 0.0 22.805 \n", "2019-10-31 01:33:00+01:00 0.0 22.533 \n", "2019-03-12 15:14:00+01:00 0.0 20.824 \n", "2019-11-23 03:45:00+01:00 0.0 20.675 \n", "2019-07-22 00:22:00+02:00 0.0 27.672 \n", "2019-11-07 20:26:00+01:00 0.0 20.954 \n", "2019-02-14 05:27:00+01:00 0.0 27.895 \n", "2019-11-11 23:58:00+01:00 0.0 27.824 \n", "2019-01-20 22:58:00+01:00 0.0 22.916 " ] }, "execution_count": 62, "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": 63, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand'],\n", " dtype='object')" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 64, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 65, "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": 66, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MW
2019-06-09 08:09:00+02:0026.5725.7625.7626.951-4.88726.9515.5150.00.0
2019-11-22 17:43:00+01:0051.9118.9818.9820.725-3.86021.7255.6281.00.0
2019-01-28 23:38:00+01:0044.90-76.78-76.780.0000.0000.000NaN0.00.0
2019-03-28 01:59:00+01:0033.6721.7821.7820.670-3.75220.6705.5080.00.0
2019-10-26 23:41:00+02:0026.8122.9322.9327.699-5.18827.6995.3390.00.0
2019-11-01 01:33:00+01:0033.4928.3328.3320.711-3.64420.7115.6830.00.0
2019-08-19 12:57:00+02:0029.9029.4429.4422.688-3.90222.6885.8150.00.0
2019-01-22 04:17:00+01:0051.7358.5058.5026.372-4.83526.3725.4550.00.0
2019-12-10 21:05:00+01:0035.0050.5650.5627.715-5.15127.7155.3800.00.0
2019-04-21 01:45:00+02:0034.0222.2122.2122.940-3.94922.9405.8080.00.0
2019-02-27 06:36:00+01:0050.7540.1840.1826.860-4.94626.8605.4310.00.0
2019-08-21 14:28:00+02:0033.1728.8828.8827.380-5.06827.3805.4030.00.0
2019-08-08 11:24:00+02:0030.4624.6624.6626.808-4.87626.8085.4980.00.0
2019-05-19 05:16:00+02:0033.9121.4821.480.000-0.0000.000NaN0.00.0
2019-03-07 20:16:00+01:0042.3066.5466.5429.616-5.32729.6165.5600.02.0
2019-02-15 11:45:00+01:0040.848.988.9827.915-5.23128.9155.5271.00.0
2019-11-03 13:10:00+01:0036.2624.4429.5327.560-5.22227.5605.2770.00.0
2019-04-06 03:29:00+02:0036.1038.6038.6022.827-4.08322.8275.5910.00.0
2019-01-11 00:54:00+01:0046.0042.2842.2822.964-4.04222.9645.6820.00.0
2019-08-25 11:33:00+02:0025.8821.9721.9722.848-4.15422.8485.5000.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2019-06-09 08:09:00+02:00 26.57 25.76 25.76 26.951 -4.887 \n", "2019-11-22 17:43:00+01:00 51.91 18.98 18.98 20.725 -3.860 \n", "2019-01-28 23:38:00+01:00 44.90 -76.78 -76.78 0.000 0.000 \n", "2019-03-28 01:59:00+01:00 33.67 21.78 21.78 20.670 -3.752 \n", "2019-10-26 23:41:00+02:00 26.81 22.93 22.93 27.699 -5.188 \n", "2019-11-01 01:33:00+01:00 33.49 28.33 28.33 20.711 -3.644 \n", "2019-08-19 12:57:00+02:00 29.90 29.44 29.44 22.688 -3.902 \n", "2019-01-22 04:17:00+01:00 51.73 58.50 58.50 26.372 -4.835 \n", "2019-12-10 21:05:00+01:00 35.00 50.56 50.56 27.715 -5.151 \n", "2019-04-21 01:45:00+02:00 34.02 22.21 22.21 22.940 -3.949 \n", "2019-02-27 06:36:00+01:00 50.75 40.18 40.18 26.860 -4.946 \n", "2019-08-21 14:28:00+02:00 33.17 28.88 28.88 27.380 -5.068 \n", "2019-08-08 11:24:00+02:00 30.46 24.66 24.66 26.808 -4.876 \n", "2019-05-19 05:16:00+02:00 33.91 21.48 21.48 0.000 -0.000 \n", "2019-03-07 20:16:00+01:00 42.30 66.54 66.54 29.616 -5.327 \n", "2019-02-15 11:45:00+01:00 40.84 8.98 8.98 27.915 -5.231 \n", "2019-11-03 13:10:00+01:00 36.26 24.44 29.53 27.560 -5.222 \n", "2019-04-06 03:29:00+02:00 36.10 38.60 38.60 22.827 -4.083 \n", "2019-01-11 00:54:00+01:00 46.00 42.28 42.28 22.964 -4.042 \n", "2019-08-25 11:33:00+02:00 25.88 21.97 21.97 22.848 -4.154 \n", "\n", " hp_output_MW cop to_storage_MW from_storage_MW \n", "2019-06-09 08:09:00+02:00 26.951 5.515 0.0 0.0 \n", "2019-11-22 17:43:00+01:00 21.725 5.628 1.0 0.0 \n", "2019-01-28 23:38:00+01:00 0.000 NaN 0.0 0.0 \n", "2019-03-28 01:59:00+01:00 20.670 5.508 0.0 0.0 \n", "2019-10-26 23:41:00+02:00 27.699 5.339 0.0 0.0 \n", "2019-11-01 01:33:00+01:00 20.711 5.683 0.0 0.0 \n", "2019-08-19 12:57:00+02:00 22.688 5.815 0.0 0.0 \n", "2019-01-22 04:17:00+01:00 26.372 5.455 0.0 0.0 \n", "2019-12-10 21:05:00+01:00 27.715 5.380 0.0 0.0 \n", "2019-04-21 01:45:00+02:00 22.940 5.808 0.0 0.0 \n", "2019-02-27 06:36:00+01:00 26.860 5.431 0.0 0.0 \n", "2019-08-21 14:28:00+02:00 27.380 5.403 0.0 0.0 \n", "2019-08-08 11:24:00+02:00 26.808 5.498 0.0 0.0 \n", "2019-05-19 05:16:00+02:00 0.000 NaN 0.0 0.0 \n", "2019-03-07 20:16:00+01:00 29.616 5.560 0.0 2.0 \n", "2019-02-15 11:45:00+01:00 28.915 5.527 1.0 0.0 \n", "2019-11-03 13:10:00+01:00 27.560 5.277 0.0 0.0 \n", "2019-04-06 03:29:00+02:00 22.827 5.591 0.0 0.0 \n", "2019-01-11 00:54:00+01:00 22.964 5.682 0.0 0.0 \n", "2019-08-25 11:33:00+02:00 22.848 5.500 0.0 0.0 " ] }, "execution_count": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.sample(20)" ] }, { "cell_type": "code", "execution_count": 67, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 41.195801\n", "POS 40.391060\n", "NEG 42.554082\n", "Total demand 23.460537\n", "hp_input_MW -4.307649\n", "hp_output_MW 23.622464\n", "cop 5.469659\n", "to_storage_MW 0.159181\n", "from_storage_MW 0.158099\n", "dtype: float64" ] }, "execution_count": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 69, "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": 70, "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", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n", " demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].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", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\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,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\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_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_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": 72, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calc_afrr_capacity(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " \n", " capacity = 0\n", " for hp in [hp_vdg, hp_ndg]:\n", " max_th_output = hp.max_th_power\n", " cop = hp.get_cop(max_th_output, Tsink=135, Tsource=60)\n", " e_power = max_th_output / cop\n", " capacity += e_power\n", " return capacity" ] }, { "cell_type": "code", "execution_count": 73, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def aFRR_optimisation(case, s):\n", " s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n", " gb = case.assets['Gasboiler']\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n", " gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n", " co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n", " eb_ode_g = s.eb_ode_g\n", " eb_ode_e = s.eb_ode_e\n", " \n", " gb_input = [0] * len(case.data)\n", " gb_output = [0] * len(case.data)\n", "\n", " minutes = range(len(case.data))\n", " hp_output = [0] * len(case.data)\n", " hp_input = [0] * len(case.data)\n", "\n", " for m in tqdm(minutes):\n", " dem_vgd = demand_vdg[m]\n", " if dem_vgd != 0:\n", " max_load = min(hp_vdg.max_th_power, dem_vgd)\n", " min_load = hp_vdg.min_th_power\n", " Tsink = Tsink_vdg[m]\n", " Tsource = Tsource_vdg[m]\n", " cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load < cost_min_load:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n", " else:\n", " hp_vdg_input, hp_vdg_output = (0, 0)\n", "\n", " dem_ngd = demand_ndg[m]\n", " if dem_ngd != 0:\n", " max_load = min(hp_ndg.max_th_power, dem_ngd)\n", " min_load = hp_ndg.min_th_power\n", " Tsink = Tsink_ndg[m]\n", " Tsource = Tsource_ndg[m]\n", " cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n", " cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n", " \n", " cost_full_load = cost_function(\n", " th_load=max_load,\n", " cop=cop_max_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_ngd\n", " )\n", " \n", " cost_min_load = cost_function(\n", " th_load=min_load,\n", " cop=cop_min_load,\n", " electricity_cost=afrr_up[m] + eb_ode_e,\n", " alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n", " demand=dem_vgd\n", " )\n", " \n", " if cost_full_load <= cost_min_load:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n", " else:\n", " hp_ndg_input, hp_ndg_output = (0, 0)\n", "\n", " hp_out = hp_vdg_output + hp_ndg_output\n", " hp_output[m] = hp_out\n", " hp_input[m] = hp_vdg_input + hp_ndg_input\n", " remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n", " gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n", "\n", " case.data['hp_output_MW'] = np.array(hp_output)\n", " case.data['hp_input_MW'] = np.array(hp_input)\n", " case.data['gb_output_MW'] = np.array(gb_output)\n", " case.data['gb_input_MW'] = np.array(gb_input)\n", "\n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(5)\n", " return case" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 75, "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": 76, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.451794715081109" ] }, "execution_count": 76, "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": 77, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "5.483833747740187" ] }, "execution_count": 77, "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": 78, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.00.00.0NaN0.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.00.00.0NaN0.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.00.00.0NaN0.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.00.00.0NaN0.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.00.00.0NaN0.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand hp_output_MW hp_input_MW cop \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:01:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:02:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:03:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:04:00+01:00 0.0 0.0 0.0 NaN \n", "\n", " hp_output_MWh hp_input_MWh \n", "2019-01-01 00:00:00+01:00 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 0.0 " ] }, "execution_count": 78, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 79, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case_PCM.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW'\n", "]]\n", "\n", "cops = pd.concat([s.hpcase.data['cop'], s.storage_case_PCM.data['cop']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 80, "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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 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'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 82, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 83, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 83, "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": 84, "metadata": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 86, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_sde_subsidy(c, s, case):\n", " hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n", " case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n", "\n", " subsidized_hours = min(case.full_load_hours, 8000)\n", " subsidized_MWh = subsidized_hours * hp_capacity\n", "\n", " base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n", " base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n", " long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n", " base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n", " mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n", " correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n", " avoided_gas_consumption = subsidized_MWh/0.9\n", " correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n", "\n", " base_amount_co2 = (2/3)*c.longterm_co2_price\n", " avoided_co2_emission = avoided_gas_consumption * 0.226\n", " mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n", " correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n", " correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n", "\n", " sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n", " sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n", " sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n", "\n", " case.sde_results = {\n", " 'base_amount': base_subsidy_amount,\n", " 'correction_gas': correction_gas,\n", " 'correction_co2': correction_co2,\n", " 'corrected_amount': sde_subsidy_corrected,\n", " 'sde_per_MWh_th': sde_per_MWh_th,\n", " 'sde_per_MWh_e': sde_per_MWh_e\n", " }\n", " return case" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 87, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 88, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n" ] } ], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", "# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", "# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", "# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", "# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", "# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", "# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", "# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2020, \n", " connection_type=c.connection_type\n", " )\n", " \n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 89, "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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Visualisations" ] }, { "cell_type": "code", "execution_count": 91, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 05:00:00+01:00", "2019-01-01 06:00:00+01:00", "2019-01-01 07:00:00+01:00", "2019-01-01 08:00:00+01:00", "2019-01-01 09:00:00+01:00", "2019-01-01 10:00:00+01:00", "2019-01-01 11:00:00+01:00", "2019-01-01 12:00:00+01:00", "2019-01-01 13:00:00+01:00", "2019-01-01 14:00:00+01:00", "2019-01-01 15:00:00+01:00", "2019-01-01 16:00:00+01:00", "2019-01-01 17:00:00+01:00", "2019-01-01 18:00:00+01:00", "2019-01-01 19:00:00+01:00", "2019-01-01 20:00:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].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": 93, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3140037213.py:3: 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\\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": "Tsource (NDG) -after", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "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": 95, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tsource_ndg 2019-01-18 19:20:00+01:00\n", "tsource_vdg 2019-01-22 17:00:00+01:00\n", "dtype: datetime64[ns, Europe/Amsterdam]" ] }, "execution_count": 95, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 96, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 97, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 0,\n", " 0,\n", " 29.635,\n", " 21.42,\n", " 0,\n", " 0,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=, min_th_power=0.0),\n", " Heatpump(name='Heatpump NDG', max_thermal_power=7.7, cop_curve=, min_th_power=0.0))" ] }, "execution_count": 97, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "hp_ndg = case.assets['Heatpump NDG']\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", "demand_ndg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "tsource_ndg = 21.420\n", "tsink_ndg = 118.755\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg)" ] }, { "cell_type": "code", "execution_count": 98, "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": 99, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 99, "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": 100, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 100, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_NDG_before = s.hpcase.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_after = s.storage_case_PCM.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_before.equals(Tsource_NDG_after)" ] }, { "cell_type": "code", "execution_count": 101, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 102, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "# mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", "# )\n", "\n", "# max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", "# )\n", "\n", "# min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", "# )\n", "\n", "# Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "# Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 103, "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": 104, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# import plotly.graph_objects as go\n", "# import numpy as np\n", "\n", "# fig = go.Figure()\n", "\n", "# configs = {\n", "# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", "# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "# }\n", "\n", "# for name, config in configs.items():\n", "# trace = create_load_trace(*config, name)\n", "# fig.add_trace(trace)\n", "\n", "# fig.update_layout(title='Switch prices for different configurations')\n", "# fig.show()" ] }, { "cell_type": "code", "execution_count": 105, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 106, "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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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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": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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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": 108, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 110, "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)-37,696-37,734
Total exported to grid (MWh)--
Total consumed from grid (MWh)37,69637,734
Total nominated volume (MWh)-37,696-37,696
Absolute imbalance volume (MWh)-201
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4141
Total day-ahead result (€)-1,553,699-1,553,699
Total POS result (€)-12,089
Total NEG result (€)--1,073
Total imbalance result (€)-11,016
Total combined result (€)-1,553,699-1,542,683
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -37,696 -37,734\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 37,696 37,734\n", "Total nominated volume (MWh) -37,696 -37,696\n", "Absolute imbalance volume (MWh) - 201\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 41\n", "Total day-ahead result (€) -1,553,699 -1,553,699\n", "Total POS result (€) - 12,089\n", "Total NEG result (€) - -1,073\n", "Total imbalance result (€) - 11,016\n", "Total combined result (€) -1,553,699 -1,542,683" ] }, "execution_count": 110, "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": 111, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)3,090,1643,090,164
CO2 emission costs (€)1,124,5721,124,572
Gas taxes (€)790,305790,305
Heatpump VDG OPEX (€)-46,600-46,600
Heatpump NDG OPEX (€)-15,400-15,400
Result on electricity market (€)-1,553,699-1,542,683
Electricity taxes (€)-35,811-35,847
Grid transport costs (€)-273,944-275,044
HotWaterStorage OPEX (€)--8,500
EBITDA (€)3,079,5863,080,967
Depreciation (€)-248,000-265,000
EBITDA + depr (€)2,831,5862,815,967
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 3,090,164 3,090,164\n", "CO2 emission costs (€) 1,124,572 1,124,572\n", "Gas taxes (€) 790,305 790,305\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Heatpump NDG OPEX (€) -15,400 -15,400\n", "Result on electricity market (€) -1,553,699 -1,542,683\n", "Electricity taxes (€) -35,811 -35,847\n", "Grid transport costs (€) -273,944 -275,044\n", "HotWaterStorage OPEX (€) - -8,500\n", "EBITDA (€) 3,079,586 3,080,967\n", "Depreciation (€) -248,000 -265,000\n", "EBITDA + depr (€) 2,831,586 2,815,967" ] }, "execution_count": 111, "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": 112, "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 (€)-6,231,000
Regular Earnings (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
Irregular Cashflows (€)------------
EBITDA (€)3,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,5923,079,592
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)2,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,5922,831,592
Income tax (Vpb.) (€)-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648-694,648
NOPLAT (€)2,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,9442,136,944
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,9442,384,944
Simple Payback Period2.6126401375173294 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)9,108,429
Discounted residual value (€)1,037,143
NPV (€)9,108,429
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,384,944 2,384,944 \n", "Simple Payback Period 2.6126401375173294 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 9,108,429 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 9,108,429 \n", "\n", " Year 3 Year 4 Year 5 Year 6 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 7 Year 8 Year 9 Year 10 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,079,592 3,079,592 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 11 Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,079,592 3,079,592 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) 3,079,592 3,079,592 \n", "Depreciations (€) -/- -248,000 -248,000 \n", "EBIT (€) 2,831,592 2,831,592 \n", "Income tax (Vpb.) (€) -694,648 -694,648 \n", "NOPLAT (€) 2,136,944 2,136,944 \n", "Depreciations (€) +/+ 248,000 248,000 \n", "Free Cash Flow (€) 2,384,944 2,384,944 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 112, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 113, "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": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", "2019-01-04 00:00:00+01:00", "2019-01-05 00:00:00+01:00", "2019-01-06 00:00:00+01:00", "2019-01-07 00:00:00+01:00", "2019-01-08 00:00:00+01:00", "2019-01-09 00:00:00+01:00", "2019-01-10 00:00:00+01:00", "2019-01-11 00:00:00+01:00", "2019-01-12 00:00:00+01:00", "2019-01-13 00:00:00+01:00", "2019-01-14 00:00:00+01:00", "2019-01-15 00:00:00+01:00", "2019-01-16 00:00:00+01:00", "2019-01-17 00:00:00+01:00", "2019-01-18 00:00:00+01:00", "2019-01-19 00:00:00+01:00", "2019-01-20 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#price chart\n", "from copy import deepcopy\n", "\n", "data = deepcopy(s.baseline.data)\n", "data = data[data.columns[:2]]\n", "data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n", "data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n", "\n", "data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)" ] }, { "cell_type": "code", "execution_count": 114, "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": 115, "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": { 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"color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Gas consumption costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -3090163.9, 0, 0 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "CO2 emission costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -1124571.98, 0, 0 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "Gas taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -790304.76, 0, 0 ] }, { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Heatpump VDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -46600, -46600 ] }, { "marker": { "color": "rgba(109, 82, 107, 0.6)", "line": { "color": "rgba(109, 82, 107, 1.0)", "width": 1 } }, "name": "Heatpump NDG OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -15400, -15400 ] }, { "marker": { "color": "rgba(242, 165, 65, 0.6)", "line": { "color": "rgba(242, 165, 65, 1.0)", "width": 1 } }, "name": "Result on electricity market (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -1553698.9, -1542682.7 ] }, { "marker": { "color": "rgba(20, 85, 97, 0.6)", "line": { "color": "rgba(20, 85, 97, 1.0)", "width": 1 } }, "name": "Electricity taxes (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -35811.42, -35847.3 ] }, { "marker": { "color": "rgba(42, 42, 42, 0.6)", "line": { "color": "rgba(42, 42, 42, 1.0)", "width": 1 } }, "name": "Grid transport costs (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, -273944.4, -275043.8 ] }, { "marker": { "color": "rgba(195, 172, 206, 0.6)", "line": { "color": "rgba(195, 172, 206, 1.0)", "width": 1 } }, "name": "HotWaterStorage OPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, -8500 ] }, { "line": { "color": "#2a2a2a" }, "marker": { "color": "#2a2a2a", "line": { "color": "#2a2a2a", "width": 3 }, "size": 20, "symbol": "line-ew" }, "mode": "markers", "name": "EBITDA (€)", "type": "scatter", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -5005040.64, -1925454.7199999997, -1924073.8 ] } ], "layout": { "barmode": "relative", "height": 600, "legend": { "bgcolor": "#F5F6F9", "font": { 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", "text/html": [ "
" ] }, "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": 117, "metadata": {}, "outputs": [], "source": [ "# ebitda_report.show(comparison='relative')" ] }, { "cell_type": "code", "execution_count": 118, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "EBITDA", "orientation": "v", "text": [ -5.00504064, -1.9254547199999998, -1.9240738 ], "textposition": "outside", "texttemplate": "%{text:.1f}M €", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ -5005040.64, -1925454.7199999997, -1924073.8 ] } ], "layout": { "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" } }, "paper_bgcolor": "#F5F6F9", "plot_bgcolor": "#F5F6F9", "template": { "data": { "bar": [ { "error_x": { "color": "#2a3f5f" }, "error_y": { "color": "#2a3f5f" }, "marker": { "line": { "color": "#E5ECF6", "width": 0.5 }, "pattern": { 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", 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", 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"outside", "texttemplate": "%{text:.1f} years", "type": "bar", "x": [ "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 2.6126401375173294, 2.784669814860006 ] } ], "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", 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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": 125, "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": 126, "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: 7.31 s\n", "Wall time: 17.1 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_2036\\3838043831.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": 127, "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": [ "CPU times: total: 6.05 s\n", "Wall time: 12.9 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\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": [ "9108429.395614326" ] }, "execution_count": 127, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 128, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "88680a67af504c53827c6663ffccfbb4", "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_2036\\2183127480.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[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m_can_hold_identifiers_and_holds_name\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6297\u001b[0m \u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6298\u001b[0m \u001b[1;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 6299\u001b[1;33m \u001b[1;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mself\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mname\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m: 'DataFrame' object has no attribute 'to_list'" ] } ], "source": [ "# sensitivity:Storage temperature\n", "values = range(80, 120, 10)\n", "param = 'storage_temperature'\n", "kpis = ['npv','irr','spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "interpreter": { "hash": "fea6e7ab4c0ed1d184e153838ac4b2d24a0985a5f17e99f4f437a114b66796b8" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "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 }