{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from datetime import timedelta\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "\n", "import cufflinks\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "from pyrecoy.assets import Heatpump, Eboiler, GasBoiler\n", "from pyrecoy.colors import *\n", "from pyrecoy.converters import *\n", "from pyrecoy.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy.framework import TimeFramework\n", "from pyrecoy.casestudy import CaseStudy\n", "from pyrecoy.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy.sensitivity import SensitivityAnalysis\n", "from pyrecoy.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy.forecasts import Mipf\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "collapsed": "true", "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": { "collapsed": "true", "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": 7, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\n", " \n", " hp_vdg_e_power = 23.3 # MW\n", " hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0.3\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", " def total_power():\n", " return hp_vdg_e_power + hp_ndg_e_power\n", " \n", " gb_power = 35 # MW\n", " gb_efficiency = 0.9\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", " \n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "31.0" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c.total_power" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "c.hp_vdg_e_power = 10" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "31.0" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c.total_power" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'2019-01-01'" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "c.start" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [ "exclude" ] }, "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), freq='1T',\n", " closed='left',\n", " tz='Europe/Amsterdam')\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": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 5, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " mipf = Mipf(start=s.time_fw.start, end=s.time_fw.end, tidy=True, include_nextQ=True).data\n", " \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", " \n", " s.cases = list(CaseStudy.instances.values())\n", " s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "demand = load_demand_data(c, s)" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export 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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
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" ], "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": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 8, "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": 9, "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": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_data(c, s):\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", " 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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 11, "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": 12, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.0829055118110236} + \\text{0.8682755905511811}\\,x$" ], "text/plain": [ "Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.052671641791045} + \\text{1.6458358208955224}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 14, "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": 17, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 20, "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": 21, "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": 22, "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, 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"aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "font": { "color": "#4D5663" }, "text": "Heatpump COP curve at Tsource=336 and Tsink=413" }, "width": 600, "xaxis": { "autorange": true, "gridcolor": "#E1E5ED", "range": [ 0, 0.99 ], "showgrid": true, "tickfont": { "color": "#4D5663" }, "title": { "font": { "color": "#4D5663" }, "text": "Thermal load in %" }, "type": "linear", "zerolinecolor": "#E1E5ED" }, "yaxis": { "autorange": true, 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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": 24, "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": 25, "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])" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 26, "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": 27, "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": 28, "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": 29, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 0.27, 0.28, 0.29, 0.3, 0.31, 0.32, 0.33, 0.34, 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=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", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\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": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 32, "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)" ] }, { "cell_type": "code", "execution_count": 33, "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", " \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)" ] }, { "cell_type": "code", "execution_count": 34, "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": 35, "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)" ] }, { "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": 36, "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": 37, "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)" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Run optimisation" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:261: UserWarning:\n", "\n", "Chosen heat output is out of range [6.99 - 23.3]. Heat output is being limited to the closest boundary.\n", "\n", "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:261: UserWarning:\n", "\n", "Chosen heat output is out of range [2.31 - 7.7]. Heat output is being limited to the closest boundary.\n", "\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e6be80771d6440c2bddd59813eb8f51d", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/525600 [00:00
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_demands_over_time = s.demand['Total demand'].resample('H').mean().iplot(\n", " title='Smurfit Kappa: Heat demand by Hour in MW', \n", " yTitle='MW', \n", " colors=recoygreen,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "fig_demands_over_time" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "boxpoints": false, "line": { "width": 1.3 }, "marker": { "color": "rgba(70, 165, 121, 1.0)" }, "name": "Tsource (VDG)", "orientation": "v", "type": "box", "y": [ 63.375083333333336, 53.39275, 65.29883333333333, 65.013, 65.06991666666666, 64.99375, 64.94291666666668, 64.97525, 65.04191666666667, 65.06941666666667, 64.999, 64.94941666666666, 64.94291666666666, 65.00391666666667, 65.08066666666667, 65.02325, 58.11775, 63.306083333333326, 65.07275, 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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": 44, "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": 45, "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": 46, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "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": 47, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\users\\mekre\\onedrive - recoy\\work\\code\\python\\packages\\pyrecoy\\pyrecoy\\assets.py:261: UserWarning:\n", "\n", "Chosen heat output is out of range [0.3 - 1]. Heat output is being limited to the closest boundary.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "name": "mean", "type": "scatter", "x": [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 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, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, 170, 171, 172, 173, 174, 175, 176, 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "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": 48, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { 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UI3as2veOVaNOfVTrg656/r3W+uNrjfwOGD979i09U6Oe/vJmE/1fnQ9Uo1Hx2aRh4RH6n7feV9Tg0Vq6dmtAfvcKtPyCf+v67STtO3pay9Zv1+Rvl2jg6Klq3ztWddt1d5xd/GrTj0rOLm6tf7zTXH95s4l+/2pDPVPjXf2iEh94/fKF2vrvV+rpj6810t9qNdU/a3+gF+q3UY3G7fV6s056q9UnevfDHmrUuY/a9xmq6KHjNfSLGZo4a5G+Wbpayzfs0La9R3T09EVduXFXyWmP3P5fAyy9Ejgnzl1WWHiE5q/YYPtYCot+0pQ5S/VMjXdVs2lHPVevtf5Wq6l++6/3fH4Q+4vn3tbvajbQ/7zVTC/Ub6PX3v9Yddp202//9V6p36vrd4hWj9hxmvj1In2/eZdOXfhRmdmVX1u8smuUZ2bn635yuq7cuKuT569o294junLjrq7evK8bdx7o1t2HjvdD673Qeh/MzM5Tdu5j5eYXquAx/5eNiR4X/qeMgsf/dlL8e1N+wb+feFwsr6CojNz8wjJy8h6Xcet+urJyCpSd+9ghK6egjMzsfIes7Hxl5eQrMzuvjEdZuSXyHDIyc8tIf5RTVkZ2GWklv889ka3U9CylZpSWkp5ZRnLaozKKf9cs7UFKWUnJ6W5Zv5s6u/cwrYy7D1J190FaKdbvsc5u308p41bJ77eW2/eSdevuw2L3Hjouv3n3YRk37jwo4/rtpDKu3brvIklXb94v48cb9564WezKjbtlXL5+p4xL127r0rU7pVhnlB87c0m7fzipjbsOavmGHZq3fL2mzV+uKXOW2v5crO4I5YAby9Zv169eqqvPv/xW7aKH6Ll6rR2//IXXbak2PT/TyCnfaMXGnbr44y0VFhWfRXH09EVt3HVQ81ds0MRZi/TZ2C/VZcBINe7cV682/Uh/ebNJ8S+Zzxcve2B9wv6rF4s/kS8+G8H6RL/403/HWQnFgOQAACAASURBVAE16+t3NYvPMPjDaw0dZ+j96fXG+vMbxWcl/uXNJ8sl/D3iff094n39z1tPztyzlk/4Z+0P9H91is/iC6/bUs++28pxNp91Nu+L9dvqpQbt9HLD4rMkrTN7X2nSQa807qB/lSy3YJ3l+9r7H+v1Zp30evNOeqN5Z73RvLPj7L+IlsVnAL7V6hO93TpS77SOUu023VSnbTfHGYHvfthD9dr3VL32PfReydmBzmcDWmcHN+rcR43cLIPiuhTKW60+0e9qNnA8bn9+o4nqtuuuyM9Ga+z0eUpct11HT19Uaro5YSJYEcphmmAJ5QgepoXyykrNyNK1W8Vnj2/YeUDb9x3VoRPndObSNV2/naSsnAKPt71w5aa+WrhSrboPcpyJ+l6Hnho7fZ4OnThXqXEVR7Ys3UlK1ZUbd3Xm0jUdPnVeu384qS17D2vVlj1aunar5i5bq68WrlDC199p1LQ5GvrFDPWIHad3P+yhf9ZuUeYsrhqN26tJl77qHjvWsXST4+ziuYmasXClvk1cowUrN2rJmi1asXGn1mzbp427Dmr7vqPa/cNJHTx+VkdPX9TpC1d14cpNXblxVzfvPtS9h2lKTnukjMxc5eQ9fqrL4BDKAyt2wlf6Z+0WXuf/09L/80lqFtnf7c8ys/P1MDVDN+8+1IUrN3X87GXtO3pa2/Ye0Zpt+xzPkekLVmjirEWKn/qNFq/eosOnzislvWrXD+fLPGEi1igHgguhHHAj4evvVLNpx1KXJac90u6DJzR9wQr1HDpOb7X6xPEH3G9erlvqj6a/1mqi197/WI0791WXASP12dgvlfD1d1qwcoPGTp+ntdutNdlKlj8oWdd1Vcn6bytL1k601o9btr5kzbm125S4bptjzdfFq5+sd7fo+02av2KDZixapQXO68AuX1e8Ju6ytZqTWLyEwjdLV+ubpas1e8kqfb34yfqwMxd9rxmLnqwRPW3+ck2bv9yxVvTUOYmONaMnf7ukZN3o4nV6E77+ThNnLdIXs4qXkpgwc6HGzyhehmHs9HkaO32exkyb61hTetS0OY41ZkdOma0Rk2c71pgePmmWhiXM1LCEJ+vOOtaXnTC91DIopZZCGfVkvdjR0+dq8eotOnTinB6kZNg+p0IZoRymIZTDNMEWygMlN79QG3cd1MDRU/VKkw4lZ5s3U9Tg0Yqd8JX6fz5JPWLHqnPMSLWLHqL3P/lU9TtEK6JlV/2ridOZsjXr+3UG9y9fqO04W/b591qrZtOOert1pBp07KW2PQdr+KRZ+nrxKq3fcUAnzl0O+t8vCOWBlZWdr3+801xDv5hh+1hadhuo3nFf2D6O8iKUw0SEciC4EMoBN3rHfaGW3Qb6dd3TF66WrO+7Tbfvpyjfxv8VnaVXYCJCOUxDKIdpCOX+KT7bfIVadR+kRh/3UfPIGH3Ya4i6DIxX9NDxGjB6ioZNnKkx0+Zq0jeLNWNhydrLa7dpzbZ92rrnsPYeOaWjpy/q7OXrunrzvu4+SFN6RrZy8wnCrgjlgTdv+XqFhUfo5Pkrto6jZtOOmjhrke3Ho7wI5TARoRwILoRywI1mkf31aXyC7eMoL0I5TEQoh2kI5TANoRwmIpRXjUad+qhNz89sHcMzNeopcd12249FeRHKYSJCORBcCOWAGzUafVgtvwSBUA4TEcphGkI5TEMoh4kI5VVj39HTCguP0PINO2y5/7sP0hQWHqGDx8/afizKi1AOExHKgeBCKAfc+OULtfX9pl22j6O8COUwEaEcpiGUwzSEcpiIUF51+o2cpBqNPrTlvg+dOKew8AjdfZBm+3EoL0I5TEQoB4ILoRxwcfPuQ4WFR+jYmUu2j6W8COUwEaEcpiGUwzSEcpiIUF51HqRk6PevNtCYaXOf+n0vW79dz9SoZ/sxqAhCOUxEKAeCC6EccLH3yCmFhUfoYWqG7WMpL0I5TEQoh2kI5TANoRwmIpRXra8WrlRYeIQuXbvzVO834evvVLNpR9v3vyII5TARoRwILoRywMV3qzbr9682sH0cFUEoh4kI5TANoRymIZTDRITyqlenbTd1jhn5VO+zz4iJatltoO37XhGEcpiIUA4EF0I54GLs9Hl6s0UX28dREYRymIhQDtMQymEaQjlMRCivelv3HFZYeIQ27Dz41O6zWWR/fRqfYPu+VwShHCYilAPBhVAOuOg+ZKw+7DXE9nFUBKEcJiKUwzSEcpiGUA4TEcqfjqjBo1Xrg65P7f5qNPpQk79dYvt+VwShHCYilAPBhVAOuGjYqY8Gj5tm+zgqglAOExHKYRpCOUxDKIeJCOVPx/XbSfqv59/RlDlLn8r9/erFOlq5aZft+10RhHKYiFAOBBdCOeDiuXqt9dXCFbaPoyII5TARoRymIZTDNIRymIhQ/vRMnLVIv6nxrm7fT6nS+7l176HCwiN05NQF2/e5IgjlMBGhHAguIR/KY+MT1KxdlEN0TFyZ60THxHn9OYJHfsG/FRYeoXU79ts+lgqNn1AOAxHKYRpCOUxDKIeJCOVP199qNdXcZWur9D72HT2tsPAIPUjJsH1/K4JQDhMRyoHgEvKhvGNk/zL/Tpg2x/Hv2PiEUnE8OiZOsdX0y0/g25UbdxUWHqHTF6/ZPpaKIJTDRIRymIZQDtMQymEiQvnT1fCj3hoyfnqV3seSNVv0u5oNbN/XiiKUw0SEciC4hHwod5UwbU6pMN4xsr+2Op1dvHXH/jJxHcFj54HjCguPUPqj6hmbCeUwEaEcpiGUwzSEcpiIUP509Y6bqJbdBlbpfYyfsUCvN+9k+75WFKEcJiKUA8GFUO4iOibOcUb5hcvX1KxdlC5cfnJ2sbvLEDzmLl+nv9ZqYvs4KopQDhMRymEaQjlMQyiHiQjlT9fUuYl6oX6bKr2PnkPHqW3Pwbbva0URymEiQjkQXAjlThKmzVGzdlGOf/sTyrNyHiOIDJv4td5uHWX7OCrqUXaBHqRk2z4OwNnD1BxlZOXbPg7AkvYoTynpubaPA7BkZj9WUkqW7eMAnCWn5Sg9k/fvp2XNtn0KC49QclrVvRY0/LiPPo2fbPu+VlR6Zr6S03JsHwfgLCklW5nZBbaPA7DY3VarO0J5iQVLV/t19rjrZemZ+QgiH/WLU/s+w2wfR0WlPcpTUkq27eMAnD1IzVZqRp7t4wAsKem5elgSgABT3E/Osn0MgLMHqTlKzci1fRyh4vSlGwoLj9D+Y2er7D6ee7e1Jn692PZ9rajUjFw9SOX9G2bh/RumsbuvVneE8qKyZ5I7Y43y0FKvfU8NS5hl+zgqiqVXYCKWXoFpsnJYegVmYekVmIilV56+Z2q8q8R126ps+z9/7m2t3rrX9v2sKJZegYlYegUILiEfyqNj4kp9eaer2PiEUj+PjolTbHyC7eNG1fjHO831zdLVto+jogjlMBGhHKYhlMM0hHKYiFD+9L3ZootGT59bJdu+duu+wsIjdOLcZdv3s6II5TARoRwILiEdyq1lVNxxPos8OibOcbm3qI7qLTM7X2HhEdqy97DtY6koQjlMRCiHaQjlMA2hHCYilD99nWNGqlP/EVWy7d2HTigsPEKpGdX3tYZQDhMRyoHgEtKhHHB2/spNhYVH6OKPt2wfS0URymEiQjlMQyiHaQjlMBGh/OkbM22u3mjeuUq2vXDlRv3p9ca272NlEMphIkI5EFwI5UCJzXt+UFh4hLJzq++3BBPKYSJCOUxDKIdpCOUwEaH86Vu+YYd+/VKdKtn26OlzFdGyq+37WBmEcpiIUA4EF0I5UOLrxd/rH7Vb2D6OyiCUw0SEcpiGUA7TEMphIkL503fqwo8KC4/Q5et3Ar7tqMGj1aHPUNv3sTII5TARoRwILoRyoMTQL2aofodo28dRGYRymIhQDtMQymEaQjlMRCh/+rJyChQWHqGNuw4GfNsNP+qtIeOn276PlUEoh4kI5UBwIZQDJTr2HaZPBo2yfRyVQSiHiQjlMA2hHKYhlMNEhHJ7vFi/rabOSQz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UNmiMUgte7+yvPR36DlfH/qPUdWB+POo5dLz6jJyovqMna8DYaYE/FI6cPFtjps277/17xoIVemfxas1dukbzV6zXwlX33sNXbtiuNZt3av2WXfro433atHO/tu05qB37PtPug0cC7+OfHf9KR788reNffauTp8/q6+/OB97Lz1/KUW7eT+ozYqIerZnk+Vy0vPf+OtVt3VVNu/RTu4xhSh88Vpljp2r0lLmaPHdp4PH5cOtu7dj3mQ4ePaGTp8/o3MUcXb959775feDIl1q4aoOyxk9Xo/Y9VeGlhoH59Z8qDdSwXU/1HzNFC1Z8qEPHTpbguXRv6ZWbt3N1KeeaTn93Xke/PK29h45py65PtWbzTi1Zs0mzl6zW5LlLNWbavMBrTcf+o9SqR5aSUvuoTqsuqprUTs+90lKVG6cE3vdqtQj2vtdPLdMHFpp77TKGqU3PwSHD9b2fTV3id48Qsbzgj5yhYnuwSG95o1tmUM0L/qAaTLMu/dSsS/97ut7TtEu/kJp07ltIU5smnTJCer1jH4eMgKTUPiG91qG3u9TeatyhV0iN2vcMopcate+lhu16BlWvdZpebdsjqAYp3YN6peB3E1cp6apfcBKRm8SC9+xg6rXpFlTd1l1DqtOqi0PXgJdbdgmpdovO+T8/uKjVwl1tyxudgsg/+SKUms06BlWjaWpI1QtOUKjepIOqNy2sWpP2BTq4eun19kFVTWoXUpXX2gZVuXGKQ1tVbtxWz7/SSo/UeE1/q1gn6B8NvX6PKe8I5YCL7XsOKS4+QX+vWFfNuvTTpLlLdODIlyXa5+Wc66X+r91+CeW37uTp2o07unL1hi5e+UFnzl/RN2cu6tS35wLLWFj/+rrn4FHt2PeZtu4+oA827dCY6fPUpFOG/v1i/cAvh7VadNboKXO1cfvemPvl3AR+X3oF5mHpFZimvC29cuHyVX1+/JQ27dinBSs36M1ZC9Vv9OvXYRsAACAASURBVGSl9B6i+snpeq5+S/0jod59v7j98uEX9cCT1fVw9UZ6pt4bqvJaW9VukX+WZ4u0AXqyTlP95rGqiotP0Ktte2jGghX6/vxlz4/XzbUbd3Tw6AktW7dFY6a9q9S+I1SreSdVeKmh/lPlXrD+xcOR/RfQbx6rqj89U1v/qpSo/9ZorKfrNtcLDduoRtNU1WvTTY079FLzrv2V3GuwOmWOUo8h49Vv9GQNnjBDo6fM1ZuzFmrae8s0e8lqLVy1Qe9/uE3rtu7S5p37tXP/5/r08Bc68sXXOnn6jL4/f1mXc67fFzydWHoler4/f1m/eqSKJs5e7PlYcvN+UvbUd/XnZ19W2z5D1aRzXyUmp+ml19vrmXpv6KFqjfSX54IHmLj4BP3qkSr6y3N19J8qDQKX/fbxl5Twamul9h2hibMXa/PO/Tp3MSeq42aNcpiIpVfgpWs37ujMhSs6/tW32vfZce05eNTzMZV3hHLAxcJVG/TrR6tqyrvL9Ea3TP2rUuK9cN61v96as1ifHv7ivut9d+6Stu85pHeXrdXgCTPUuscgVU1qp79VrFNoqYCQS2s8/pLrkgF/eLpmoeU1AktrBJYNKPg310qJRVpe4+m6zVWreSe93LKLEpPz/xqelNpHTbv0C5yx07bPUHUsOFMwffBY9Rr2pjJGvqXMsVM1cNx09R8zJfBvivZlLZJ7DVar7vn/Gvt6xww1at+r4N9iuwb+Hf/emY4tAstZVHipoR6s/Ir+kVBPf372Zf3+qZr6zWMv6f/+W7nE/wb7aM0kte4xSJPmLNHug0c8n2t+QCiHaQjlME15C+WR+uH6LV29dks3bt2NOCLcuHVXS9ZsUpueg/XAUzUUF5+guq27avLcpTr17bkyP4ajJ77RB5t2aMI7i9Qta4zqtemmh6o1Cvxc8YuHK+mJOk3VuEMv9RkxUZPnLtW095ZpzpIPtHDVBq3YsE0fbt2tLbs+1e6DR3To2Ekd/+pbnf7+gi5cvqofrt8yNrAQyqMra/x0/fvF+rrt8Wci5Ob9pG5Z2aqfnB52u+s37+r8pas6efqMDh49oR37PtOHW3dr2drNmrPkA017b5lWbfxYx7/6tkzGTSiHiQjlQGwhlAMuxs2Yr8dfblLosoNHT2jqvGVqkTYgcDby3yrmn0lRsUFr/f6pmoFfmn7/VE1VbNBazbr0U7/syZq5cIU27dgXemmNNUGW1rAtGTBv+bqgy2vMWrRSb89/XxNmLS7S8hrZU99Vxsi31GvYm0ofPDZ/Lb5+I9W2z9D71m5+tW0PJSan6eWWXQKhu2pSu/z1I9/opDqtugSWtWjSKUPNu/ZXqx5ZgX9PtJa0sEJ7/zFTAv8SO3rqXI19+z29OWuhJs9dqunzl2vWolWBf4Vd/MFHWrZuy31LWWzbc1CffHpYew8d04HDXwaWsTjx9Rl9/d15fXfuss5dzNGlnGt8uI9HCOUwDaEcponVUB4NKzduV4e+w/WX5/JPOqjVvJPGz1ighas26N1lazVr0UpNnbdME95ZpDHT52nEpNka9ObbgT/ipw8eq06Zo9QuY5hadc9Ss4KfaRqkdFedVl1Vs1lHVXmtrSo2aJ2/hnXt1/VQtUb694v1C30mxMPVGykxOU1pg8Zo4uzFWrN5p46d/Mbz+6c0Ecqj68rVG/rj07U0espcz8fyWofeSu07wvNxFBWhHCYilAOxhVAOuOgxZLzqtOoScptDx05q6rylapk+UEMnzNR776/Tjn2f6cyFK56N2y9Lr6B8IZTDNIRymIZQHpn1W3ar68Ax+veL9fW7J6rpz8++rH8k1NN/qjTQIzVe05N1mum5+i31YuMUVW/aQbVadFZiclr+H/ALPhwwpfcQdew3Ul0H5n8WRd9RkzRw3HQNmzhL2VPf1fiZCzRpzhK9veB9zV6yWgePnNCNW6GXKIlVhPLoGz11rv74dC3PP2ytYoPWGjJxpuf3R1ERymEiQjkQWwjlgIsmnTLULmOY5+MoKkI5TEQoh2kI5TANoRwmIpRH3+27P+pflRKVNX66p+P4W8U6mrVolef3R1ERymEiQjkQWwjlgIsXG6d4/gNscRDKYSJCOUxDKIdpCOUwEaG8dEx4Z5F+/WgVz/4L9YfrtxQXn6D1W3Z5fl8UFaEcJiKUA7GFUA64+OcL9TRjwQrPx1FUhHKYiFAO0xDKYRpCOUxEKC89j9R4TX1GTvTkto+e+EZx8Qn6/Pgpz++HoiKUw0SEciC2EMoBhxu37iouPkFrNu/0fCxFRSiHiQjlMA2hHKYhlMNEhPLSM2PBCsXFJ+jk6TNlftubduxTXHyCruRc9/x+KCpCOUxEKAdiC6EccPji1HeKi0/QwaMnPB9LURHKYSJCOUxDKIdpCOUwEaG8dD1T7w11HTimzG937tI1+tMztT0//uIglMNEhHIgthDKAYfNn3yquPgEXcopf7+wEsphIkI5TEMoh2kI5TARobx0zVu+1pMlUEZOnqNnE1t4fvzFQSiHiQjlQGwhlAMO772/Tr9/qqbn4ygOQjlMRCiHaQjlMA2hHCYilJe+yo1T1C5jWJneZufM0WqQ0t3zYy8OQjlMRCgHYguhHHAYPWWunq7b3PNxFAehHCYilMM0hHKYhlAOExHKS9+ytZsVF5+gvYeOldltNmzXU50yR3l+7MVBKIeJCOVAbCGUAw5dB45R/eQ0z8dRHIRymIhQDtMQymEaQjlMRCgvG7VbdNYb3TLL7Paerd9Cw996x/PjLg5COUxEKAdiC6EccGjcoZc69hvp+TiKg1AOExHKYRpCOUxDKIeJCOVlY+2WTxQXn6Ctuw+Uye39+dmXNWfJB54fd3EQymEiQjkQWwjlgMPzr7TSsImzPB9HcRDKYSJCOUxDKIdpCOUwEaG87DRI6a5G7XuW+u3k/HBTcfEJ2rh9r+fHXByEcpiIUA7EFkI54PCX5+roncWrPR9HcRDKYSJCOUxDKIdpCOUwEaG87GzeuV9x8Qn6cOvuUr2dw1+cUlx8go5+edrzYy4OQjlMRCgHYguhHLC5ei3/LIsN2/Z4PpbiIJTDRIRymIZQDtMQymEiQnnZerh6I014Z1Gp3saGbXsUF5+gq9fKZ2wmlMNEhHIgtvg+lGdkZSsxKSUgNf3+D1JJTc8M+X3EjqNfnlZcfIIOf3HK87EUB6EcJiKUwzSEcpiGUA4TEcrLVr023ZQ+eGyp3sY7i1frL8/V8fxYi4tQDhMRyoHY4vtQ3iw57b6vsyfMCHydkZVdKI6npmcqIyvb83GjdGzcvldx8QnK+eGm52MpDkI5TEQoh2kI5TANoRwmIpSXrS4DsvVKcnqp3sawibP0/CutPD/W4iKUw0SEciC2+D6UO2VPmFEojDdLTtP6jdsDX6/fuP2+uI7YMXtJ+T7LglAOExHKYRpCOUxDKIeJCOVla/zMBXqsVlKp3kbH/qPK5ENDSwuhHCYilAOxhVDukJqeGTij/Mjxk0pMStGR4ycD33dedufu/xBDhk2cpefqt/R8HMV183aezl+64fk4ALsLV27q+q1cz8cBWH64fkeXr97yfByA5fad/+nsxWuejwOwu3jllq7dvOv5OPxi+bqt+vlDlXT7zo+ldhuvJKery4Bsz4+1uK7dvKuLV3j/hlnOXrxeqs9boKi87qrlHaHcJnvCDCUmpQS+jiSUn7t0HTEkuddQ1U9O93wcJXHmwjXPxwDYnb1wTecuej8OwHL2Yj6vxwHY8f4N05y9yPt3Wdq6+zPFxSdo98HjpXYbT9ZppoHj3vb8WIvtYsG89HocgA3v3zCN1221vCOUF5g9f3nYKB7sMsQO6ywLr8dRXCy9AhOx9ApMw9IrMA1Lr8BELL1Stq7duK24+ASt27qr1G7jD0/X0rzl6zw/1uJi6RWYiKVXgNhCKM+7/0xyO9Yo95dn6r2hUVPmeD6O4iKUw0SEcpiGUA7TEMphIkJ52Yuv+qomzV1SKvu+nHNdcfEJ2rxjv+fHWVyEcpiIUA7EFt+H8tT0zEIf3umUkZVd6Pup6ZnKyCq/ZxwjtPJ+lgWhHCYilMM0hHKYhlAOExHKy16dVl3Vfci4Utn3oWMnFRefoONffev5cRYXoRwmIpQDscXXodxaRsWN/Szy1PTMwOWhojrKt8s518r9WRaEcpiIUA7TEMphGkI5TEQoL3tdBmTrleT0Utn3uq27FBefoGs37nh+nMVFKIeJCOVAbPF1KAfsYuEsC0I5TEQoh2kI5TANoRwmIpSXvfEzF+i/1RuXyr5nLVqpv1es6/kxlgShHCYilAOxhVAOFLDOsrh+867nYykuQjlMRCiHaQjlMA2hHCYilJe91R/tUFx8gm7ejv79PnjCDL3QsI3nx1gShHKYiFAOxBZCOVBg5sIV+kdCPc/HURKEcpiIUA7TEMphGkI5TEQoL3tHvzytuPgEfX78VNT33aHvcCWl9vH8GEuCUA4TEcqB2EIoBwoMevNtVWqU7Pk4SoJQDhMRymEaQjlMQyiHiQjlZe/O3R/1swov6P0Pt0Z93/XadFPaoDGeH2NJEMphIkI5EFsI5UCBdn2G6fWO5fssC0I5TEQoh2kI5TANoRwmIpR74/Har2vs2+9Ffb9P1mmmMdPmeX58JUEoh4kI5UBsIZQDBeq27qruQ8Z5Po6SIJTDRIRymIZQDtMQymEiQrk3GrbrqY79R0V9vw88WV0LVn7o+fGVBKEcJiKUA7GFUA4UePzlJhozvXyfZUEoh4kI5TANoRymIZTDRIRyb/Qa9qZqt+gc1X1euHxVcfEJ2rLrU8+PryQI5TARoRyILYRyoMBvH6+mBSs3eD6OkiCUw0SEcpiGUA7TEMphIkK5N6bOW6Z/v1g/qvs8eOSE4uITdOLrM54fX0kQymEiQjkQWwjlQN5POncxR3HxCdq256DnYykJQjlMRCiHaQjlMA2hHCYilHtjw7Y9iotP0JWr0fuZ/oNNOxQXn6Cbt8v340koh4kI5UBsIZQDeT/p08NfKC4+QV99c9bzsZQEoRwmIpTDNIRymIZQDhMRyr1x8vQZxcUnaN9nx6O2z7cXvK9/VUr0/NhKilAOExHKgdhCKAfyftKqjR8rLj5Bt+/86PlYSoJQDhMRymEaQjlMQyiHiQjl3vnNY1W1cFX0loQcOG66XmyU4vlxlRShHCYilAOxhVAO5P2kqfOW6sHKr3g+jpIilMNEhHKYhlAO0xDKYSJCuXeerd9Cw996J2r7a9tnqJp27uv5cZUUoRwmIpQDsYVQDuT9pMyxU1U1qZ3n4ygpQjlMRCiHaQjlMA2hHCYilHunaZd+Su41OGr7e7llF/UYMs7z4yopQjlMRCgHYguhHMj7SW16Dlbzrv09H0dJEcphIkI5TEMoh2kI5TARodw7/cdMiepJPI/Xfl3jZsz3/LhKilAOExHKgdhCKAfyflLtNzqp9/AJno+jpAjlMBGhHKYhlMM0hHKYiFDunXcWr9ZfnqsTtf399vGXorrmuVcI5TARoRyILYRyIO8nPVLjNb05a6Hn4ygpQjlMRCiHaQjlMA2hHCYilHtn6+4DiotP0NkLV0q8r7MXriguPkHb9xzy/LhKilAOExHKgdhCKAfyftKvHqmipWs3ez6OkiKUw0SEcpiGUA7TEMphIkK5d747d1lx8Qn6eG/J4/b+z48rLj5Bp7495/lxlRShHCYilAOxhVAO37N+EN25/3PPx1JShHKYiFAO0xDKYRpCOUxEKPfWH5+upTlLPijxflZu3K64+ATdufuj58dUUoRymIhQDsQWQjl8b/eBI4qLT9Dp7y94PpaSIpTDRIRymIZQDtMQymEiQrm3XmyUogFjp5V4P1PnLdODVRp4fjzRQCiHiQjlQGwhlMP3lq/fql88XMnzcUQDoRwmIpTDNIRymIZQDhMRyr3VuscgNe/av8T76T9miqomtfP8eKKBUA4TEcqB2EIoh++9NWexHqrWyPNxRAOhHCYilMM0hHKYhlAOExHKvTV0wkw9/0qrEu+nTc/BUQnuJiCUw0SEciC2EMoLzJ6/XM2S01y/l5qeqcSkFCUmpSg1PdPzsSK6Mka+pRpNUz0fRzQQymEiQjlMQyiHaQjlMBGh3FsLVn6o3z1RvcT7qf1GJ/UePsHz44kGQjlMRCgHYovvQ/n6jdsDEdwtlGdkZReK46npmcrIyvZ83IieFmkD1Kr7QM/HEQ2EcpiIUA7TEMphGkI5TEQo99bug/mfo/T1d+dLtJ9HarymN2ct9Px4ooFQDhMRyoHY4vtQbgl2Rnmz5DSt37g98PX6jduDnnmO8inh1dYaOG665+OIBkI5TEQoh2kI5TANoRwmIpR7ff9fU1x8gjbt2FfsfVy9dktx8Qn6YNMOz48nGgjlMBGhHIgthPICbqH8yPGTSkxK0ZHjJ0NehvLr+s27iotP0PL1Wz0fSzQQymEiQjlMQyiHaQjlMBGh3Hv/fKGe3l7wfrGvv23PQcXFJ+ibMxc9P5ZoIJTDRIRyILYQygsUN5SfvXAN5diaTbsUF5+gTw9/5flYouFMAa/HAdgxL2Ea5iRMxJyEaXit9F7VpPbqOnBssa8/eup7+lel+p4fR7QwJ2Ei5iRM43VfLe8I5QWKG8rv5qI8unX7R926/aMmvrNYD1Zp4Pl4onZcBWeUez0OwM46o9zrcQAW64xyr8cBWO7k5p9R7vU4ADvrjHKvx+FnHTKGq1H7noHfXW7d/jGi61nbtus9TI3a9/T8OKLFOqPc63EAdmcvXted3P95Pg7A4nVfLe8I5QVYo9xfRkyarbj4BMXFJygptY/n44kWll6BiVh6BaZh6RWY5m4uS6/APCy94r0x0+YFfmeJi09Qar+REV2vZfrAwHUGvfm258cRLSy9AhOx9AoQWwjlBYKF8oysbKWmZwa+Tk3PVEZWtufjRckMHDddT9RpqjWbd2rN5p2ejydaCOUwEaEcpiGUwzSEcpiIUO4963eVNZt3qmazjmrTc3BE10tK7aPE5LSY+12HUA4TEcqB2OL7UL5+43YlJqUUkj1hRqFtUtMzA9+zR3OUX31GTlStFp09H0e0EcphIkI5TEMoh2kI5TARodwsKb2HqFnX/hFtWz85XWmDxng+5mgjlMNEhHIgtvg+lMOfumVlq0FKd8/HEW2EcpiIUA7TEMphGkI5TEQoN0vnzNFq1L5XRNvWfqOT+oyY6PmYo41QDhMRyoHYQiiHL3XoO1xNOmV4Po5oI5TDRIRymIZQDtMQymEiQrlZeg4drzqtukS0beXGKcoaP93zMUcboRwmIpQDsYVQDl9q1SNLrboP9Hwc0UYoh4kI5TANoRymIZTDRIRys/QfM0XVm3aIaNtn67fQyMmzPR9ztBHKYSJCORBbCOXwpSadMtSh73DPxxFthHKYiFAO0xDKYRpCOUxEKDfL0AkzlfBq64i2fbz26xo/c4HnY442QjlMRCgHYguhHL7UIKW7umVlez6OaCOUw0SEcpiGUA7TEMphIkK5WcZMe1dP1W0W0bb/qdJAU+ct83zM0UYoh4kI5UBsIZTDl2q16ByTH3BDKIeJCOUwDaEcpiGUw0SEcrO8NWeJ/lujcUTb/q1iHb2zeLXnY442QjlMRCgHYguhHL5UNamdBo6LvQ+4IZTDRIRymIZQDtMQymEiQrlZZixYoX9VSoxo2weeqqEFKzd4PuZoI5TDRIRyILYQyuFLz7/SSiMmxd4H3BDKYSJCOUxDKIdpCOUwEaHcLO8uW6s/PVM7om1/+fCLWr5+q+djjjZCOUxEKAdiC6EcvvT4y000bsZ8z8cRbYRymIhQDtMQymEaQjlMRCg3y5I1m/Sbx6qG3e7WnTzFxSdo7ZZPPB9ztBHKYSJCORBbCOXwpQovNdSUd2PvA24I5TARoRymIZTDNIRymIhQbpZVGz9WXHxC2O2uXL2huPgEbd653/MxRxuhHCYilAOxhVAOX/pHQj3NWrTK83FEG6EcJiKUwzSEcpiGUA4TEcrNsnH7XsXFJ+iH66Hfv85euKK4+ATt3P+552OONkI5TEQoB2ILoRy+9Punamr+ivWejyPaCOUwEaEcpiGUwzSEcpiIUG6WbXsOKi4+QRev/BByu6+/O6+4+AQdOPKl52OONkI5TEQoB2ILoRy+9KtHqmj5ui2ejyPaCOUwEaEcpiGUwzSEcpiIUG6WPQePKi4+Qd+evRRyu6MnvlFcfIKOfnna8zFHG6EcJiKUA7GFUA7fuX3nR8XFJ2jN5p2ejyXqx0Yoh4EI5TANoRymIZTDRIRys3x2/CvFxSfoy1Pfh9zu4JETiotP0FffnPV8zNFGKIeJCOVAbCGUw3euXruluPgEbdqxz/OxRBuhHCYilMM0hHKYhlAOExHKzfLFqe8UF5+gz4+fCrndrgNHFBefoDMXrng+5mgjlMNEhHIgthDK4TvnLuYoLj5BO/Z95vlYoo1QDhMRymEaQjlMQyiHiQjlZjn9/QXFxSdo32fHQ263+ZNPFRefoCs51z0fc7QRymEiQjkQWwjl8J3TBR9ws//z0D9klkeEcpiIUA7TEMphGkI5TEQoN8uFy1cVF5+g7XsOhdxu/ZZdiotP0M3bsffYEcphIkI5EFsI5fCd4199q7j4BB3+IvS/LZZHhHKYiFAO0xDKYRpCOUxEKDfLD9fzl4/86OPQy0eu2LBNv3iokufjLQ2EcpiIUA7EFkI5fOfg0fwPuDl5+oznY4k2QjlMRCiHaQjlMA2hHCYilJvlbu7/FBefoNUffRxyu4WrNuiBJ6t7Pt7SQCiHiQjlQGwhlMN3dh/M/4Cb785d9nws0UYoh4kI5TANoRymIZTDRIRy8/z60SpaumZTyG3mLPlAf32+judjLQ2EcpiIUA7EFkI5fGfr7gOKi0/QpZzY+4WUUA4TEcphGkI5TEMoh4kI5eb5w9M19d7760JuM33+cj1Y+RXPx1oaCOUwEaEciC2E8gikpmcqMSlFiUkpSk3P9Hw8KJkPt+5WXHyCrt+86/lYoo1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Heatpump onlyHeatpump + SDEOptimisationOptimisation + aFRR
Total net volume (MWh)-37,842-37,842-37,618-37,825
Total exported to grid (MWh)----
Total consumed from grid (MWh)37,84237,84237,61837,825
Total nominated volume (MWh)-37,842-37,842-11,352-37,842
Absolute imbalance volume (MWh)--26,266136
Mean selling price (€/MWh)----
Mean buying price (€/MWh)41414241
Total day-ahead result (€)-1,559,686-1,559,686-467,906-1,559,686
Total POS result (€)---9,147
Total NEG result (€)---1,115,720-2,504
Total imbalance result (€)---1,115,7206,643
Total combined result (€)-1,559,686-1,559,686-1,583,626-1,553,042
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + SDE Optimisation \\\n", "Total net volume (MWh) -37,842 -37,842 -37,618 \n", "Total exported to grid (MWh) - - - \n", "Total consumed from grid (MWh) 37,842 37,842 37,618 \n", "Total nominated volume (MWh) -37,842 -37,842 -11,352 \n", "Absolute imbalance volume (MWh) - - 26,266 \n", "Mean selling price (€/MWh) - - - \n", "Mean buying price (€/MWh) 41 41 42 \n", "Total day-ahead result (€) -1,559,686 -1,559,686 -467,906 \n", "Total POS result (€) - - - \n", "Total NEG result (€) - - -1,115,720 \n", "Total imbalance result (€) - - -1,115,720 \n", "Total combined result (€) -1,559,686 -1,559,686 -1,583,626 \n", "\n", " Optimisation + aFRR \n", "Total net volume (MWh) -37,825 \n", "Total exported to grid (MWh) - \n", "Total consumed from grid (MWh) 37,825 \n", "Total nominated volume (MWh) -37,842 \n", "Absolute imbalance volume (MWh) 136 \n", "Mean selling price (€/MWh) - \n", "Mean buying price (€/MWh) 41 \n", "Total day-ahead result (€) -1,559,686 \n", "Total POS result (€) 9,147 \n", "Total NEG result (€) -2,504 \n", "Total imbalance result (€) 6,643 \n", "Total combined result (€) -1,553,042 " ] }, "execution_count": 53, "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": 54, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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BaselineHeatpump onlyOptimisationOptimisation + aFRR
Gasboiler OPEX (€)----
Gas consumption costs (€)-3,089,622--35,635-2,103
CO2 emission costs (€)-1,095,004--12,069-870
Gas taxes (€)-790,305--8,959-618
Heatpump VDG OPEX (€)46,600---
Heatpump NDG OPEX (€)15,400---
Result on electricity market (€)1,559,686--23,9406,643
Electricity taxes (€)35,949-21215
Grid transport costs (€)273,945---
SDE++ subsidy (€)-2,740,470-2,740,470-30,963-2,134
aFRR capacity fee (€)---127,155
EBITDA (€)-5,783,820-2,740,470-111,354128,088
\n", "
" ], "text/plain": [ " Baseline Heatpump only Optimisation \\\n", "Gasboiler OPEX (€) - - - \n", "Gas consumption costs (€) -3,089,622 - -35,635 \n", "CO2 emission costs (€) -1,095,004 - -12,069 \n", "Gas taxes (€) -790,305 - -8,959 \n", "Heatpump VDG OPEX (€) 46,600 - - \n", "Heatpump NDG OPEX (€) 15,400 - - \n", "Result on electricity market (€) 1,559,686 - -23,940 \n", "Electricity taxes (€) 35,949 - 212 \n", "Grid transport costs (€) 273,945 - - \n", "SDE++ subsidy (€) -2,740,470 -2,740,470 -30,963 \n", "aFRR capacity fee (€) - - - \n", "EBITDA (€) -5,783,820 -2,740,470 -111,354 \n", "\n", " Optimisation + aFRR \n", "Gasboiler OPEX (€) - \n", "Gas consumption costs (€) -2,103 \n", "CO2 emission costs (€) -870 \n", "Gas taxes (€) -618 \n", "Heatpump VDG OPEX (€) - \n", "Heatpump NDG OPEX (€) - \n", "Result on electricity market (€) 6,643 \n", "Electricity taxes (€) 15 \n", "Grid transport costs (€) - \n", "SDE++ subsidy (€) -2,134 \n", "aFRR capacity fee (€) 127,155 \n", "EBITDA (€) 128,088 " ] }, "execution_count": 54, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.hpcase_sde, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "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 (€)3,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,350
Irregular Cashflows (€)------------
EBITDA (€)3,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,3503,043,350
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 (€)2,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,3502,795,350
Income tax (Vpb.) (€)-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588-685,588
NOPLAT (€)2,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,7632,109,763
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,7632,357,763
Simple Payback Period2.6 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)8,940,062
Discounted residual value (€)1,037,143
NPV (€)9,977,206
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period 2.6 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 8,940,062 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 9,977,206 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,357,763 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,043,350 3,043,350 3,043,350 3,043,350 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,795,350 2,795,350 2,795,350 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 -685,588 -685,588 -685,588 \n", "NOPLAT (€) 2,109,763 2,109,763 2,109,763 2,109,763 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,357,763 2,357,763 2,357,763 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,043,350 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) 3,043,350 \n", "Depreciations (€) -/- -248,000 \n", "EBIT (€) 2,795,350 \n", "Income tax (Vpb.) (€) -685,588 \n", "NOPLAT (€) 2,109,763 \n", "Depreciations (€) +/+ 248,000 \n", "Free Cash Flow (€) 2,357,763 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 55, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 56, "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(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 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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": 57, "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(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "DAM", "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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 61, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "_series = SingleFigureComparison(s.optcases, 'npv', label='NPV').report\n", "\n", "npv_graph = _series.iplot(\n", " kind='bar',\n", " title='NPV by Casestudy in €',\n", " colors=recoygreen,\n", " dimensions=(600, 400), \n", " yTitle='NPV in €',\n", " asFigure=True,\n", " yrange=[0, _series.max() * 1.1]\n", ")\n", "\n", "npv_graph.update_traces(\n", " text=_series.values/1000_000, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}M €\", \n", ")\n", "\n", "npv_graph" ] }, { "cell_type": "code", "execution_count": 68, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "IRR", "orientation": "v", "text": [ 36.97151558756855, 70.70951359177171, 69.36004262096071, 72.26089966212948 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "(SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report).iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='Years'\n", ")" ] }, { "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": null, "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 = 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": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "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": { "kernelspec": { "display_name": "Python [conda env:py39]", "language": "python", "name": "conda-env-py39-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.2" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false, "widgets": { 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