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"cell_type": "markdown",
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"source": [
"#### Imports"
]
},
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"execution_count": 1,
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" \n",
" "
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],
"source": [
"from datetime import timedelta\n",
"import json\n",
"import pprint\n",
"from copy import deepcopy\n",
"from statistics import mean\n",
"\n",
"import cufflinks\n",
"cufflinks.go_offline()\n",
"import numpy as np\n",
"from numpy.polynomial import Polynomial\n",
"import pandas as pd\n",
"from tqdm.notebook import tqdm\n",
"import plotly.graph_objs as go\n",
"\n",
"from pyrecoy.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\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": {
"tags": [
"exclude"
]
},
"source": [
"#### Development backlog"
]
},
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"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"
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},
"source": [
"#### Meeting Notes"
]
},
{
"cell_type": "markdown",
"metadata": {
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"exclude"
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},
"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"
]
},
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"metadata": {
"tags": [
"exclude"
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"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": 2,
"metadata": {
"tags": [
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},
"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\n",
" hp_lifetime = 25\n",
" hp_capex = 200_000 # EUR/MWth\n",
" hp_opex = 0.01 # in % of CAPEX\n",
" hp_devex = 0.005 # in % of CAPEX\n",
" \n",
" gb_power = 35 # MW\n",
" gb_efficiency = 0.9\n",
" \n",
" storage_power = 25\n",
" storage_volume = 1000\n",
" storage_cap_per_volume = 50 * 1e-3\n",
" storage_lifetime = 25\n",
" storage_temperature = 95\n",
" storage_min_level = 5\n",
" storage_capex_per_MW = 8_000\n",
" storage_capex_per_MWh = 10_000\n",
" storage_opex_perc_of_capex = 0.02\n",
" storage_initial_level = 5\n",
" \n",
" tax_bracket_g = 4 \n",
" tax_bracket_e = 4\n",
" \n",
" include_transport_costs = False\n",
" grid_operator = 'Liander'\n",
" connection_type = 'TS/MS'\n",
" \n",
" discount_rate = 0.1\n",
" project_duration = 12\n",
"\n",
" forecast = 'ForeNeg'\n",
" gas_price_multiplier = 1\n",
" e_price_multiplier = 1\n",
" e_price_volatility_multiplier = 1\n",
" co2_price_multiplier = 1\n",
" tsource_delta = 0\n",
" tsink_delta = 0\n",
" energy_tax_multiplier = 1\n",
" \n",
" # Review the SDE implementation\n",
" sde_base_amount = 81\n",
" longterm_gas_price = 24.00\n",
" longterm_co2_price = 37.90\n",
" sde_switch_price_correction = 40\n",
" \n",
" day_ahead_buying_perc = 0.3\n",
" \n",
" afrr_capacity_fee = 25_000\n",
"\n",
"c = Config()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": [
"exclude"
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},
"outputs": [],
"source": [
"class Store():\n",
" pass"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
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},
"source": [
"## Model set-up"
]
},
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"execution_count": 4,
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"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": 5,
"metadata": {},
"outputs": [],
"source": [
"s = Store()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
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"outputs": [
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"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n",
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n",
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_9828/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"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,\n",
" folder_path = r\"C:\\Users\\Shahla Huseynova\\Recoy\\Recoy - Documents\\03 - Libraries\\12 - Data Management\\Forecast Data\").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",
" s.storage_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage', 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.optcases = [s.hpcase, s.storage_case]\n",
" #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n",
" s.sde_cases = []\n",
" \n",
" s.demand = load_demand_data(c, s)\n",
" return s\n",
"\n",
"s = setup_model(c)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
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",
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"s.demand.resample('15T').mean()[['Tsource (VDG)', 'Tsink (VDG)']].iplot()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | count | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 63.658798 | \n",
" 138.637674 | \n",
" 17.636712 | \n",
" 62.176305 | \n",
" 145.351645 | \n",
" 5.823824 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 6.422773 | \n",
" 14.328580 | \n",
" 5.123252 | \n",
" 10.252555 | \n",
" 14.896056 | \n",
" 1.691697 | \n",
" 6.814125 | \n",
"
\n",
" \n",
" | min | \n",
" 25.310000 | \n",
" 82.480000 | \n",
" 0.000000 | \n",
" 13.540000 | \n",
" 106.330000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
"
\n",
" \n",
" | 25% | \n",
" 64.892000 | \n",
" 126.074000 | \n",
" 17.014000 | \n",
" 63.516000 | \n",
" 131.551500 | \n",
" 5.612000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 64.991000 | \n",
" 142.450000 | \n",
" 19.892000 | \n",
" 64.313000 | \n",
" 148.490000 | \n",
" 6.540000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 65.076000 | \n",
" 151.730000 | \n",
" 20.819000 | \n",
" 65.546000 | \n",
" 158.100000 | \n",
" 6.880000 | \n",
" 27.690000 | \n",
"
\n",
" \n",
" | max | \n",
" 70.070000 | \n",
" 166.020000 | \n",
" 23.250000 | \n",
" 73.470000 | \n",
" 172.050000 | \n",
" 7.650000 | \n",
" 30.900000 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n",
"count 525600.000000 525600.000000 525600.000000 525600.000000 \n",
"mean 63.658798 138.637674 17.636712 62.176305 \n",
"std 6.422773 14.328580 5.123252 10.252555 \n",
"min 25.310000 82.480000 0.000000 13.540000 \n",
"25% 64.892000 126.074000 17.014000 63.516000 \n",
"50% 64.991000 142.450000 19.892000 64.313000 \n",
"75% 65.076000 151.730000 20.819000 65.546000 \n",
"max 70.070000 166.020000 23.250000 73.470000 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand \n",
"count 525600.000000 525600.000000 525600.000000 \n",
"mean 145.351645 5.823824 23.460537 \n",
"std 14.896056 1.691697 6.814125 \n",
"min 106.330000 0.000000 0.000000 \n",
"25% 131.551500 5.612000 22.676000 \n",
"50% 148.490000 6.540000 26.441000 \n",
"75% 158.100000 6.880000 27.690000 \n",
"max 172.050000 7.650000 30.900000 "
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.demand.describe()"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Load in data"
]
},
{
"cell_type": "code",
"execution_count": 9,
"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": 10,
"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": 11,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def load_data(c, s):\n",
" if hasattr(s, 'afrr_case'):\n",
" s.afrr_case = add_afrr_prices(c, s.afrr_case)\n",
" \n",
" for case in s.cases:\n",
" case.add_gasprices()\n",
" case.add_co2prices(perMWh=True)\n",
" \n",
" case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n",
" case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n",
" case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n",
" \n",
" for case in s.optcases:\n",
" case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n",
" case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n",
" case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n",
" \n",
" case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n",
" case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n",
" \n",
" if hasattr(s, 'afrr_case'):\n",
" for case in [s.afrr_case]:\n",
" case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n",
" case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n",
" case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n",
" case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n",
"\n",
" s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n",
" s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n",
" for case in s.cases:\n",
" case.data = pd.concat([case.data, s.demand], axis=1) \n",
"\n",
" s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n",
" s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n",
" return s\n",
"\n",
"s = load_data(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
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"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.990 | \n",
" 143.360 | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.985 | \n",
" 143.089 | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.980 | \n",
" 142.818 | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.975 | \n",
" 142.547 | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" 4.82 | \n",
" 64.970 | \n",
" 142.276 | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
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\n",
" \n",
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\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) CO2 prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 24.98 4.82 \n",
"2019-01-01 00:01:00+01:00 24.98 4.82 \n",
"2019-01-01 00:02:00+01:00 24.98 4.82 \n",
"2019-01-01 00:03:00+01:00 24.98 4.82 \n",
"2019-01-01 00:04:00+01:00 24.98 4.82 \n",
"\n",
" Tsource (VDG) Tsink (VDG) MW (VDG) \\\n",
"2019-01-01 00:00:00+01:00 64.990 143.360 0.0 \n",
"2019-01-01 00:01:00+01:00 64.985 143.089 0.0 \n",
"2019-01-01 00:02:00+01:00 64.980 142.818 0.0 \n",
"2019-01-01 00:03:00+01:00 64.975 142.547 0.0 \n",
"2019-01-01 00:04:00+01:00 64.970 142.276 0.0 \n",
"\n",
" Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n",
"2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 "
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Assets"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### COP curve"
]
},
{
"cell_type": "code",
"execution_count": 13,
"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": 14,
"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": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 13)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"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": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 73)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"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": 18,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"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": 20,
"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": 21,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_cop_curve = cop_series.iplot(title=f'Heatpump COP curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='COP', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_cop_curve"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_load_curve"
]
},
{
"cell_type": "code",
"execution_count": 23,
"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": 24,
"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": 24,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"cop_curve_new(sourceT, sinkT)"
]
},
{
"cell_type": "code",
"execution_count": 25,
"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": 26,
"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": 27,
"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": 28,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_cop_curve = cop_series.iplot(title=f'Heatpump COP curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='COP', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_cop_curve"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n",
"fig_load_curve"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Create and assign assets"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def create_and_assign_assets(c, s):\n",
" heatpump_vdg = Heatpump(\n",
" name='Heatpump VDG',\n",
" max_th_power=c.hp_vdg_e_power,\n",
" min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" heatpump_ndg = Heatpump(\n",
" name='Heatpump NDG',\n",
" max_th_power=c.hp_ndg_e_power,\n",
" min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n",
" capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n",
" heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n",
" heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n",
"\n",
" gasboiler = GasBoiler(\n",
" name='Gasboiler',\n",
" max_th_output=c.gb_power,\n",
" efficiency=c.gb_efficiency\n",
" )\n",
" gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n",
" \n",
" waterstorage = HotWaterStorage(\n",
" name='HotWaterStorage',\n",
" rated_power=c.storage_power, \n",
" capacity_per_volume=c.storage_cap_per_volume,\n",
" volume=c.storage_volume, \n",
" temperature=c.storage_temperature,\n",
" min_storagelevel=c.storage_min_level,\n",
" initial_storagelevel=c.storage_initial_level\n",
" )\n",
" capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n",
" opex_ws = c.storage_opex_perc_of_capex * capex_ws\n",
" waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n",
" \n",
" s.baseline.add_asset(gasboiler)\n",
" s.hpcase.add_asset(heatpump_vdg)\n",
" s.hpcase.add_asset(heatpump_ndg)\n",
" s.storage_case.add_asset(heatpump_vdg)\n",
" s.storage_case.add_asset(heatpump_ndg)\n",
" s.storage_case.add_asset(waterstorage)\n",
"# s.hpcase_sde.add_asset(heatpump_vdg)\n",
"# s.hpcase_sde.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(heatpump_vdg)\n",
"# s.optcase1.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(gasboiler)\n",
"# s.afrr_case.add_asset(heatpump_vdg)\n",
"# s.afrr_case.add_asset(heatpump_ndg)\n",
"# s.afrr_case.add_asset(gasboiler)\n",
" return s\n",
"\n",
"s = create_and_assign_assets(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=5.0)"
]
},
"execution_count": 31,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.assets['HotWaterStorage']"
]
},
{
"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)\n",
" return case"
]
},
{
"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",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"Tref = 0\n",
"Cp = 4190 #J/kgK\n",
"MWtoJs = 1000_000\n",
"\n",
"def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n",
" return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n",
"\n",
"def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n",
" return hp_heat_output_MW - process_demand_MW #MW\n",
"\n",
"def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n",
" discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n",
" \n",
" combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n",
" if combined_mass_flow == 0:\n",
" return 0\n",
" else: \n",
" return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly_with_storage(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" ws = case.assets['HotWaterStorage']\n",
" demands_vdg = case.data['MW (VDG)'].to_list()\n",
" demands_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
" dam_prices = case.data['DAM'].to_list()\n",
" pos_prices = case.data['POS'].to_list()\n",
" neg_prices = case.data['NEG'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = len(case.data)\n",
" storage_levels = [None] * minutes\n",
" to_storage_list = [0] * minutes\n",
" from_storage_vdg_list = [0] * minutes\n",
" to_storage_vdg_list = [0] * minutes\n",
" from_storage_ndg_list = [0] * minutes\n",
" to_storage_ndg_list = [0] * minutes\n",
" \n",
" new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n",
" new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n",
" \n",
" ws.set_chargelevel(ws.min_chargelevel)\n",
" \n",
" for m in range(minutes):\n",
" tsource_vdg = Tsource_vdg[m]\n",
" tsink_vdg = Tsink_vdg[m]\n",
" tsource_ndg = Tsource_ndg[m]\n",
" tsink_ndg = Tsink_ndg[m]\n",
" demand_vdg = demands_vdg[m]\n",
" demand_ndg = demands_ndg[m]\n",
" \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_MW = 0 \n",
" from_storage_ndg_MW = 0\n",
" to_storage_ndg_MW = 0 \n",
" \n",
" if neg_prices[m] < dam_prices[m] - 20:\n",
" # overproduce\n",
" desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n",
" \n",
" to_storage_vdg_MW = th_load_vdg - demand_vdg\n",
" to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n",
" \n",
" extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n",
" \n",
" desired_hp_load_ndg = min(\n",
" demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n",
" hp_ndg.max_th_power\n",
" )\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n",
" \n",
" to_storage_ndg_MW = th_load_ndg - demand_ndg\n",
" to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n",
" \n",
" elif pos_prices[m] > dam_prices[m] + 20:\n",
" # take from storage\n",
" from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
" try:\n",
" from_storage_vdg_MW = ws.discharging_power_limit\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" \n",
" from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n",
" #print({f'from_storage_vdg_MW='})\n",
" from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
" \n",
" try:\n",
" from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" \n",
" from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n",
" else:\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n",
" heat_output=demand_vdg,\n",
" Tsink=tsink_vdg,\n",
" Tsource=tsource_vdg\n",
" )\n",
"\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg,\n",
" Tsink=tsink_ndg,\n",
" Tsource=tsource_ndg\n",
" )\n",
" if tsource_vdg < 64:\n",
" from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
" try:\n",
" from_storage_vdg_MW = ws.discharging_power_limit\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" \n",
" from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n",
" else:\n",
" pass\n",
" if tsource_ndg < 64:\n",
" from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
" \n",
" try:\n",
" from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" \n",
" from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n",
" else:\n",
" pass\n",
" \n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" hp_ndg_input[m] = e_load_ndg\n",
" hp_ndg_output[m] = th_load_ndg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" new_tsources_ndg[m] = tsource_ndg\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" to_storage_ndg_list[m] = to_storage_ndg_MW\n",
" from_storage_ndg_list[m] = from_storage_ndg_MW\n",
" \n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" case.data['tsource_vdg'] = new_tsources_vdg\n",
" case.data['tsource_ndg'] = new_tsources_ndg\n",
" case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n",
" case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n",
" case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n",
" case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n",
" case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n",
" case.data['storage_level_MWh'] = storage_levels\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case = hponly_with_storage(s.storage_case)"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" ... | \n",
" from_storage_MW | \n",
" storage_level_MWh | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
" to_storage_ndg_MWh | \n",
" from_storage_ndg_MWh | \n",
" to_storage_vdg_MWh | \n",
" from_storage_vdg_MWh | \n",
" to_storage_MWh | \n",
" from_storage_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-08-15 09:37:00+02:00 | \n",
" 43.47 | \n",
" 47.02 | \n",
" 47.02 | \n",
" 1.0 | \n",
" 49.90 | \n",
" 51.80 | \n",
" 86.44 | \n",
" 86.59 | \n",
" 9.55 | \n",
" 25.96 | \n",
" ... | \n",
" 0.0 | \n",
" 5.0 | \n",
" 0.473 | \n",
" -0.085 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-10-05 15:08:00+02:00 | \n",
" 35.89 | \n",
" 29.07 | \n",
" 29.07 | \n",
" -1.0 | \n",
" 28.41 | \n",
" 28.44 | \n",
" 35.99 | \n",
" 35.99 | \n",
" 11.82 | \n",
" 22.94 | \n",
" ... | \n",
" 0.0 | \n",
" 5.0 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
2 rows × 38 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-08-15 09:37:00+02:00 43.47 47.02 47.02 1.0 49.90 51.80 \n",
"2019-10-05 15:08:00+02:00 35.89 29.07 29.07 -1.0 28.41 28.44 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-08-15 09:37:00+02:00 86.44 86.59 9.55 \n",
"2019-10-05 15:08:00+02:00 35.99 35.99 11.82 \n",
"\n",
" CO2 prices (€/ton) ... from_storage_MW \\\n",
"2019-08-15 09:37:00+02:00 25.96 ... 0.0 \n",
"2019-10-05 15:08:00+02:00 22.94 ... 0.0 \n",
"\n",
" storage_level_MWh hp_output_MWh hp_input_MWh \\\n",
"2019-08-15 09:37:00+02:00 5.0 0.473 -0.085 \n",
"2019-10-05 15:08:00+02:00 5.0 0.000 -0.000 \n",
"\n",
" to_storage_ndg_MWh from_storage_ndg_MWh \\\n",
"2019-08-15 09:37:00+02:00 0.0 0.0 \n",
"2019-10-05 15:08:00+02:00 0.0 0.0 \n",
"\n",
" to_storage_vdg_MWh from_storage_vdg_MWh \\\n",
"2019-08-15 09:37:00+02:00 0.0 0.0 \n",
"2019-10-05 15:08:00+02:00 0.0 0.0 \n",
"\n",
" to_storage_MWh from_storage_MWh \n",
"2019-08-15 09:37:00+02:00 0.0 0.0 \n",
"2019-10-05 15:08:00+02:00 0.0 0.0 \n",
"\n",
"[2 rows x 38 columns]"
]
},
"execution_count": 37,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.sample(2)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" hp_output_MW | \n",
" to_storage_MW | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | count | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
" 525600.000000 | \n",
"
\n",
" \n",
" | mean | \n",
" 41.195801 | \n",
" 40.391060 | \n",
" 42.554082 | \n",
" 24.322043 | \n",
" 1.221385 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 11.278173 | \n",
" 51.226931 | \n",
" 52.003252 | \n",
" 7.029645 | \n",
" 3.620719 | \n",
" 6.814125 | \n",
"
\n",
" \n",
" | min | \n",
" -9.020000 | \n",
" -487.650000 | \n",
" -487.650000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
" 0.000000 | \n",
"
\n",
" \n",
" | 25% | \n",
" 34.100000 | \n",
" 24.470000 | \n",
" 25.530000 | \n",
" 22.766000 | \n",
" 0.000000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 39.700000 | \n",
" 31.110000 | \n",
" 32.160000 | \n",
" 26.972000 | \n",
" 0.000000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 47.392500 | \n",
" 40.900000 | \n",
" 42.540000 | \n",
" 27.987000 | \n",
" 0.000000 | \n",
" 27.690000 | \n",
"
\n",
" \n",
" | max | \n",
" 121.460000 | \n",
" 936.120000 | \n",
" 936.120000 | \n",
" 31.000000 | \n",
" 25.000000 | \n",
" 30.900000 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW \\\n",
"count 525600.000000 525600.000000 525600.000000 525600.000000 \n",
"mean 41.195801 40.391060 42.554082 24.322043 \n",
"std 11.278173 51.226931 52.003252 7.029645 \n",
"min -9.020000 -487.650000 -487.650000 0.000000 \n",
"25% 34.100000 24.470000 25.530000 22.766000 \n",
"50% 39.700000 31.110000 32.160000 26.972000 \n",
"75% 47.392500 40.900000 42.540000 27.987000 \n",
"max 121.460000 936.120000 936.120000 31.000000 \n",
"\n",
" to_storage_MW Total demand \n",
"count 525600.000000 525600.000000 \n",
"mean 1.221385 23.460537 \n",
"std 3.620719 6.814125 \n",
"min 0.000000 0.000000 \n",
"25% 0.000000 22.676000 \n",
"50% 0.000000 26.441000 \n",
"75% 0.000000 27.690000 \n",
"max 25.000000 30.900000 "
]
},
"execution_count": 38,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" hp_output_MW | \n",
" to_storage_MW | \n",
" Total demand | \n",
" hp_input_MW | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-07-25 03:01:00+02:00 | \n",
" 39.09 | \n",
" 36.70 | \n",
" 36.70 | \n",
" 22.957 | \n",
" 0.000 | \n",
" 22.957 | \n",
" -3.969 | \n",
"
\n",
" \n",
" | 2019-11-27 00:22:00+01:00 | \n",
" 36.20 | \n",
" -22.61 | \n",
" -22.61 | \n",
" 0.000 | \n",
" 25.000 | \n",
" 0.000 | \n",
" -0.000 | \n",
"
\n",
" \n",
" | 2019-09-26 14:47:00+02:00 | \n",
" 36.80 | \n",
" 26.07 | \n",
" 26.07 | \n",
" 27.752 | \n",
" 0.000 | \n",
" 27.752 | \n",
" -5.130 | \n",
"
\n",
" \n",
" | 2019-10-19 21:31:00+02:00 | \n",
" 35.06 | \n",
" 23.80 | \n",
" 23.80 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.000 | \n",
" -0.000 | \n",
"
\n",
" \n",
" | 2019-08-05 23:46:00+02:00 | \n",
" 39.87 | \n",
" 16.32 | \n",
" 16.32 | \n",
" 30.186 | \n",
" 3.442 | \n",
" 27.558 | \n",
" -5.351 | \n",
"
\n",
" \n",
" | 2019-04-16 06:00:00+02:00 | \n",
" 46.22 | \n",
" 36.40 | \n",
" 36.40 | \n",
" 27.570 | \n",
" 0.000 | \n",
" 27.570 | \n",
" -5.188 | \n",
"
\n",
" \n",
" | 2019-06-18 01:32:00+02:00 | \n",
" 32.85 | \n",
" 24.39 | \n",
" 24.39 | \n",
" 20.820 | \n",
" 0.000 | \n",
" 20.820 | \n",
" -3.590 | \n",
"
\n",
" \n",
" | 2019-01-07 10:21:00+01:00 | \n",
" 73.59 | \n",
" 46.35 | \n",
" 46.35 | \n",
" 30.150 | \n",
" 3.332 | \n",
" 27.668 | \n",
" -5.282 | \n",
"
\n",
" \n",
" | 2019-08-15 15:47:00+02:00 | \n",
" 28.30 | \n",
" 18.18 | \n",
" 55.91 | \n",
" 22.890 | \n",
" 0.000 | \n",
" 22.890 | \n",
" -4.083 | \n",
"
\n",
" \n",
" | 2019-02-25 04:40:00+01:00 | \n",
" 36.06 | \n",
" 26.91 | \n",
" 26.91 | \n",
" 22.940 | \n",
" 0.000 | \n",
" 22.940 | \n",
" -4.038 | \n",
"
\n",
" \n",
" | 2019-02-17 22:40:00+01:00 | \n",
" 42.83 | \n",
" 29.08 | \n",
" 29.08 | \n",
" 20.510 | \n",
" 0.000 | \n",
" 20.510 | \n",
" -3.569 | \n",
"
\n",
" \n",
" | 2019-07-13 17:07:00+02:00 | \n",
" 34.71 | \n",
" 34.57 | \n",
" 34.57 | \n",
" 28.306 | \n",
" 0.000 | \n",
" 28.306 | \n",
" -5.219 | \n",
"
\n",
" \n",
" | 2019-09-21 19:56:00+02:00 | \n",
" 50.00 | \n",
" 33.21 | \n",
" 33.21 | \n",
" 28.152 | \n",
" 0.000 | \n",
" 28.152 | \n",
" -4.937 | \n",
"
\n",
" \n",
" | 2019-10-18 00:28:00+02:00 | \n",
" 33.15 | \n",
" 63.43 | \n",
" 63.43 | \n",
" 22.864 | \n",
" 0.000 | \n",
" 22.864 | \n",
" -3.421 | \n",
"
\n",
" \n",
" | 2019-03-25 15:35:00+01:00 | \n",
" 31.52 | \n",
" 35.57 | \n",
" 35.57 | \n",
" 28.330 | \n",
" 0.000 | \n",
" 28.330 | \n",
" -4.926 | \n",
"
\n",
" \n",
" | 2019-02-05 07:12:00+01:00 | \n",
" 62.22 | \n",
" 21.72 | \n",
" 21.72 | \n",
" 31.000 | \n",
" 4.000 | \n",
" 27.000 | \n",
" -5.402 | \n",
"
\n",
" \n",
" | 2019-02-18 17:38:00+01:00 | \n",
" 52.94 | \n",
" 39.38 | \n",
" 39.38 | \n",
" 20.652 | \n",
" 0.000 | \n",
" 20.652 | \n",
" -3.525 | \n",
"
\n",
" \n",
" | 2019-03-05 10:02:00+01:00 | \n",
" 49.90 | \n",
" 36.74 | \n",
" 53.02 | \n",
" 23.778 | \n",
" 0.000 | \n",
" 23.778 | \n",
" -4.272 | \n",
"
\n",
" \n",
" | 2019-07-03 01:23:00+02:00 | \n",
" 28.07 | \n",
" 26.22 | \n",
" 26.22 | \n",
" 22.701 | \n",
" 0.000 | \n",
" 22.701 | \n",
" -4.176 | \n",
"
\n",
" \n",
" | 2019-08-28 13:50:00+02:00 | \n",
" 44.73 | \n",
" 26.05 | \n",
" 26.05 | \n",
" 27.860 | \n",
" 0.000 | \n",
" 27.860 | \n",
" -5.153 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW to_storage_MW \\\n",
"2019-07-25 03:01:00+02:00 39.09 36.70 36.70 22.957 0.000 \n",
"2019-11-27 00:22:00+01:00 36.20 -22.61 -22.61 0.000 25.000 \n",
"2019-09-26 14:47:00+02:00 36.80 26.07 26.07 27.752 0.000 \n",
"2019-10-19 21:31:00+02:00 35.06 23.80 23.80 0.000 0.000 \n",
"2019-08-05 23:46:00+02:00 39.87 16.32 16.32 30.186 3.442 \n",
"2019-04-16 06:00:00+02:00 46.22 36.40 36.40 27.570 0.000 \n",
"2019-06-18 01:32:00+02:00 32.85 24.39 24.39 20.820 0.000 \n",
"2019-01-07 10:21:00+01:00 73.59 46.35 46.35 30.150 3.332 \n",
"2019-08-15 15:47:00+02:00 28.30 18.18 55.91 22.890 0.000 \n",
"2019-02-25 04:40:00+01:00 36.06 26.91 26.91 22.940 0.000 \n",
"2019-02-17 22:40:00+01:00 42.83 29.08 29.08 20.510 0.000 \n",
"2019-07-13 17:07:00+02:00 34.71 34.57 34.57 28.306 0.000 \n",
"2019-09-21 19:56:00+02:00 50.00 33.21 33.21 28.152 0.000 \n",
"2019-10-18 00:28:00+02:00 33.15 63.43 63.43 22.864 0.000 \n",
"2019-03-25 15:35:00+01:00 31.52 35.57 35.57 28.330 0.000 \n",
"2019-02-05 07:12:00+01:00 62.22 21.72 21.72 31.000 4.000 \n",
"2019-02-18 17:38:00+01:00 52.94 39.38 39.38 20.652 0.000 \n",
"2019-03-05 10:02:00+01:00 49.90 36.74 53.02 23.778 0.000 \n",
"2019-07-03 01:23:00+02:00 28.07 26.22 26.22 22.701 0.000 \n",
"2019-08-28 13:50:00+02:00 44.73 26.05 26.05 27.860 0.000 \n",
"\n",
" Total demand hp_input_MW \n",
"2019-07-25 03:01:00+02:00 22.957 -3.969 \n",
"2019-11-27 00:22:00+01:00 0.000 -0.000 \n",
"2019-09-26 14:47:00+02:00 27.752 -5.130 \n",
"2019-10-19 21:31:00+02:00 0.000 -0.000 \n",
"2019-08-05 23:46:00+02:00 27.558 -5.351 \n",
"2019-04-16 06:00:00+02:00 27.570 -5.188 \n",
"2019-06-18 01:32:00+02:00 20.820 -3.590 \n",
"2019-01-07 10:21:00+01:00 27.668 -5.282 \n",
"2019-08-15 15:47:00+02:00 22.890 -4.083 \n",
"2019-02-25 04:40:00+01:00 22.940 -4.038 \n",
"2019-02-17 22:40:00+01:00 20.510 -3.569 \n",
"2019-07-13 17:07:00+02:00 28.306 -5.219 \n",
"2019-09-21 19:56:00+02:00 28.152 -4.937 \n",
"2019-10-18 00:28:00+02:00 22.864 -3.421 \n",
"2019-03-25 15:35:00+01:00 28.330 -4.926 \n",
"2019-02-05 07:12:00+01:00 27.000 -5.402 \n",
"2019-02-18 17:38:00+01:00 20.652 -3.525 \n",
"2019-03-05 10:02:00+01:00 23.778 -4.272 \n",
"2019-07-03 01:23:00+02:00 22.701 -4.176 \n",
"2019-08-28 13:50:00+02:00 27.860 -5.153 "
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand','hp_input_MW']].sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG','hp_input_MW']].to_csv('opt_eload.csv', sep=';', decimal=',', index='datetime')"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"89498\n",
"50637\n"
]
}
],
"source": [
"charge_times = print(sum(s.storage_case.data['to_storage_MW']!= 0))\n",
"discharge_times = print(sum(s.storage_case.data['from_storage_MW']!= 0))\n",
"# 154476 times out of 525600, the storage is used to charge/dischage\n",
"# from 39 000 to 110 000 discharge time increases\n"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [],
"source": [
"# s.hpcase.data['hp_input_MW'].to_csv('bl_eload.csv', sep=';', decimal=',', index='datetime')"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {},
"outputs": [],
"source": [
"# c = s.storage_case.data['hp_input_MW'] - s.hpcase.data['hp_input_MW']\n",
"# c"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {},
"outputs": [],
"source": [
"# s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW']].sample(20)\n",
"# s.hpcase.data['hp_input_MW'].sum()"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 46,
"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": 47,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hybrid_imb_optimisation(case, decimals, s):\n",
" gb = case.assets['Gasboiler']\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].round(decimals).to_list()\n",
" demand_ndg = case.data['MW (NDG)'].round(decimals).to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].round(decimals).to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].round(decimals).to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].round(decimals).to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].round(decimals).to_list()\n",
" fore_neg = case.data[c.forecast].fillna(999).round(decimals).to_list()\n",
" gas_prices = case.data['Gas prices (€/MWh)'].round(decimals).to_list()\n",
" co2_prices = case.data['CO2 prices (€/MWh)'].round(decimals).to_list()\n",
" eb_ode_g = s.eb_ode_g\n",
" eb_ode_e = s.eb_ode_e\n",
" \n",
" gb_input = [0] * len(case.data)\n",
" gb_output = [0] * len(case.data)\n",
"\n",
" minutes = range(len(case.data))\n",
" hp_output = [0] * len(case.data)\n",
" hp_input = [0] * len(case.data)\n",
"\n",
" for m in tqdm(minutes):\n",
" dem_vgd = demand_vdg[m]\n",
" if dem_vgd != 0:\n",
" max_load = min(hp_vdg.max_th_power, dem_vgd)\n",
" min_load = hp_vdg.min_th_power\n",
" Tsink = Tsink_vdg[m]\n",
" Tsource = Tsource_vdg[m]\n",
" cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e - c.sde_switch_price_correction,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load < cost_min_load:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = (0, 0)\n",
"\n",
" dem_ngd = demand_ndg[m]\n",
" if dem_ngd != 0:\n",
" max_load = min(hp_ndg.max_th_power, dem_ngd)\n",
" min_load = hp_ndg.min_th_power\n",
" Tsink = Tsink_ndg[m]\n",
" Tsource = Tsource_ndg[m]\n",
" cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_ngd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=fore_neg[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load <= cost_min_load:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = (0, 0)\n",
"\n",
" hp_out = hp_vdg_output + hp_ndg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_input + hp_ndg_input\n",
" remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n",
" gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_output)\n",
" case.data['hp_input_MW'] = np.array(hp_input)\n",
" case.data['gb_output_MW'] = np.array(gb_output)\n",
" case.data['gb_input_MW'] = np.array(gb_input)\n",
"\n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(5)\n",
" return case"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"aFRR\n",
"* Bid in a volume (X MW) --> Strategy is to only bid in on aFRR down\n",
"* Remaining demand is filed in by gasboiler\n",
"* Bid price at switch price?\n",
"* Assume direct response to 0% for now?\n"
]
},
{
"cell_type": "code",
"execution_count": 48,
"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": 49,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def aFRR_optimisation(case, s):\n",
" s.afrr_case.afrr_capacity = calc_afrr_capacity(s.afrr_case)\n",
" gb = case.assets['Gasboiler']\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" demand_vdg = case.data['MW (VDG)'].to_list()\n",
" demand_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
" afrr_up = case.data['Hoogste_prijs_opregelen'].fillna(-999).to_list()\n",
" gas_prices = case.data['Gas prices (€/MWh)'].to_list()\n",
" co2_prices = case.data['CO2 prices (€/MWh)'].to_list()\n",
" eb_ode_g = s.eb_ode_g\n",
" eb_ode_e = s.eb_ode_e\n",
" \n",
" gb_input = [0] * len(case.data)\n",
" gb_output = [0] * len(case.data)\n",
"\n",
" minutes = range(len(case.data))\n",
" hp_output = [0] * len(case.data)\n",
" hp_input = [0] * len(case.data)\n",
"\n",
" for m in tqdm(minutes):\n",
" dem_vgd = demand_vdg[m]\n",
" if dem_vgd != 0:\n",
" max_load = min(hp_vdg.max_th_power, dem_vgd)\n",
" min_load = hp_vdg.min_th_power\n",
" Tsink = Tsink_vdg[m]\n",
" Tsource = Tsource_vdg[m]\n",
" cop_max_load = hp_vdg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_vdg.get_cop(heat_output=min_load, Tsink=Tsink_vdg[m], Tsource=Tsource_vdg[m])\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e - c.sde_switch_price_correction,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load < cost_min_load:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(max_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = hp_vdg.set_heat_output(min_load, Tsink, Tsource)\n",
" else:\n",
" hp_vdg_input, hp_vdg_output = (0, 0)\n",
"\n",
" dem_ngd = demand_ndg[m]\n",
" if dem_ngd != 0:\n",
" max_load = min(hp_ndg.max_th_power, dem_ngd)\n",
" min_load = hp_ndg.min_th_power\n",
" Tsink = Tsink_ndg[m]\n",
" Tsource = Tsource_ndg[m]\n",
" cop_max_load = hp_ndg.get_cop(heat_output=max_load, Tsink=Tsink, Tsource=Tsource)\n",
" cop_min_load = hp_ndg.get_cop(heat_output=min_load, Tsink=Tsink, Tsource=Tsource)\n",
" \n",
" cost_full_load = cost_function(\n",
" th_load=max_load,\n",
" cop=cop_max_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_ngd\n",
" )\n",
" \n",
" cost_min_load = cost_function(\n",
" th_load=min_load,\n",
" cop=cop_min_load,\n",
" electricity_cost=afrr_up[m] + eb_ode_e,\n",
" alt_heat_price=gas_prices[m] + co2_prices[m] + eb_ode_g/case.assets['Gasboiler'].efficiency,\n",
" demand=dem_vgd\n",
" )\n",
" \n",
" if cost_full_load <= cost_min_load:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(max_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = hp_ndg.set_heat_output(min_load, Tsink=Tsink, Tsource=Tsource)\n",
" else:\n",
" hp_ndg_input, hp_ndg_output = (0, 0)\n",
"\n",
" hp_out = hp_vdg_output + hp_ndg_output\n",
" hp_output[m] = hp_out\n",
" hp_input[m] = hp_vdg_input + hp_ndg_input\n",
" remaining_demand = max(dem_vgd+dem_ngd-hp_out, 0)\n",
" gb_output[m], gb_input[m] = gb.set_heat_output(remaining_demand)\n",
"\n",
" case.data['hp_output_MW'] = np.array(hp_output)\n",
" case.data['hp_input_MW'] = np.array(hp_input)\n",
" case.data['gb_output_MW'] = np.array(gb_output)\n",
" case.data['gb_input_MW'] = np.array(gb_input)\n",
"\n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(5)\n",
" return case"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Run optimisation"
]
},
{
"cell_type": "code",
"execution_count": 50,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def run_optimisation(c, s):\n",
" s.baseline = baseline_sim(s.baseline)\n",
" s.hpcase = hponly(s.hpcase)\n",
" s.storage_case = hponly_with_storage(s.storage_case)\n",
"# s.hpcase_sde.assign_algorithm(hponly)\n",
"# s.hpcase_sde.run()\n",
" \n",
"# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n",
"# s.optcase1.run(decimals=2, s=s)\n",
" \n",
"# s.afrr_case.assign_algorithm(aFRR_optimisation)\n",
"# s.afrr_case.run(s=s)\n",
" \n",
" for case in [s.hpcase, s.storage_case]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n",
" \n",
" return s\n",
"\n",
"s = run_optimisation(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [
{
"data": {
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\n",
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" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" RS | \n",
" ForePos | \n",
" ForeNeg | \n",
" ForePos_nextQ | \n",
" ForeNeg_nextQ | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" ... | \n",
" MW (VDG) | \n",
" Tsource (NDG) | \n",
" Tsink (NDG) | \n",
" MW (NDG) | \n",
" Total demand | \n",
" hp_output_MW | \n",
" hp_input_MW | \n",
" cop | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-01-01 00:00:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 46.83 | \n",
" 52.70 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
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" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 32.12 | \n",
" 54.45 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.387 | \n",
" 147.642 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:02:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 30.97 | \n",
" 48.64 | \n",
" NaN | \n",
" NaN | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.264 | \n",
" 147.664 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-01 00:03:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 51.13 | \n",
" 48.35 | \n",
" 57.71 | \n",
" 73.05 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.141 | \n",
" 147.686 | \n",
" 0.0 | \n",
" 0.0 | \n",
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" 0.0 | \n",
" 0.0 | \n",
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" \n",
" | 2019-01-01 00:04:00+01:00 | \n",
" 68.92 | \n",
" 34.85 | \n",
" 58.01 | \n",
" 2.0 | \n",
" 48.04 | \n",
" 52.01 | \n",
" 63.60 | \n",
" 79.07 | \n",
" 22.38 | \n",
" 24.98 | \n",
" ... | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
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" DAM POS NEG RS ForePos ForeNeg \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n",
"2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n",
"2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n",
"\n",
" CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n",
"2019-01-01 00:00:00+01:00 24.98 ... 0.0 20.510 \n",
"2019-01-01 00:01:00+01:00 24.98 ... 0.0 20.387 \n",
"2019-01-01 00:02:00+01:00 24.98 ... 0.0 20.264 \n",
"2019-01-01 00:03:00+01:00 24.98 ... 0.0 20.141 \n",
"2019-01-01 00:04:00+01:00 24.98 ... 0.0 20.018 \n",
"\n",
" Tsink (NDG) MW (NDG) Total demand hp_output_MW \\\n",
"2019-01-01 00:00:00+01:00 147.620 0.0 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 147.642 0.0 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 147.664 0.0 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 147.686 0.0 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 147.708 0.0 0.0 0.0 \n",
"\n",
" hp_input_MW cop hp_output_MWh hp_input_MWh \n",
"2019-01-01 00:00:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 NaN 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 NaN 0.0 0.0 \n",
"\n",
"[5 rows x 23 columns]"
]
},
"execution_count": 51,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {},
"outputs": [],
"source": [
"vis_data = s.storage_case.data[[\n",
" 'storage_level_MWh', \n",
" #'to_storage_ndg_MW', \n",
" #'to_storage_vdg_MW', \n",
" 'to_storage_MW', \n",
" #'from_storage_ndg_MW', \n",
" #'from_storage_vdg_MW',\n",
" 'from_storage_MW'\n",
"]]\n",
"\n",
"cops = pd.concat([s.hpcase.data['cop'], s.storage_case.data['cop']], axis=1)\n",
"vis_data = pd.concat([vis_data, cops], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 53,
"metadata": {},
"outputs": [
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 54,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(10701.256, 10663.294999999996)"
]
},
"execution_count": 54,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"total_to_storage = s.storage_case.data['to_storage_MWh'].sum()\n",
"total_from_storage = s.storage_case.data['from_storage_MWh'].sum()\n",
"total_to_storage, total_from_storage"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 55,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 56,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hp_output = s.storage_case.data['hp_output_MW'].round(2)\n",
"demand_and_to_storage = (s.storage_case.data['Total demand'] + s.storage_case.data['to_storage_MW']).round(2)\n",
"hp_output.equals(demand_and_to_storage)"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "hp_output_MW",
"text": "",
"type": "scatter",
"x": [
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"zerolinecolor": "#E1E5ED"
}
}
},
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Financials"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calculate_sde_subsidy(c, s, case):\n",
" hp_capacity = abs(case.assets['Heatpump VDG'].max_th_power) + abs(case.assets['Heatpump NDG'].max_th_power)\n",
" case.full_load_hours = abs(case.data['hp_output_MWh'].sum() / hp_capacity)\n",
"\n",
" subsidized_hours = min(case.full_load_hours, 8000)\n",
" subsidized_MWh = subsidized_hours * hp_capacity\n",
"\n",
" base_amount_per_MWh_th = round(c.sde_base_amount*0.173 + c.longterm_gas_price, 2)\n",
" base_subsidy_amount = round(base_amount_per_MWh_th * subsidized_MWh, 2)\n",
" long_term_gas_price_LHV = round(EURperHHV_to_EURperLHV(c.longterm_gas_price), 2)\n",
" base_amount_gas = (2/3)*long_term_gas_price_LHV*0.9\n",
" mean_ttf_price_LHV = round(EURperHHV_to_EURperLHV(case.data['Gas prices (€/MWh)'].mean()), 2)\n",
" correction_amount_gas = max(mean_ttf_price_LHV, base_amount_gas)\n",
" avoided_gas_consumption = subsidized_MWh/0.9\n",
" correction_gas = round(correction_amount_gas * avoided_gas_consumption, 2)\n",
"\n",
" base_amount_co2 = (2/3)*c.longterm_co2_price\n",
" avoided_co2_emission = avoided_gas_consumption * 0.226\n",
" mean_ets_price = round(EURperHHV_to_EURperLHV(case.data['CO2 prices (€/ton)'].mean()), 2)\n",
" correction_amount_co2 = max(base_amount_co2, mean_ets_price)\n",
" correction_co2 = round(correction_amount_co2 * avoided_co2_emission, 2)\n",
"\n",
" sde_subsidy_corrected = max(base_subsidy_amount - (correction_gas + correction_co2), 0)\n",
" sde_per_MWh_th = sde_subsidy_corrected / subsidized_MWh\n",
" sde_per_MWh_e = sde_subsidy_corrected / case.data['hp_input_MWh'].abs().sum()\n",
"\n",
" case.sde_results = {\n",
" 'base_amount': base_subsidy_amount,\n",
" 'correction_gas': correction_gas,\n",
" 'correction_co2': correction_co2,\n",
" 'corrected_amount': sde_subsidy_corrected,\n",
" 'sde_per_MWh_th': sde_per_MWh_th,\n",
" 'sde_per_MWh_e': sde_per_MWh_e\n",
" }\n",
" return case"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n",
" 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n",
" 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n",
" 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n",
" 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n",
" 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n",
" 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n",
" 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 60,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def collect_cashflows(c, s):\n",
" s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n",
" s.storage_case.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n",
" # s.storage_case.data['realisation_MWh'] = s.storage_case.data['hp_input_MWh']\n",
" s.storage_case.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n",
"\n",
"# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n",
" \n",
"# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n",
"# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n",
" \n",
"# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n",
"# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n",
"# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n",
"# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n",
" \n",
" for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n",
" case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n",
" case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n",
" case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n",
" \n",
" for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" \n",
" case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n",
" case.add_grid_costs(\n",
" power_MW_col='hp_input_MW',\n",
" grid_operator=c.grid_operator,\n",
" year=2020, \n",
" connection_type=c.connection_type\n",
" )\n",
" \n",
" for case in s.sde_cases:\n",
" case = calculate_sde_subsidy(c=c, s=s, case=case)\n",
" case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n",
" return s\n",
"\n",
"s = collect_cashflows(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 61,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def calculate_financials(c, s):\n",
" for case in s.cases:\n",
" case.calculate_ebitda()\n",
"\n",
" for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.calculate_business_case(\n",
" project_duration=c.project_duration, \n",
" discount_rate=c.discount_rate, \n",
" baseline=s.baseline\n",
" )\n",
" \n",
" return s\n",
"\n",
"s = calculate_financials(c, s)"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Visualisations"
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
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"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
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"name": "Total demand",
"text": "",
"type": "scatter",
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""
]
},
"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": 63,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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",
"text/html": [
""
]
},
"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": 64,
"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": 65,
"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": 66,
"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": 67,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"# import plotly.graph_objects as go\n",
"# import numpy as np\n",
"\n",
"# fig = go.Figure()\n",
"\n",
"# configs = {\n",
"# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n",
"# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n",
"# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n",
"# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n",
"# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n",
"# }\n",
"\n",
"# for name, config in configs.items():\n",
"# trace = create_load_trace(*config, name)\n",
"# fig.add_trace(trace)\n",
"\n",
"# fig.update_layout(title='Switch prices for different configurations')\n",
"# fig.show()"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"date = s.baseline.data.index[0].strftime('%Y-%m-%d')"
]
},
{
"cell_type": "code",
"execution_count": 69,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_steamboiler = s.baseline.data[['Total demand', 'output_MW_th']].abs().loc[date, :].iplot(\n",
" subplots=True, \n",
" title=f'Steamboiler only case on {date}',\n",
" subplot_titles=['Total demand', 'Steam boiler output (MW)'],\n",
" legend=False,\n",
" dimensions=(800, 400),\n",
" colors=[recoydarkblue, recoygreen], \n",
" asFigure=True,\n",
" shape = (2, 1)\n",
")\n",
"fig_steamboiler"
]
},
{
"cell_type": "code",
"execution_count": 70,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "Total demand",
"text": "",
"type": "scatter",
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n",
" subplots=True, \n",
" title=f'Heatpump only case on {date}', \n",
" subplot_titles=['Total demand', 'Heatpump output (MW)'],\n",
" legend=False,\n",
" dimensions=(800, 400),\n",
" colors=[recoydarkblue, recoygreen], \n",
" asFigure=True,\n",
" shape = (2, 1)\n",
")\n",
"fig_heatpump"
]
},
{
"cell_type": "code",
"execution_count": 71,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n",
"# subplots=True, \n",
"# title=f'Hybrid case on {date}',\n",
"# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n",
"# legend=False,\n",
"# dimensions=(800, 600),\n",
"# colors=[recoydarkblue, recoygreen, recoyred],\n",
"# asFigure=True,\n",
"# shape=(3,1)\n",
"# )\n",
"# fig_optcase"
]
},
{
"cell_type": "code",
"execution_count": 72,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"# date = '2019-09-04'\n",
"\n",
"# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n",
"# subplots=True, \n",
"# title=f'Hybrid case on {date}',\n",
"# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n",
"# legend=False,\n",
"# dimensions=(800, 600),\n",
"# colors=[recoydarkblue, recoygreen, recoyred],\n",
"# asFigure=True,\n",
"# shape=(3,1)\n",
"# )\n",
"# fig_optcase2"
]
},
{
"cell_type": "code",
"execution_count": 73,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Heatpump only | \n",
" Heatpump + Storage | \n",
"
\n",
" \n",
" \n",
" \n",
" | Total net volume (MWh) | \n",
" -37,696 | \n",
" -38,172 | \n",
"
\n",
" \n",
" | Total exported to grid (MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Total consumed from grid (MWh) | \n",
" 37,696 | \n",
" 38,172 | \n",
"
\n",
" \n",
" | Total nominated volume (MWh) | \n",
" -37,696 | \n",
" -37,696 | \n",
"
\n",
" \n",
" | Absolute imbalance volume (MWh) | \n",
" - | \n",
" 689 | \n",
"
\n",
" \n",
" | Mean selling price (€/MWh) | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | Mean buying price (€/MWh) | \n",
" 41 | \n",
" 41 | \n",
"
\n",
" \n",
" | Total day-ahead result (€) | \n",
" -1,553,699 | \n",
" -1,553,699 | \n",
"
\n",
" \n",
" | Total POS result (€) | \n",
" - | \n",
" 8,521 | \n",
"
\n",
" \n",
" | Total NEG result (€) | \n",
" - | \n",
" -4,811 | \n",
"
\n",
" \n",
" | Total imbalance result (€) | \n",
" - | \n",
" 3,710 | \n",
"
\n",
" \n",
" | Total combined result (€) | \n",
" -1,553,699 | \n",
" -1,549,989 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Heatpump only Heatpump + Storage\n",
"Total net volume (MWh) -37,696 -38,172\n",
"Total exported to grid (MWh) - -\n",
"Total consumed from grid (MWh) 37,696 38,172\n",
"Total nominated volume (MWh) -37,696 -37,696\n",
"Absolute imbalance volume (MWh) - 689\n",
"Mean selling price (€/MWh) - -\n",
"Mean buying price (€/MWh) 41 41\n",
"Total day-ahead result (€) -1,553,699 -1,553,699\n",
"Total POS result (€) - 8,521\n",
"Total NEG result (€) - -4,811\n",
"Total imbalance result (€) - 3,710\n",
"Total combined result (€) -1,553,699 -1,549,989"
]
},
"execution_count": 73,
"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": 74,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"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": 75,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Year 0 | \n",
" Year 1 | \n",
" Year 2 | \n",
" Year 3 | \n",
" Year 4 | \n",
" Year 5 | \n",
" Year 6 | \n",
" Year 7 | \n",
" Year 8 | \n",
" Year 9 | \n",
" Year 10 | \n",
" Year 11 | \n",
" Year 12 | \n",
"
\n",
" \n",
" \n",
" \n",
" | CAPEX (€) | \n",
" -6,231,000 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Regular Earnings (€) | \n",
" | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
"
\n",
" \n",
" | Irregular Cashflows (€) | \n",
" | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
" 3,049,475 | \n",
"
\n",
" \n",
" | Depreciations (€) -/- | \n",
" | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
" -248,000 | \n",
"
\n",
" \n",
" | EBIT (€) | \n",
" | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
" 2,801,475 | \n",
"
\n",
" \n",
" | Income tax (Vpb.) (€) | \n",
" | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
" -687,119 | \n",
"
\n",
" \n",
" | NOPLAT (€) | \n",
" | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
" 2,114,356 | \n",
"
\n",
" \n",
" | Depreciations (€) +/+ | \n",
" | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
" 248,000 | \n",
"
\n",
" \n",
" | Free Cash Flow (€) | \n",
" -6,231,000 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
" 2,362,356 | \n",
"
\n",
" \n",
" | Simple Payback Period | \n",
" 2.6 years | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | IRR (%) | \n",
" 37% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | WACC (%) | \n",
" 10% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV of explicit period (€) | \n",
" 8,968,516 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Discounted residual value (€) | \n",
" 1,037,143 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV (€) | \n",
" 10,005,659 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Year 0 Year 1 Year 2 Year 3 \\\n",
"CAPEX (€) -6,231,000 \n",
"Regular Earnings (€) 3,049,475 3,049,475 3,049,475 \n",
"Irregular Cashflows (€) - - - \n",
"EBITDA (€) 3,049,475 3,049,475 3,049,475 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,475 2,801,475 2,801,475 \n",
"Income tax (Vpb.) (€) -687,119 -687,119 -687,119 \n",
"NOPLAT (€) 2,114,356 2,114,356 2,114,356 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 \n",
"Free Cash Flow (€) -6,231,000 2,362,356 2,362,356 2,362,356 \n",
"Simple Payback Period 2.6 years \n",
"IRR (%) 37% \n",
"WACC (%) 10% \n",
"NPV of explicit period (€) 8,968,516 \n",
"Discounted residual value (€) 1,037,143 \n",
"NPV (€) 10,005,659 \n",
"\n",
" Year 4 Year 5 Year 6 Year 7 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,475 2,801,475 2,801,475 2,801,475 \n",
"Income tax (Vpb.) (€) -687,119 -687,119 -687,119 -687,119 \n",
"NOPLAT (€) 2,114,356 2,114,356 2,114,356 2,114,356 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,362,356 2,362,356 2,362,356 2,362,356 \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 (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n",
"Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n",
"EBIT (€) 2,801,475 2,801,475 2,801,475 2,801,475 \n",
"Income tax (Vpb.) (€) -687,119 -687,119 -687,119 -687,119 \n",
"NOPLAT (€) 2,114,356 2,114,356 2,114,356 2,114,356 \n",
"Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n",
"Free Cash Flow (€) 2,362,356 2,362,356 2,362,356 2,362,356 \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 (€) 3,049,475 \n",
"Irregular Cashflows (€) - \n",
"EBITDA (€) 3,049,475 \n",
"Depreciations (€) -/- -248,000 \n",
"EBIT (€) 2,801,475 \n",
"Income tax (Vpb.) (€) -687,119 \n",
"NOPLAT (€) 2,114,356 \n",
"Depreciations (€) +/+ 248,000 \n",
"Free Cash Flow (€) 2,362,356 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) "
]
},
"execution_count": 75,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BusinessCaseReport(s.hpcase).show()"
]
},
{
"cell_type": "code",
"execution_count": 76,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" Year 0 | \n",
" Year 1 | \n",
" Year 2 | \n",
" Year 3 | \n",
" Year 4 | \n",
" Year 5 | \n",
" Year 6 | \n",
" Year 7 | \n",
" Year 8 | \n",
" Year 9 | \n",
" Year 10 | \n",
" Year 11 | \n",
" Year 12 | \n",
"
\n",
" \n",
" \n",
" \n",
" | CAPEX (€) | \n",
" -6,931,000 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Regular Earnings (€) | \n",
" | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
"
\n",
" \n",
" | Irregular Cashflows (€) | \n",
" | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
" - | \n",
"
\n",
" \n",
" | EBITDA (€) | \n",
" | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
" 3,037,723 | \n",
"
\n",
" \n",
" | Depreciations (€) -/- | \n",
" | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
" -276,000 | \n",
"
\n",
" \n",
" | EBIT (€) | \n",
" | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
" 2,761,723 | \n",
"
\n",
" \n",
" | Income tax (Vpb.) (€) | \n",
" | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
" -677,181 | \n",
"
\n",
" \n",
" | NOPLAT (€) | \n",
" | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
" 2,084,542 | \n",
"
\n",
" \n",
" | Depreciations (€) +/+ | \n",
" | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
" 276,000 | \n",
"
\n",
" \n",
" | Free Cash Flow (€) | \n",
" -6,931,000 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
" 2,360,542 | \n",
"
\n",
" \n",
" | Simple Payback Period | \n",
" 2.9 years | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | IRR (%) | \n",
" 33% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | WACC (%) | \n",
" 10% | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV of explicit period (€) | \n",
" 8,320,915 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | Discounted residual value (€) | \n",
" 1,153,125 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" | NPV (€) | \n",
" 9,474,040 | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" Year 0 Year 1 Year 2 Year 3 \\\n",
"CAPEX (€) -6,931,000 \n",
"Regular Earnings (€) 3,037,723 3,037,723 3,037,723 \n",
"Irregular Cashflows (€) - - - \n",
"EBITDA (€) 3,037,723 3,037,723 3,037,723 \n",
"Depreciations (€) -/- -276,000 -276,000 -276,000 \n",
"EBIT (€) 2,761,723 2,761,723 2,761,723 \n",
"Income tax (Vpb.) (€) -677,181 -677,181 -677,181 \n",
"NOPLAT (€) 2,084,542 2,084,542 2,084,542 \n",
"Depreciations (€) +/+ 276,000 276,000 276,000 \n",
"Free Cash Flow (€) -6,931,000 2,360,542 2,360,542 2,360,542 \n",
"Simple Payback Period 2.9 years \n",
"IRR (%) 33% \n",
"WACC (%) 10% \n",
"NPV of explicit period (€) 8,320,915 \n",
"Discounted residual value (€) 1,153,125 \n",
"NPV (€) 9,474,040 \n",
"\n",
" Year 4 Year 5 Year 6 Year 7 \\\n",
"CAPEX (€) \n",
"Regular Earnings (€) 3,037,723 3,037,723 3,037,723 3,037,723 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,037,723 3,037,723 3,037,723 3,037,723 \n",
"Depreciations (€) -/- -276,000 -276,000 -276,000 -276,000 \n",
"EBIT (€) 2,761,723 2,761,723 2,761,723 2,761,723 \n",
"Income tax (Vpb.) (€) -677,181 -677,181 -677,181 -677,181 \n",
"NOPLAT (€) 2,084,542 2,084,542 2,084,542 2,084,542 \n",
"Depreciations (€) +/+ 276,000 276,000 276,000 276,000 \n",
"Free Cash Flow (€) 2,360,542 2,360,542 2,360,542 2,360,542 \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 (€) 3,037,723 3,037,723 3,037,723 3,037,723 \n",
"Irregular Cashflows (€) - - - - \n",
"EBITDA (€) 3,037,723 3,037,723 3,037,723 3,037,723 \n",
"Depreciations (€) -/- -276,000 -276,000 -276,000 -276,000 \n",
"EBIT (€) 2,761,723 2,761,723 2,761,723 2,761,723 \n",
"Income tax (Vpb.) (€) -677,181 -677,181 -677,181 -677,181 \n",
"NOPLAT (€) 2,084,542 2,084,542 2,084,542 2,084,542 \n",
"Depreciations (€) +/+ 276,000 276,000 276,000 276,000 \n",
"Free Cash Flow (€) 2,360,542 2,360,542 2,360,542 2,360,542 \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 (€) 3,037,723 \n",
"Irregular Cashflows (€) - \n",
"EBITDA (€) 3,037,723 \n",
"Depreciations (€) -/- -276,000 \n",
"EBIT (€) 2,761,723 \n",
"Income tax (Vpb.) (€) -677,181 \n",
"NOPLAT (€) 2,084,542 \n",
"Depreciations (€) +/+ 276,000 \n",
"Free Cash Flow (€) 2,360,542 \n",
"Simple Payback Period \n",
"IRR (%) \n",
"WACC (%) \n",
"NPV of explicit period (€) \n",
"Discounted residual value (€) \n",
"NPV (€) "
]
},
"execution_count": 76,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"BusinessCaseReport(s.storage_case).show()"
]
},
{
"cell_type": "code",
"execution_count": 77,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
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22.38,
21.9,
22.28,
22.28,
22.28,
20.73,
21.68,
21.52,
21.2,
21.6,
21.6,
21.6,
21.25,
21.5,
21.55,
22.67,
22.45,
22.45,
22.45,
21.7,
21.82,
22.15,
21.09,
20.78,
20.78,
20.78,
20.6,
20.55,
20.35,
19.8,
19.35,
19.35,
19.35,
19.4,
19.1,
18.73,
18.8,
18.13,
18.13,
18.13,
18.05,
17.89,
17.93,
17.83,
17.88,
17.88,
17.88,
17.35,
17.68,
18.13,
17.68,
17.23,
17.23,
17.23,
16.95,
17.05,
17.8,
17.75,
17.18,
17.18,
17.18,
17.49,
17.22,
16.93,
16.83,
16.88,
16.88,
16.88,
16.95,
16.57,
15.825,
15.65,
15.1,
15.1,
15.1,
15.1,
15.13,
15.2,
14.63,
14.27,
14.27,
14.27,
14.15,
14.5,
15.1,
14.425,
14.575,
14.575,
14.575,
14.18,
13.75,
14.25,
14.92,
16.6,
16.6,
16.6,
16.65,
16.725,
16.125,
16.25,
16.1,
16.1,
16.1,
15.2,
15.05,
15.175,
14.55,
14.55,
14.55,
14.55,
14.55,
14.58,
14.425,
14.575,
14.625,
14.625,
14.625,
14.55,
14.375,
14.18,
14.43,
14.6,
14.6,
14.6,
14.725,
14.225,
14.425,
14.6,
14.075,
14.075,
14.075,
13.9,
13.8,
14,
13.475,
12.9,
12.9,
12.9,
12.95,
12.725,
12.725,
12.48,
12.280000000000001,
12.280000000000001,
12.280000000000001,
12.219999999999999,
12.55,
12.1,
11.25,
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9.5,
9.5,
10.15,
10.95,
10.93,
10.3,
10.75,
10.75,
10.75,
11.58,
11,
11.05,
11.4,
11.05,
11.05,
11.05,
11.45,
11.05,
10.2,
9.9,
10.3,
10.3,
10.3,
10,
9.35,
9.3,
9.15,
9.38,
9.38,
9.38,
10.05,
10.175,
10.3,
10.3,
11.1,
11.1,
11.1,
11.8,
11.85,
12.1,
13,
12.8,
12.8,
12.8,
12.9,
11.4,
11.05,
10.77,
10.7,
10.7,
10.7,
10.2,
10.725,
10.25,
10.125,
10,
10,
10,
9.625,
9.675,
10.175,
11.3,
11.2,
11.2,
11.2,
10.3,
9.425,
9.675,
9.825,
10.925,
10.925,
10.925,
10.38,
10.75,
9.8,
9.55,
9.5,
9.5,
9.5,
9.55,
9.95,
10.02,
10.15,
9.6,
9.6,
9.6,
9.45,
10.05,
10.075,
10.2,
9.4,
9.4,
9.4,
7.72,
7.65,
7.53,
7.8,
8.95,
8.95,
8.95,
9.175,
10.05,
10.5,
10.9,
11.4,
11.4,
11.4,
11.32,
9.7,
9.2,
9.05,
9.5,
9.5,
9.5,
9.7,
10.65,
10.5,
10.2,
10.1,
10.1,
10.1,
9.23,
10.3,
10,
11.9,
11.82,
11.82,
11.82,
10.6,
9.75,
8.25,
8.45,
8.7,
8.7,
8.7,
10.525,
11.43,
10.8,
10.275,
10.23,
10.23,
10.23,
10.35,
10.3,
10.55,
10.225,
10.9,
10.9,
10.9,
11.2,
10.65,
10.15,
9.65,
10.575,
10.575,
10.575,
12.25,
13.988000000000001,
13.25,
13.65,
15.05,
15.05,
15.05,
14.45,
14.775,
14.8,
14.675,
15.25,
15.25,
15.25,
14.84,
14.975,
15.5,
15.525,
15.6,
15.6,
15.6,
16.27,
15.85,
15.82,
15.65,
15.6,
15.6,
15.6,
15.4,
15.15,
14.780000000000001,
14.312,
13.738000000000001,
13.738000000000001,
13.738000000000001,
13.562,
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13.388000000000002,
13.42,
12.85,
12.85,
12.85,
12.688,
12.788,
12.6,
13.038,
12.58,
12.58,
12.58,
11.162,
11.162,
11.162,
11.162,
12.238000000000001,
12.238000000000001,
12.238000000000001,
12.25,
11.738000000000001
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""
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},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"#price chart\n",
"from copy import deepcopy\n",
"\n",
"data = deepcopy(s.baseline.data)\n",
"data = data[data.columns[:2]]\n",
"data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n",
"data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n",
"\n",
"data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)"
]
},
{
"cell_type": "code",
"execution_count": 78,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"# #price chart\n",
"# from copy import deepcopy\n",
"\n",
"# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n",
"\n",
"# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n",
"# _total_output = _source_output.sum(axis=1)\n",
"# _data = _source_output.divide(_total_output, axis=0).rename(\n",
"# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n",
"# ) * 100\n",
"\n",
"# production_fig = _data.iplot(\n",
"# kind='bar',\n",
"# barmode='stack',\n",
"# colors=[recoydarkblue, recoygreen],\n",
"# title='Hybrid case: Heat production per Month by Source in % share',\n",
"# yTitle='Share of production in %',\n",
"# dimensions=(600, 400),\n",
"# asFigure=True\n",
"# )\n",
"\n",
"# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n",
"# production_fig"
]
},
{
"cell_type": "code",
"execution_count": 79,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"report = ComparisonReport(s.cases, kind='capex').report\n",
"report = report[report.index.str.contains('CAPEX')].T\n",
"capex_fig = report.iplot(\n",
" kind='bar', \n",
" barmode='relative',\n",
" colors=recoycolors,\n",
" title='CAPEX by Casestudy',\n",
" yTitle='CAPEX in €',\n",
" dimensions=(600, 400),\n",
" asFigure=True,\n",
")\n",
"\n",
"capex_fig = capex_fig.update_layout(legend_traceorder=\"reversed\")\n",
"capex_fig"
]
},
{
"cell_type": "code",
"execution_count": 80,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"marker": {
"color": "rgba(14, 41, 59, 0.6)",
"line": {
"color": "rgba(14, 41, 59, 1.0)",
"width": 1
}
},
"name": "Gasboiler OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
0,
0
]
},
{
"marker": {
"color": "rgba(31, 131, 118, 0.6)",
"line": {
"color": "rgba(31, 131, 118, 1.0)",
"width": 1
}
},
"name": "Gas consumption costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-3089621.67,
0,
0
]
},
{
"marker": {
"color": "rgba(221, 67, 59, 0.6)",
"line": {
"color": "rgba(221, 67, 59, 1.0)",
"width": 1
}
},
"name": "CO2 emission costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-1095003.83,
0,
0
]
},
{
"marker": {
"color": "rgba(243, 210, 104, 0.6)",
"line": {
"color": "rgba(243, 210, 104, 1.0)",
"width": 1
}
},
"name": "Gas taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-790304.76,
0,
0
]
},
{
"marker": {
"color": "rgba(70, 165, 121, 0.6)",
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"width": 1
}
},
"name": "Heatpump VDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-46600,
-46600
]
},
{
"marker": {
"color": "rgba(109, 82, 107, 0.6)",
"line": {
"color": "rgba(109, 82, 107, 1.0)",
"width": 1
}
},
"name": "Heatpump NDG OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-15400,
-15400
]
},
{
"marker": {
"color": "rgba(242, 165, 65, 0.6)",
"line": {
"color": "rgba(242, 165, 65, 1.0)",
"width": 1
}
},
"name": "Result on electricity market (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-1553698.9,
-1549989.25
]
},
{
"marker": {
"color": "rgba(20, 85, 97, 0.6)",
"line": {
"color": "rgba(20, 85, 97, 1.0)",
"width": 1
}
},
"name": "Electricity taxes (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-35811.42,
-36263.19
]
},
{
"marker": {
"color": "rgba(42, 42, 42, 0.6)",
"line": {
"color": "rgba(42, 42, 42, 1.0)",
"width": 1
}
},
"name": "Grid transport costs (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
-273944.92,
-274955.03
]
},
{
"marker": {
"color": "rgba(42, 42, 42, 0.6)",
"line": {
"color": "rgba(42, 42, 42, 0.8999999999999999)",
"width": 1
}
},
"name": "HotWaterStorage OPEX (€)",
"orientation": "v",
"text": "",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
0,
0,
-14000
]
},
{
"line": {
"color": "#2a2a2a"
},
"marker": {
"color": "#2a2a2a",
"line": {
"color": "#2a2a2a",
"width": 3
},
"size": 20,
"symbol": "line-ew"
},
"mode": "markers",
"name": "EBITDA (€)",
"type": "scatter",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-4974930.26,
-1925455.2399999998,
-1937207.47
]
}
],
"layout": {
"barmode": "relative",
"height": 600,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n",
"\n",
"fig = cashflow_report.report.T.iplot(\n",
" kind='bar',\n",
" barmode='relative',\n",
" colors=recoycolors,\n",
" title='OPEX breakdown',\n",
" asFigure=True,\n",
" yTitle='€',\n",
" dimensions=(800, 600)\n",
")\n",
"\n",
"ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n",
"scat = go.Scatter(\n",
" mode='markers',\n",
" y=ebitda_report.report.loc['EBITDA (€)', :].values, \n",
" x=ebitda_report.report.columns, \n",
" line=go.scatter.Line(color=recoydarkgrey),\n",
" marker=dict(\n",
" color=recoydarkgrey,\n",
" size=20,\n",
" line=dict(\n",
" color=recoydarkgrey,\n",
" width=3\n",
" ),\n",
" symbol='line-ew'\n",
" ),\n",
" name='EBITDA (€)'\n",
")\n",
"fig.add_trace(scat)\n",
"fig"
]
},
{
"cell_type": "code",
"execution_count": 81,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"marker": {
"color": "rgba(70, 165, 121, 0.6)",
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"width": 1
}
},
"name": "EBITDA",
"orientation": "v",
"text": [
-4.97493026,
-1.9254552399999998,
-1.93720747
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Baseline",
"Heatpump only",
"Heatpump + Storage"
],
"y": [
-4974930.26,
-1925455.2399999998,
-1937207.47
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
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QIEBhVhASU0QAAQQQQAABBBBAAAEEEChfgMJcvjlHRAABBBBAAAEEEEAAAQQQUCBAYVYQElNEAAEEEEAAAQQQQAABBBAoX4DCXL45R0QAAQQQQAABBBBAAAEEEFAgQGFWEBJTRAABBBBAAAEEEEAAAQQQKF+Awly+OUdEAAEEEEAAAQQQQAABBBBQIEBhVhASU0QAAQQQQAABBBBAAAEEEChfgMJcvjlHRAABBBBAAAEEEEAAAQQQUCBAYVYQElNEAAEEEEAAAQQQQAABBBAoX4DCXL45R0QAAQQQQAABBBBAAAEEEFAgQGFWEBJTRAABBBBAAAEEEEAAAQQQKF+Awly+OUdEAAEEEEAAAQQQQAABBBBQIEBhVhASU0QAAQQQQAABBBBAAAEEEChfgMJcvjlHRAABBBBAAAEEEEAAAQQQUCBAYVYQElNEAAEEEEAAAQQQQAABBBAoX4DCbGG+dNlDsvjOJdGWhx4yQS48f5Z0dnRY7MkmCCCAAAIIIIAAAggggAACWgUozA2SW/n8C7L4riVyxWUXy4jhw2TR4rujPWbOOENr5swbAQQQQAABBBBAAAEEEEDAQoDC3ADJFOSurjEyfdrx0ZbpAm1hzCYIIIAAAggggAACCCCAAAIKBSjMdULr6e2VufMXyiGfnNBXmF9ZvUZuunWRXHTeTBm371iFkTNlBBBAAAEEEEAAAQQQQAABGwEKs0VhPvmkE2TSxIOjLdOFed3vNtk4sw0CCCCAAAIIIIAAAgggULrAqA8NLf2YPh2QwmxRmOtdYS6rMP/rmmfl8TdWyYBa8zV/sVMk2iD5n62crfEYreyrcZ88ZrXcQzPUmHtqzr/tWS9XHXm2jBzs1z8q337mf8oA8zuBHwQQcCKwc4DINw//Cydjt2vQd97dJFc89T35cOeIxlOo6r+Drv8dLmJ8F88/GifGFhUQMP8sHzNmgnx27GGlzIbCnI+ZwtzAryrvYf6Xl34uy1/9v3LgyI/mS5y9SxHYuXOnvLttu3Tsvlspx+Mg+QUef22VzD3xPNmrc1j+wSo0wiXLb5NRnSNkZKdfLwRUiLjQqWzbvj0ab7dBgwodl8HcCLzTs0nW9ayXG6ae6+YAbRr17Z6NcuGDt8oxH53Qphlw2GYFet/bJoN3GyQDBtS8tNLskGzvUOA/33lNpu73B/JHBxzl8CgMXZQAhbmBZFU+JZvCXNQpX844FOZynIs8CoW5SE3GalWAwtyqXHv2ozC3x52j7ipAYdZ1VlCYdeVFYbbIqwrfw0xhtgiqQptQmCsUhuVUKMyWUGzmVIDC7JS38MEpzIWTMmCLAhTmFuHatBuFuU3wLR6WwtwiXNm7UZjLFs93PApzPr927E1hboc6x0wLUJh1nRMUZl15+TxbCrOudCnMuvKiMCvJi8KsJKgPpklh1pWXmS2FWV9mPs6YwqwrVQqzrrx8ni2FWVe6FGZdeVGYleRFYVYSFIVZV1CJ2VKY1Ubn1cQpzLripDDrysvn2VKYdaVLYdaVF4VZSV4UZiVBUZh1BUVhVpuXrxOnMOtKlsKsKy+fZ0th1pUuhVlXXhRmJXlRmJUERWHWFRSFWW1evk6cwqwrWQqzrrx8ni2FWVe6FGZdeVGYleRFYVYSFIVZV1AUZrV5+TpxCrOuZCnMuvLyebYUZl3pUph15UVhVpIXhVlJUBRmXUFRmNXm5evEKcy6kqUw68rL59lSmHWlS2HWlReFWUleFGYlQVGYdQVFYVabl68TpzDrSpbCrCsvn2dLYdaVLoVZV14UZiV5UZiVBEVh1hUUhVltXr5OnMKsK1kKs668fJ4thVlXuhRmXXlRmJXkRWFWEhSFWVdQFGa1efk6cQqzrmQpzLry8nm2FGZd6VKYdeVFYVaSF4VZSVAUZl1BUZjV5uXrxCnMupKlMOvKy+fZUph1pUth1pUXhVlJXhRmJUFRmHUFRWFWm5evE6cw60qWwqwrL59nS2HWlS6FWVdeFGYleVGYlQRFYdYVFIVZbV6+TpzCrCtZCrOuvHyeLYVZV7oUZl15UZiV5EVhVhIUhVlXUBRmtXn5OnEKs65kKcy68vJ5thRmXelSmHXlRWFWkheFWUlQFGZdQVGY1ebl68QpzLqSpTDrysvn2VKYdaVLYdaVF4VZSV4UZiVBUZh1BUVhVpuXrxOnMOtKlsKsKy+fZ0th1pUuhVlXXhRmJXlRmJUERWHWFRSFWW1evk6cwqwrWQqzrrx8ni2FWVe6FGZdeVGYleRFYVYSFIVZV1AUZrV5+TpxCrOuZCnMuvLyebYUZl3pUph15UVhVpIXhVlJUBRmXUFRmNXm5evEKcy6kqUw68rL59lSmHWlS2HWlReFWUleFGYlQVGYdQVFYVabl68TpzDrSpbCrCsvn2dLYdaVLoVZV14UZiV5UZiVBEVh1hUUhVltXr5OnMKsK1kKs668fJ4thVlXuhRmXXlRmJXkRWFWEhSFWVdQFGa1efk6cQqzrmQpzLry8nm2FGZd6VKYdeVFYVaSF4VZSVAUZl1BUZjV5uXrxCnMupKlMOvKy+fZUph1pUth1pUXhVlJXhRmJUFRmHUFRWFWm5evE6cw60qWwqwrL59nS2HWlS6FWVdeFGYleVGYlQRFYdYVFIVZbV6+TpzCrCtZCrOuvHyeLYVZV7oUZl15UZiV5EVhVhIUhVlXUBRmtXn5OnEKs65kKcy68vJ5thRmXelSmHXlRWFWkheFWUlQFGZdQVGY1ebl68QpzLqSpTDrysvn2VKYdaVLYdaVF4VZSV4UZiVBUZh1BUVhVpuXrxOnMOtKlsKsKy+fZ0th1pUuhVlXXsEX5ldWr5FFi++WS+acKyOGD4vS6+ntlbnzF8radevkissu7vvz9Rs2ylXX3hhtk/zzMiKnMJehXNwxdu7cKe9u2y4du+9W3KCM5FTg8ddWydwTz5O9Ot//PeDLzyXLb5NRnSNkZOdQX5bk9ToozLripTDrysvn2VKYdaVLYdaVV7CFOS6/3d1rpatrdL8CHBfmTZu3yDFTJsv0acdHqS5d9pA8/uQK2bx1C4VZ13le+mwpzKWT5z4ghTk3IQMUIEBhLgCxxCEozCVic6i6AhRmXScIhVlXXsEW5jimeleYp0w+TJ5c8azMnnVWtPmChXeI+bP7lj5AYdZ1npc+Wwpz6eS5D0hhzk3IAAUIUJgLQCxxCApzidgcisLs0TlAYdYVJoW5zi3ZJ590gnS/vjZKtGuf0dF/N/+5+K4lFGZd53nps6Uwl06e+4AU5tyEDFCAAIW5AMQSh6Awl4jNoSjMHp0DFGZdYVKYGxTm8fuNlRvm3SZD9twjutL88qtr+hXmjZt7S0n8gVeflke7n5P9h3eVcjwOkk9gp+yUHTt2yqCBA/MNxN6lCTz1xgvy95+aJR/q8Os9zH/75O2yV8dwGdExpDRLDtS6gHmxzfwMGDCg9UHYszSB9b2b5e3eDfKtKeeUdswyDvS73o3y3x9bKEeOObiMw3GMAgS279ghAwcOEPN//FRf4NcbuuXYrkPkpP2OKGWyw4Z0lHIcXw/iXWE2t1hffd082bhp0y6Zpd+rbDaod0u2ucI8aeLB0YeCdXWNid7LvPL5F/oV5t533yvl3Fj6mxXy8Jrn5ICRFOZSwHMexDzp3b59h+y226CcI7F7WQJPvv4ruf4zf+VdYf7Gvy2SvTqHy8gOPvSrrHMpz3HMk17zw4tteRTL2/ed3k3yds8GuebTM8s7aAlHMoX50oe/K1P2+f0SjsYhihDYtm27DBo0kBfbisAsYYyX3umWz4w9RKb/3uQSjibSMXj3Uo7j60G8K8zNBmVTmJNjpgtzs8drdXs+JbtVufbsxy3Z7XHPc1Ruyc6jx75FCXBLdlGS5YzDLdnlOHOUxgJ86FdjoyptwS3ZVUqj8VwozA1uyTZXmCnMjU8ktugvQGHWd0ZQmPVl5uOMKcy6UqUw68rL59lSmHWlS2HWlVewhTn5tVJxZNOmHiczZ5zR9z3M8S3ZFGZdJ3UVZkthrkIKzc2BwtycF1u7EaAwu3F1NSqF2ZUs4zYrQGFuVqy921OY2+vf7NGDLczNQrV7e27JbncCzR2fwtycVxW2pjBXIQXmQGHWdQ5QmHXl5fNsKcy60qUw68qLwqwkLwqzkqA+mCaFWVdeZrYUZn2Z+ThjCrOuVCnMuvLyebYUZl3pUph15UVhVpIXhVlJUBRmXUElZkthVhudVxOnMOuKk8KsKy+fZ0th1pUuhVlXXhRmJXlRmJUERWHWFRSFWW1evk6cwqwrWQqzrrx8ni2FWVe6FGZdeVGYleRFYVYSFIVZV1AUZrV5+TpxCrOuZCnMuvLyebYUZl3pUph15UVhVpIXhVlJUBRmXUFRmNXm5evEKcy6kqUw68rL59lSmHWlS2HWlReFWUleFGYlQVGYdQVFYVabl68TpzDrSpbCrCsvn2dLYdaVLoVZV14UZiV5UZiVBEVh1hUUhVltXr5OnMKsK1kKs668fJ4thVlXuhRmXXlRmJXkRWFWEhSFWVdQFGa1efk6cQqzrmQpzLry8nm2FGZd6VKYdeVFYVaSF4VZSVAUZl1BUZjV5uXrxCnMupKlMOvKy+fZUph1pUth1pUXhVlJXhRmJUFRmHUFRWFWm5evE6cw60qWwqwrL59nS2HWlS6FWVdeFGYleVGYlQRFYdYVFIVZbV6+TpzCrCtZCrOuvHyeLYVZV7oUZl15UZiV5EVhVhIUhVlXUBRmtXn5OnEKs65kKcy68vJ5thRmXelSmHXlRWFWkheFWUlQFGZdQVGY1ebl68QpzLqSpTDrysvn2VKYdaVLYdaVF4VZSV4UZiVBUZh1BUVhVpuXrxOnMOtKlsKsKy+fZ0th1pUuhVlXXhRmJXlRmJUERWHWFRSFWW1evk6cwqwrWQqzrrx8ni2FWVe6FGZdeVGYleRFYVYSFIVZV1AUZrV5+TpxCrOuZCnMuvLyebYUZl3pUph15UVhVpIXhVlJUBRmXUFRmNXm5evEKcy6kqUw68rL59lSmHWlS2HWlReFWUleFGYlQVGYdQVFYVabl68TpzDrSpbCrCsvn2dLYdaVLoVZV14UZiV5UZiVBEVh1hUUhVltXr5OnMKsK1kKs668fJ4thVlXuhRmXXlRmJXkRWFWEhSFWVdQFGa1efk6cQqzrmQpzLry8nm2FGZd6VKYdeVFYVaSF4VZSVAUZl1BUZjV5uXrxCnMupKlMOvKy+fZUph1pUth1pUXhVlJXhRmJUFRmHUFRWFWm5evE6cw60qWwqwrL59nS2HWlS6FWVdeFGYleVGYlQRFYdYVFIVZbV6+TpzCrCtZCrOuvHyeLYVZV7oUZl15UZiV5EVhVhIUhVlXUBRmtXn5OnEKs65kKcy68vJ5thRmXelSmHXlRWFWkheFWUlQFGZdQVGY1ebl68QpzLqSpTDrysvn2VKYdaVLYdaVF4VZSV4UZiVBUZh1BUVhVpuXrxOnMOtKlsKsKy+fZ0th1pUuhVlXXhRmJXlRmJUERWHWFRSFWW1evk6cwqwrWQqzrrx8ni2FWVe6FGZdeRVSmBctvlvWvfWWXHj+LOns6Ogn0NPbK3PnL5RRe+8tM2ecURmdlc+/INdcf3PffA49ZELf/OM5r123Tq647GIZMXxYtN36DRvlqmtvjP578s/LWBSFuQzl4o6xc+dOeXfbdunYfbfiBmUkpwKPv7ZK5p54nuzV+f7j3ZefS5bfJqM6R8jIzqG+LMnrdVCYdcVLYdaVl8+zpTDrSpfCrCuv3IU5LpEzvnSaTJp4cObqTTldfNeS0ktmvSiWLntIuvYZHc05Xerj/71p8xY5ZspkmT7t+Ggos8/jT66QzVu3lL4WCrOuBxaFWVdeZrY+F+YB+uIIdsbbd+yM1j5oIKlpOQlMYjdMPVfLdK3m+XbPRrnwwVvl8NEfs9qejdov0LttmwweNEgGDOB3R/vTaDyD1Zt+K1P3+wP5owOOarwxW7TDuo4NAAAgAElEQVRdoJDCfMO826Krx+P2HZu5oFdWrxFzFfqSOef2Xa1t+8pTEzBl+LlfroquMpsfc1V8yuTD5MkVz8rsWWdFf7Zg4R3Rn9239AEKc9UCrNh8KMwVC8RiOr4W5nv/32MWq2eTqgi8+962aCqDuTulKpFYzeOUj3/KajstG5nC/NWfLdAyXeYpIuZ5B2VZ16nwxYOOozAriayQwmxuU46vMCev3MYGVbzCnM7HFHrzY4p/fIX55JNOkO7X10Z/bq5Gm/9u/rMdV8u5wqzkEfXBNCnMuvIys/W1MOtLIuwZb97aGwEM2aP/25vCVmH1CCDQSOB3G7bI8CGdMmjQwEab8vcIINCkQO7CbI6XLJtxYY7nYW55Tv59k/MrZfN0oU8W5vH7jRVzBX3InntEV5pffnVNv8L8zoatpcxx2eqn5d9ef172H75PKcfjIPkEzC16pjQP5NaofJAl7v3U2n+Xv5syU0Z28F7fEtk5VEpgx44d0Z8MHMiTXk4OBBCwF9i+fYcMHDRAzP/xg0BaYOTwPUDJIVBIYY4LppnHxw88QPbff1w0pZ6eHnnokccl/eFZOebbcFdz+/fV182TjZs27bJtV9foXW6lNmX5lgW3y+Vfn9N3S3myMMeFv6trTPRe5nS5jj+gpeHEcm7w418/JQ+tXikHjOzKORK7lyKwU+S97dtl990GlXI4DpJf4InuX8mNU2d796Ff+WUYoUyBrb3vRYfbo2P3Mg/LsRBAQLnAhs09MrSzIyrN/CCQFthtEM9H85wVhRTmeALmSvKy5Y/0m8+0qcdV6tOxk5PLKstR0f/gk73NLdnpDzJr1+3l3JKd5zQvf19uyS7fPO8RuSU7ryD7FyHALdlFKDIGAuEJcEt2eJmz4vIECi3MZtpZt2SXtxz7I9UrvhRme0e2zBagMOs7MyjM+jLzccYUZh9TZU0IuBegMLs35gjhChRemLVQZl0NHzZ0aHRr9uiPfDj6lGyuMGtJs3rzpDBXL5NGM6IwNxLi75sRuP+nj8kr3WvlgnNOrbvbOxs2ylf/dr48/+Kvo+3+5vwz5Q8/OyX60K9nfvmizP6bG+SbF82QL3zuvz6F2Yz97ZsW7/Ln6QPF+8d/nh6nmfWwLQIIuBcwvw+uvP52uWjWF2X8fvU/syb+PWBmNfGg/eWKr31Z9h0zKvrQr/jvFvzDJXL4Jw/qm/jNt98jdyz5iaT/PLmynp535ep5d8hPlz8V/bEZ+zvfOl9GDh/mHoAjIFBRgWALc0XzqDktbsnWlRiFWVdeZrYUZn2ZVXHGyZJ61mkn1y3M8RPTIycdHBXil199Xb5y+U3yjTl/IZ86YmJUmG9edI+MHD5Errz0nOgJa/yE+p0Nm+XU6cf1K9JJD/OEeeFd/0fmffvCvifeDz76jBw4rqvhE/EqujInBHwWSJbUfT6yV7/Hbda6ze+GWxbd21dkTRFe3f2mXHnR2bLnkM6oMN+z9BE5+MBxcuGsP5XOzsHR75cbv7tEXl79ulxx6Tn9inR8jPgFvMMmfbzvd5f5s58+9LSc/oWpPkfA2hCoK0BhVnKCUJiVBPXBNCnMuvKiMOvLq+oztrnCnH7Sa9Z04z/9IFraxX/5xagw37v00egKz56dHVE5NuNu6emNrkjHRTtt0cxVqqo7Mj8EQhKweeymX2gzPqYMX/6P/yxXXXK2HDD+o9HvCXOHi/k55ogJUTk2pdoU6Dt/uEy+MvOUzMJs83srpDxYKwKxAIVZyblAYVYSFIVZV1CJ2XKFWW10lZy4zRPPrML8g395WJ795b/LFV89R1b9x2+iwvyVs0+VW753T/SfP/jRQ/LFzx8f/e+swpy+ndLgNLrSXUlAJoVAgAKtFmaz3wX/42aZM+tUmTzpE32F+Y8/e7R8//7lMuO0k/t+d3zj77+bWZjTb+GwudIdYEQsOVABCrOS4CnMSoKiMOsKisKsNq+qT9ymMMe3Pyav9mQV5svnnCUPPLxCHnz0aTnx2CPkpM9Mjt5jWOsKc3xl2uxnbsXkBwEEdAjYFGazEvP75amVL0j8GK9VmM1nKJgry//x0mqZcfrJcsC4rugzE7KuMMcvtp0y/djMq886BJklAm4ECi3M6zdslKuuvVG6P7gNJDnlrO9AdrMkP0elMOvKlVuydeVlZssVZn2ZtXPG8YfnmDlkfSiOTWE2+6av6pg/+7NTp/W7Jds8KX7jzbfkpoU/iN7L3Dm4o2Zh5gN72nlWcGwE6gukH5+fm3pkX+k1e9oW5qw7SUaP+pDM/facfrdkm8KcfAGt593emoWZDwnk7EWgtkChhdl88rT5mTnjDMwLFqAwFwzqeDgKs2NgB8NTmB2gBjykbWFOE5n3MB916MF9H/plbslOXynOeg9jchzbJ90Bx8PSEaikQKuPXfMe5jt++IBc+len933oV9an9Gfd1ZKEaPX3ViUxmRQCBQoUVpjN1eUb5t0WleVx+44tcIoMZQQozLrOAwqzrrzMbCnM+jKr8oyznnjGT1bNLY/Jr4mK12H2eeLZ5+Vrf32m7DVyaL8rQ8lbqxsVZjMen5Jd5bODuSGQLVCrMJtCPOebczM/3Tr+vXL2n/2hfPqIiX1fK9VKYeZTsjkzEcgWoDArOTMozEqC+mCaFGZdeVGY9eVV1Rln3WIdf+dpVmFOfpeq+XCuL5/x+Whp8fcwt3KFObbhFsuqniXMC4H+Alm3WCdv104X5uT3t8cfzjVi5AgZPqQzV2E2s+JtHZydCOwqUFhhNkObW7K7usbI9GnHY12wAIW5YFDHw1GYHQM7GJ4rzA5QGbJpgc1be/sKc9M7swMCCAQr8LsNW/oKc7AILBwBRwKFFuZXVq+R+3/0gPzlOWdKZ0eHoymHOSyFWVfuFGZdeZnZUpj1ZebjjCnMPqbKmhBwL0Bhdm/MEcIVKKww1/uEbMPLp2TnO8kozPn8yt6bwly2eP7jUZjzGzJCfgEKc35DRkAgRAEKc4ips+ayBAorzGVNONTjUJh1JU9h1pUXV5j15eXrjCnMvibLuhBwK0BhduvL6GELUJiV5E9hVhLUB9OkMOvKi8KsLy9fZ0xh9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gkrMlluy1Ubn1cQpzF7FyWIQKE2AwlwaNQcKUCB3YY7fu/wn00+S+5Y+IN3dazMZeQ9zvrOLwpzPr+y9ucJctnj+41GY8xsyQn4BCnN+Q0ZAIEQBCnOIqbPmsgRyF+ayJhr6cSjMus4ACrOuvMxsKcz6MvNxxhRmH1NlTQi4F6AwuzfmCOEKUJiVZE9hVhLUB9OkMOvKi8KsLy9fZ0xh9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gkrMlivMaqPzauIUZq/iZDEIlCZAYS6NmgMFKEBhVhI6hVlJUBRmXUFRmNXm5evEKcy+Jsu6EHArQGF268voYQtQmJXkT2FWEhSFWVdQFGa1efk6cQqzr8myLgTcClCY3foyetgCFGYl+VOYlQRFYdYVFIVZbV6+TpzC7GuyrAsBtwIUZre+jB62gPPCHH/tlGG+4rKLZcTwYWGLt7h6CnOLcG3ajQ/9ahN8jsPyHuYceOxamACFuTBKBkIgKAEKc1Bxs9iSBZwV5pXPvyDXXH9ztJxhQ4fK5V+fI+P2HVvy8vw5HIVZV5YUZl15mdlSmPVl5uOMKcw+psqaEHAvQGF2b8wRwhUovDAvWny3LFv+SJ/oNy69QCZNPDhc4YJWTmEuCLKkYSjMJUEXeBgKc4GYDNWyAIW5ZTp2RCBoAQpz0PGzeMcChRTm+Lbr7u610XRNSR6/31i56tobZcaXTqMwFxAihbkAxBKHoDCXiF3QoSjMBUEyTC4BCnMuPnZGIFgBCnOw0bPwEgRyF+Za71GO/5zCXEyKFOZiHMsahcJclnRxx6EwF2fJSK0LUJhbt2NPBEIWoDCHnD5rdy1QWGEePWqUXHj+LOns6IjmTGEuNjoKc7GerkejMLsWLn58CnPxpozYvACFuXkz9kAAAREKM2cBAu4EchfmZDk2t2THH/A1csQIbskuMDcKc4GYJQxFYS4BueBDUJgLBmW4lgQozC2xsRMCwQtQmIM/BQBwKFBIYU7OT8uHfr2yeo1cfd082bhpUzT9Qw+Z0HeFvKe3V+bOXyhr163r91VY7fyKLAqzw0eBg6EpzA5QHQ9JYXYMzPBWAhRmKyY2QgCBlACFmVMCAXcChRfmeKrJr5VKllF3S2lu5KXLHpKufUb3fSCZKfrmZ+aMMyQuzJs2b5FjpkyW6dOOj/7O7PP4kytk89YtpX+nNIW5uXzbvTWFud0JNH98CnPzZuxRvACFuXhTRkQgBAEKcwgps8Z2CTgrzPGC2nlVthlUU4af++Wq6Cqz+TFXmKdMPkyeXPGszJ51VvRnCxbeEf3ZfUsfoDA3gxvgthRmfaFTmPVl5uOMKcw+psqaEHAvQGF2b8wRwhVwXpg10MZXlEftvXe/K8wnn3SCdL/+/ldlmavR5r+b/1x81xIKs4Zg2zhHCnMb8Vs8NIW5RTh2K1SAwlwoJ4MhEIwAhTmYqFloGwQKLczJ27DNWuIPABu379g2LM3ukPF7rrPew2wKs/k+6Rvm3SZD9twjutL88qtr+hXmt97ZbHegnFv965pn5LE3Vsn4YWNyjsTuCCCQJfD0my/Kt446R0YOHgoQAu0T2Lnz/WMPGNC+OXBkBBDQJxD97hgQ/T8/CKQF9h45BJQcAoUVZlM8V734YuaHZE046KDoym0ZP+kP80oes6trdM0rw1m3ZJvCPGniwWLW1tU1Jnovs3lRIHmF2VxJLOPnRy/9XH62eqV8bGRXGYfjGDkFduzcKe9t2yEduw/KORK7lyXw2Gu/krmf/WvZq3NYWYfkOAjsIrC5593oz4Z0DkYHAQQQsBb43catMnxIhwwaONB6HzYMR2AAL8LmCruQwpwukckZafk+ZlO0TTG+ZM650tExOHoPc1yYk+upt9ZcSTTYmQ/9cqlb/Njckl28qesRuSXbtTDj2whwS7aNEtsggEBagFuyOScQcCdQSGFOXoHNmqq5etvd/UZpV5ltuO5ccq98+ujJEt8ubtaw7q23+n3oF4XZRpJtsgQozPrOCwqzvsx8nDGF2cdUWRMC7gUozO6NOUK4ArkLc/yBWVnlMmY1V2V/8sDP+r7nuArc6fdb13oPs7klO/nDFeYqpFf9OVCYq59ReoYUZn2Z+ThjCrOPqbImBNwLUJjdG3OEcAVyF2Zzy7X5UCzzHuVaH+6VvN15xHDeH9jK6cYt2a2otW8fCnP77Fs9MoW5VTn2K1KAwlykJmMhEI4AhTmcrFlp+QIU5vLNWzoihbkltrbtRGFuG33LB6Ywt0zHjgUKUJgLxGQoBAISoDAHFDZLLV2Awlw6eWsHpDC35tauvSjM7ZJv/bgU5tbt2LM4AQpzcZaMhEBIAhTmkNJmrWULFFKYr7r2RunuXlt37vW+0qnsRWs8HoVZV2oUZl15mdlSmPVl5uOMKcw+psqaEHAvQGF2b8wRwhUopDA3eg9zuLzFrZzCXJxlGSNRmMtQLvYYFOZiPRmtNQEKc2tu7IVA6AIU5tDPANbvUoDC7FK3wLEpzAViljAUhbkE5IIPQWEuGJThWhKgMLfExk4IBC9AYQ7+FADAoQCF2SFukUNTmIvUdD8Whdm9cdFHoDAXLcp4rQhQmFtRYx8EEKAwcw4g4E6AwuzOttCRKcyFcjofjMLsnLjwA1CYCydlwBYEKMwtoLELAggIhZmTAAF3AoUUZj70y11A8cgUZvfGRR6BwlykZjljUZjLceYo9QUozJwhCCDQigCFuRU19kHATqCQwsyHftlh59mKwpxHr/x9Kczlm+c9IoU5ryD7FyFAYS5CkTEQCE+Awhxe5qy4PAEKc3nWuY5EYc7FV/rOFObSyXMfkMKcm5ABChCgMBeAyBAIBChAYQ4wdJZcmgCFuTTqfAeiMOfzK3tvCnPZ4vmPR2HOb8gI+QUozPkNGQGBEAUozCGmzprLEqAwlyWd8zgU5pyAJe9OYS4ZvIDDUZgLQGSI3AIU5tyEDIBAkAIU5iBjZ9ElCeQuzCXNM/jDUJh1nQIUZl15mdlSmPVl5uOMKcw+psqaEHAvQGF2b8wRwhWgMCvJnsKsJKgPpklh1pUXhVlfXr7OmMLsa7KsCwG3AhRmt76MHrZA7sK8fsNGWbDwDpk96ywZMXxYpqbNNmHH0Hj1FObGRlXagsJcpTTs5sIVZjsntnIrQGF268voCPgqQGH2NVnWVQWBQgoz38PsPkoKs3vjIo9AYS5Ss5yxKMzlOHOU+gIUZs4QBBBoRYDC3Ioa+yBgJ1BIYeYKsx12nq0ozHn0yt+Xwly+ed4jUpjzCrJ/EQIU5iIUGQOB8AQozOFlzorLE8hdmMubathHojDryp/CrCsvM1sKs77MfJwxhdnHVFkTAu4FKMzujTlCuAIUZiXZU5iVBPXBNCnMuvKiMOvLy9cZU5h9TZZ1IeBWgMLs1pfRwxZwVpgXLb5bli1/JNKdceZpMn3a8WFL51w9hTknYMm7U5hLBi/gcFxhLgCRIXILUJhzEzIAAkEKUJiDjJ1FlyRQSGF+ZfUaufq6ebJx06aoHHftM1qefmalzJxxhvT09src+QvlkE9OoDTnCJXCnAOvDbtSmNuAnvOQFOacgOxeiACFuRBGBkEgOAEKc3CRs+ASBXIX5nQhXrrsIVl85xL5xqUXyKSJB0dLWfn8C/KTB34mF54/Szo7Okpcnj+HojDrypLCrCsvM1sKs77MfJwxhdnHVFkTAu4FKMzujTlCuAK5C7P5juUb5t0WXU0et+9YSf9vQ2uuQJtbtC+Zc27N72oONwK7lVOY7ZyqshWFuSpJ2M+DwmxvxZbuBCjM7mwZGQGfBSjMPqfL2totQGFudwKWx6cwW0JVZDMKc0WCaGIaFOYmsNjUmQCF2RktAyPgtQCF2et4WVybBSjMbQ7A9vAUZlupamxHYa5GDs3MgsLcjBbbuhKgMLuSZVwE/BagMPudL6trrwCFub3+1kenMFtTVWJDCnMlYmhqEhTmprjY2JEAhdkRLMMi4LkAhdnzgFleWwUKKcxXXXujdHevrbuQrq7RcsVlF/Me5hbjpjC3CNem3SjMbYLPcVgKcw48di1MgMJcGCUDIRCUAIU5qLhZbMkCuQtzyfN1cjjzKd7XXH9z3yd7x5/8vXbdun4l33ygmXlxwPyUXf4pzE6idzYohdkZrbOBKczOaBm4CQEKcxNYbIoAAn0CFGZOBgTcCQRfmOOybIjjr8KKC/OmzVvkmCmT+74/2nxl1uNPrpDNW7dQmN2dk16MTGHWFyOFWV9mPs6YwuxjqqwJAfcCFGb3xhwhXIHchVnz10rFX3c16+w/k5tuXSgzvnRa9N3RcWGeMvkweXLFszJ71lnRGbJg4R1i/uy+pQ9QmMN9zFitnMJsxVSpjSjMlYoj2MlQmIONnoUjkEuAwpyLj50RqCsQbGE2ZfmmWxfJRefNlJEjRkS3WqcL88knnSDdr7//3uyufUZH/9385+K7lvQV5h07d5Zyiv3opZ/L8tUr5cCRXaUcj4PkEzCF+b1t22Xw7rvlG4i9SxN4/LVfyU2f/WvZq3NYacfkQAikBbb09EZ/tGdnBzgIIICAtcA7G7fIsD07ZdCggdb7sGE4AgMHDAhnsQ5WGmRhzroqXqswj99vrNww7zYZsuce0ZXml19d068wv/3OZgex7Drkg2uekcfeWCW/N2xMKcfjIPkFzEsp/HrK71jWCCvefFG+fdQ5MnLw0LIOyXEQ2EUgfg2W5zacHAgg0IyA+d3B741mxMLadq+RQ8JacMGr9a4wmyvHV183TzZu2rQLVfxJ3e+sX19zG/M+5oM+tr/Mnb9QzBVmc4v2osV3S1fXmOi9zOY9z8krzAXnUXM4PvSrLOlijsMt2cU4ljkKt2SXqc2xaglwSzbnBgIItCLALdmtqLEPAnYC3hVmu2X33yr+9OusW7JNYU7+UJhbEQ5vHwqzvswpzPoy83HGFGYfU2VNCLgXoDC7N+YI4QpQmEWEwhzuA8DVyinMrmTdjUthdmfLyPYCFGZ7K7ZEAIH/EqAwczYg4E6gkMJs3v/b3f3+h2PV+olvhx4xvHofqENhdneChToyhVlf8hRmfZn5OGMKs4+psiYE3AtQmN0bc4RwBXIX5nDpyl0572Eu1zvv0SjMeQXL35/CXL45R9xVgMLMWYEAAq0IUJhbUWMfBOwEKMx2Tm3fisLc9giamgCFuSmuSmxMYa5EDMFPgsIc/CkAAAItCVCYW2JjJwSsBCjMVkzt34jC3P4MmpkBhbkZrWpsS2GuRg6hz4LCHPoZwPoRaE2AwtyaG3shYCNAYbZRqsA2FOYKhNDEFCjMTWBVZFMKc0WCCHwaFObATwCWj0CLAhTmFuHYDQELAQqzBVIVNqEwVyEF+zlQmO2tqrIlhbkqSYQ9Dwpz2PmzegRaFaAwtyrHfgg0FqAwNzaqxBYU5krEYD0JCrM1VWU2pDBXJoqgJ0JhDjp+Fo9AywIU5pbp2BGBhgIU5oZE1diAwlyNHGxnQWG2larOdhTm6mQR8kwozCGnz9oRaF2Awty6HXsi0EiAwtxIqCJ/T2GuSBCW06AwW0JVaDMKc4XCCHgqFOaAw2fpCOQQoDDnwGNXBBoIUJiVnCIUZiVBfTBNCrOuvMxsKcz6MvNxxhRmH1NlTQi4F6AwuzfmCOEKUJiVZE9hVhIUhVlXUInZUpjVRufVxCnMXsXJYhAoTYDCXBo1BwpQgMKsJHQKs5KgKMy6gqIwq83L14lTmH1NlnUh4FaAwuzWl9HDFqAwK8mfwqwkKAqzrqAozGrz8nXiFGZfk2VdCLgVoDC79WX0sAUozErypzArCYrCrCsoCrPavHydOIXZ12RZFwJuBSjMbn0ZPWwBCrOS/CnMSoKiMOsKisKsNi9fJ05h9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gqIwq83L14lTmH1NlnUh4FaAwuzWl9HDFqAwK8mfwqwkKAqzrqAozGrz8nXiFGZfk2VdCLgVoDC79WX0sAUozErypzArCYrCrCsoCrPavHydOIXZ12RZFwJuBSjMbn0ZPWwBCrOS/CnMSoKiMOsKisKsNi9fJ05h9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gqIwq83L14lTmH1NlnUh4FaAwuzWl9HDFqAwK8mfwqwkKAqzrqAozGrz8nXiFGZfk2VdCLgVoDC79WX0sAUozErypzArCYrCrCsoCrPavHydOIXZ12RZFwJuBSjMbn0ZPWwBCrOS/CnMSoKiMOsKisKsNi9fJ05h9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gqIwq83L14lTmH1NlnUh4FaAwuzWl9HDFqAwK8mfwqwkKAqzrqAozGrz8nXiFGZfk2VdCLgVoDC79WX0sAUozErypzArCYrCrCsoCrPavHydOIXZ12RZFwJuBSjMbn0ZPWwBCrOS/CnMSoKiMOsKisKsNi9fJ05h9jVZ1oWAWwEKs1tfRg9bgMKsJH8Ks5KgKMy6gqIwq83L14lTmH1NlnUh4FaAwuzWl9HDFgi2ML+yeo1cfd082bhpU98Z0NU1Wq647GLp6Bgsc+cvlLXr1kX/e8TwYdE26zdslKuuvTH678k/L+MUojCXoVzcMXbu3CnvbtsuHbvvVtygjORU4PHXVsncE8+TvTrff7zzg0A7BCjM7VDnmAjoF6Aw68+QFVRXIOjCfNOti+Si82bKuH3H9kuop7c3KsybNm+RY6ZMlunTjo/+fumyh+TxJ1fI5q1bKMzVPacrMTMKcyViaGoSFOamuNjYkQCF2REswyLguQCF2fOAWV5bBSjMdQrzlMmHyZMrnpXZs86KQlqw8A4xf3bf0gcozG09bat/cApz9TNKz5DCrC8zH2dMYfYxVdaEgHsBCrN7Y44QrkDQhTl5S3Z8O7a5/Tq+wnzySSdI9+tro7Oja5/R0X83/7n4riVtK8xj9twr3LNV0cpNYX5v+w4ZvNsgRbMOe6rP/fbX3JId9ilQidVTmCsRA5NAQJ0AhVldZExYkUCwhTmd0aLFd8u6t96SC8+fFf2VuSXbFObx+42VG+bdJkP23CO60vzyq2v6Feb3tm0rJe4f/+Yp+clvVpRyLA6SX2CniJjSPHDAgPyDMUJpAlcdc5Z8iPcwl+bNgXYV6Ol9L/rDzo7d4UEAAQSsBTZu6ZUhnYNl4ECed1ijBbTh7rvxmTp54vauMGd9mFcMlLyKnEYz+5nSfMmcc/s+9MsU5kkTD47+vKtrTPRe5pXPv9CvMK/f2JPHn309FTBlefv2HbIbV5g9TZhlIeBGYPuOHdHAgwYOdHMARkUAAS8Ftm3bLoMGDZQBvFDvZb55FzViWGfeIYLe37vC3Gqa9Qpzcsx0YW71eOznt4Apyxs298iHhu/p90JZHQIIFCrALdmFcjIYAsEIcEt2MFGz0DYIBFuYH370CRk/ft++T8g2V5HNz8wZZ/R7D7O5wkxhbsOZqfyQFGblATJ9BNokQGFuEzyHRUC5AIVZeYBMv9ICwRZmc6X4mutv7gvn0EMmRO9f7uzooDBX+pTVMTkKs46cmCUCVROgMFctEeaDgA4BCrOOnJilToFgC7POuJi1FgEKs5akmCcC1RKgMFcrD2aDgBYBCrOWpJinRgEKs8bUmLNzgZdffV3mfHOuvP7m233HmnjQ/vKdb50vI4cPyzz+/T99TL590+Lo7046frJc8OXTZMyHR0hPz7ty9bw75LXudf32f2fDRvnq386Ptq83brzd8y/+Otr2c1OPlMvnnCWdnYOdO3AABBAoV4DCXK43R0PAFwEKsy9Jso4qClCYq5gKc2q7gO/qRXoAABOfSURBVCnMV974Pbny4rNl/H77NJzPM798UW5ZdG9f8Z236IfS+952+drs0/oK84YNm+XEY4+QL3zuU9F4pmA/+OjTsnHT1pqFOS7us770x337mT/7z1e65cRjD284LzZAAAFdAhRmXXkxWwSqIkBhrkoSzMNHAQqzj6myptwCzRbmm2+/R8Z1je4rtStW/rvMW3iP3Px3F0jn4I7oCvPxRx8qDz3xC7l09unR/K5f8P3oz+784bKahTk9bu6FMQACCFRagMJc6XiYHAKVFaAwVzYaJuaBAIXZgxBZQvEC6Vuy692OHd9yfeSkg/sK80svvyZX3PA9ufprX5YxH9k7KsynTD82ui3b/Hy0a1T0381/Jq9MJ1eSvMXb/HmjW8KLV2BEBBAoW4DCXLY4x0PADwEKsx85sopqClCYq5kLs6qYgLnSu/a3b2e+dzguzKYQH/7Jg6KZ1yrMB4zrkiuvv12GDt0zutL80ivdNQuzee+y2faiWV+0ui28YmRMBwEEWhCgMLeAxi4IICAUZk4CBNwJUJjd2TKyAgHz3uPZf3ND30wX/MMlfaU3OX1zxfmmhT+QKy89Z5cP/WrmCrMp1MnbrNPvfU4eM32FudbcFDAzRQQQsBSgMFtCsRkCCPQToDBzQiDgToDC7M6WkT0SqFeYzTJt3sOcvAId09QrzFnjekTKUhBAIEOAwsxpgQACrQhQmFtRYx8E7AQozHZObBWYwIOPPiMHjuvquxXaFGLzc8E5p0b/aa7+3rv00b4P67L5lOxWCjOfkh3YicdygxegMAd/CgCAQEsCFOaW2NgJASsBCrMVExuFJpC+VTv93cfpwhyX6Hrfw9xKYTbj8j3MoZ19rDdkAQpzyOmzdgRaF6Awt27Hngg0EqAwNxLi7xFoQWD79h2yYXOPfGj4ni3szS4IIBCqAIU51ORZNwL5BCjM+fzYG4F6AhRmzg8EHAhQmB2gMiQCAQhQmAMImSUi4ECAwuwAlSER+ECAwsypgIADAQqzA1SGRCAAAQpzACGzRAQcCFCYHaAyJAIUZs4BBNwJUJjd2TIyAj4LUJh9Tpe1IeBOgMLszpaREeAKM+cAAg4EKMwOUBkSgQAEKMwBhMwSEXAgQGF2gMqQCHCFmXMAAXcCFGZ3toyMgM8CFGaf02VtCLgToDC7s2VkBLjCzDmAgAMBCrMDVIZEIAABCnMAIbNEBBwIUJgdoDIkAlxh5hxAwJ0AhdmdLSMj4LMAhdnndFkbAu4EKMzubBkZAa4wcw4g4ECAwuwAlSERCECAwhxAyCwRAQcCFGYHqAyJAFeYOQcQcCdAYXZny8gI+CxAYfY5XdaGgDsBCrM7W0ZGgCvMnAMIOBCgMDtAZUgEAhCgMAcQMktEwIEAhdkBKkMiwBVmzgEE3AlQmN3ZMjICPgtQmH1Ol7Uh4E6AwuzOlpER4Aoz5wACDgQozA5QGRKBAAQozAGEzBIRcCBAYXaAypAIcIWZcwABdwIUZne2jIyAzwIUZp/TZW0IuBOgMLuzZWQEuMLMOYCAAwEKswNUhkQgAAEKcwAhs0QEHAhQmB2gMiQCXGHmHEDAnQCF2Z0tIyPgswCF2ed0WRsC7gQozO5sGRkBrjBzDiDgQIDC7ACVIREIQIDCHEDILBEBBwIUZgeoDIkAV5g5BxBwJ0BhdmfLyAj4LEBh9jld1oaAOwEKsztbRkaAK8ycAwg4EKAwO0BlSAQCEKAwBxAyS0TAgQCF2QEqQyLAFWbOAQTcCVCY3dkyMgI+C1CYfU6XtSHgToDC7M6WkRHgCjPnAAIOBCjMDlAZEoEABCjMAYTMEhFwIEBhdoDKkAhwhZlzAAF3AhRmd7aMjIDPAhRmn9NlbQi4E6Awu7NlZAS4wsw5gAACCCCAAAIIIIAAAggggECGAIWZ0wIBBBBAAAEEEEAAAQQQQAABCjPnAAIIIIAAAggggAACCCCAAAJ2AlxhtnNiKwRyC7yyeo3cdOsiuei8mTJu37GyaPHd0ZgzZ5yRe2wGQAABBFwJ8LvKlSzjIoAAAghoEKAwa0iJOToRWLrsIVl855J+Y8848zSZPu14J8ejMDthZVAEagr09PbK3PkL5ZBPTuj3uDaP/ed+uUouPH+WdHZ0tCxY1DgtT6CkHSnMJUFzmNwCrh/zoTwWsp4ffePSC2TSxIMl/Vwmd2gMgIACAQqzgpCYohuB9JNd1/8IuB7fjRKjIqBXwPWTZwqz3nODmfsp4PoxH0JhXvn8C7L4riVyxWUXy4jhw6ITxTx/+bcnVsiZp51CYfbzocOqGghQmDlFghVIP9ldv2GjXHXtjTLjS6dFr6LG/7u7e21kdOghE/pdkTL/cC5b/kj0d8OGDpXLvz4nutU6/gf7F8+tiv4uvmpd7wpz/HfHHX2UfP+e+6P9pk09rt/t2slXfNNzCTZEFo5AHQHbJ8+1HrPxE8Wrr5snGzdt6ve4NI/Z5J93dY2OnmD+73t/JFu2bpEtW7aK+R2Q/N2Q/h0QH/fkk06IfueY3ynr3npL1q5bJ+b3jtn3axfNlnvvX7rLWPHvp2OnHCU/fuBn0fwa/V5Izjk5r0ZjJUtCujDUMubERKAdAkU85tNXV+Mrq6ZIXnP9zX3LMo+3c/7idLn2O/Ol1uMw64V58xi6ZM650TjmOceEgw7qey5hxjzlC9PlH29asMtj2uZ5Qi1z8xhfsPAOmT3rrL4SXGvbei8KpH9XmjFin1rPUdLzNr8rv3r+X8l35n83+j2X9fwq/fs1eRzz33k+1I5HV9jHpDCHnX/Qq6/3D5l5VdX842h+kuV52tTPRLd2mr/7yQM/6yvQ8bYHfWz/6BbQUXvvHZVd84/UDfNu6yu+td7DHP/jMGXyYX37Jcu7meuy5Q/3veJr/kHr6hrj7PbxoE8MFu+NgM2TZ7PYWo9Z8wLYw48+IePH7xu9GBY/Tr8y+5zo90LWFWbz2HxyxbN9L6Alt1n75m/7fY5BVmFe9eKL/R7nybGST2Tjkjt61Kjo91C8jvTt53GY6RcEze+sWxbcHs1z5IgR0RP3WmMlj2sM4if88e/J9NUob04gFqJOIO9jfvRHPixLf7pcpn9uavR2jax/ew1K/NkjjR6HtoU5fr6QfBz29r7b70X8Rs8T6oXVTGGOy2hchNPjZt0tl74qHb/4Z343md975sXF+PmNGa/e86vYNH6+lf7dxfMhdQ9LLyZMYfYiRhbRikDWe3Tiq0TxbUjJcZNPGtO/sOPtsv4hicvt73/iwJof+lXvylNcwpNPhNOFvZX1sw8CvgtkXQ2J1xxfjU2XWPP3tV6QSj8Zr1WYk0+ok49t8+fJF82yCnNy3/T4yf+dfjJt9qt3i3j6CW1yLcccdXi/J+Zpg/QVp6QPL975/ijStb6iH/ONPnskXebSj8PljzzR7/MSki84mW2TL4ynf7+k/3et5xfJ3xm10mqmMMdrSH7GS/K5kc086v3ey5pj8ndM+ndV0pjnQ7oejz7NlsLsU5qspSmBrCeX6T9L3nZtBk/eJp38u+ST7+RtmvGEzG3ZeQtzfIt3+gl/ng8tagqMjRFQJmBztSm++hHfcp18zJq7SbKegMdvs7ApzPXuMim6MNd7IS3r7+Ky22xhjsc6+89Pl/nf/V50tc1cgecHgXYLFPGYT98OnHz7QvrFo6zCnHysuS7M5ndQd/cbmd+2kb6FPJlNck2NMotNzXbxFePkC3/pF9jM/673ey8+Xq3nV+nfVVmFmedDjVLj74sWoDAXLcp4agSynuwmX/0170U07yeMP0m31vt6kv9Am1KcvF0xiWHzHub4K6eST6TjV1Tj9zmqAWaiCLRZwPbJc63HbLx//BYLrjC//xV4scOmzVtk/H778tV4bT7POfx/CeR9zKffdhHqFeb0OZW86vvO+vX97pSJC7P5z/hW9UZXmJO3bJsX/Zu9wszzIR71ZQtQmMsW53iVEWh0hfnOu++N5mr+AUg/cU6+rzH5D/TU447u935Is7/5h+Pll1dH74Os9x7merdqpm8BN8dMvs+qMqhMBIEKCdg8eTbTTb6HOfmYPerIw/p9LVX6vXVZnyabdfty/Hsk633E5kOE4vcKpvdt5pbsrCtdySiy5p5+D3P8gYfxE+D4cxKyXixs9D7HCp0GTCUggbyP+fS/08n3+pu7KGw/LDR+LGW9tzf+nAITS55bspv55o1mbsk2j/cjDp8UfU5D/JP1+QnJ3xdpp/R7mLOuSNd6ftXo9yTPhwJ6QFdoqRTmCoXBVMoVyHoPc/JTZtOfKDt02BCZ+ImDogKdvtUpeat2+hbO+NYns7pWC7PZNz1fl98ZXW4SHA0BNwI2T57N1Y1aj1nzBDn5WDePZfN74KQT3v/wv+R+yU/Jjj8936wq/cnVyfE+NeWI6NO0k5+SHT+JjB/zye+LznoPc/wps2b7Rr8TGn1KdjOFmc9RcHPOMmo+gSIe88lbhffZZ3Q0ofjur+S3ZyQ/Jbve4zA53umnfkF+8dzz/T4lO37c2byHOf2Wr1ofzJVWbKYwZ93KXe9bO2w/JTs2jF+UjNcS/16Nn1+Zv0/OwThv3rK131s/eD6U73HC3s0LUJibN2MPBBBAAAEEMgXqfSVLkWSNrigXeayssbKuQrk+JuMjUDWBMh+HzVxRrppTnvmkP5k/z1jsi0CrAhTmVuXYDwEEEEAAgZRACIWZJ7Cc9gi8L0BhdnMmJK/KN/MBZW5mw6gIiFCYOQsQQAABBBBAAAEEEEAAAQQQyBCgMHNaIIAAAggggAACCCCAAAIIIEBh5hxAAAEEEEAAAQQQQAABBBBAwE6AK8x2TmyFAAIIIIAAAggggAACCCAQmACFObDAWS4CCCCAAAIIIIAAAggggICdAIXZzomtEEAAAQQQQAABBBBAAAEEAhOgMAcWOMtFAAEEEEAAAQQQQAABBBCwE6Aw2zmxFQIIIIAAAggggAACCCCAQGACFObAAme5CCCAAAIIIIAAAggggAACdgIUZjsntkIAAQQQQAABBBBAAAEEEAhMgMIcWOAsFwEEEEAAAQQQQAABBBBAwE6AwmznxFYIIIAAAggggAACCCCAAAKBCVCYAwuc5SKAAAIIIIAAAggggAACCNgJUJjtnNgKAQQQQAABBBBAAAEEEEAgMAEKc2CBs1wEEEAAAQQQQAABBBBAAAE7AQqznRNbIYAAAggggAACCCCAAAIIBCZAYQ4scJaLAAIIIIAAAggggAACCCBgJ0BhtnNiKwQQQAABBBBAAAEEEEAAgcAEKMyBBc5yEUAAAQQQQAABBBBAAAEE7AQozHZObIUAAggggAACCCCAAAIIIBCYAIU5sMBZLgIIIIAAAggggAACCCCAgJ0AhdnOia0QQAABBBBAAAEEEEAAAQQCE6AwBxY4y0UAAQQQQAABBBBAAAEEELAToDDbObEVAggggAACCCCAAAIIIIBAYAIU5sACZ7kIIIAAAggggAACCCCAAAJ2AhRmOye2QgABBBBAAAEEEEAAAQQQCEyAwhxY4CwXAQQQQAABBBBAAAEEEEDAToDCbOfEVggggAACCCCAAAIIIIAAAoEJUJgDC5zlIoAAAggggAACCCCAAAII2AlQmO2c2AoBBBBAAAEEEEAAAQQQQCAwAQpzYIGzXAQQQAABBBBAAAEEEEAAATsBCrOdE1shgAACCCCAAAIIIIAAAggEJkBhDixwlosAAggggAACCCCAAAIIIGAnQGG2c2IrBBBAAAEEEEAAAQQQQACBwAQozIEFznIRQAABBBBAAAEEEEAAAQTsBCjMdk5shQACCCCAAAIIIIAAAgggEJgAhTmwwFkuAggggAACCCCAAAIIIICAnQCF2c6JrRBAAAEEEEAAAQQQQAABBAIToDAHFjjLRQABBBBAAAEEEEAAAQQQsBOgMNs5sRUCCCCAAAIIIIAAAggggEBgAhTmwAJnuQgggAACCCCAAAIIIIAAAnYCFGY7J7ZCAAEEEEAAAQQQQAABBBAITIDCHFjgLBcBBBBAAAEEEEAAAQQQQMBOgMJs58RWCCCAAAIIIIAAAggggAACgQlQmAMLnOUigAACCCCAAAIIIIAAAgjYCVCY7ZzYCgEEEEAAAQQQQAABBBBAIDABCnNggbNcBBBAAAEEEEAAAQQQQAABOwEKs50TWyGAAAIIIIAAAggggAACCAQmQGEOLHCWiwACCCCAAAIIIIAAAgggYCdAYbZzYisEEEAAAQQQQAABBBBAAIHABCjMgQXOchFAAAEEEEAAAQQQQAABBOwEKMx2TmyFAAIIIIAAAggggAACCCAQmACFObDAWS4CCCCAAAIIIIAAAggggICdAIXZzomtEEAAAQQQQAABBBBAAAEEAhOgMAcWOMtFAAEEEEAAAQQQQAABBBCwE6Aw2zmxFQIIIIAAAggggAACCCCAQGACFObAAme5CCCAAAIIIIAAAggggAACdgIUZjsntkIAAQQQQAABBBBAAAEEEAhMgMIcWOAsFwEEEEAAAQQQQAABBBBAwE6AwmznxFYIIIAAAggggAACCCCAAAKBCVCYAwuc5SKAAAIIIIAAAggggAACCNgJUJjtnNgKAQQQQAABBBBAAAEEEEAgMAEKc2CBs1wEEEAAAQQQQAABBBBAAAE7AQqznRNbIYAAAggggAACCCCAAAIIBCZAYQ4scJaLAAIIIIAAAggggAACCCBgJ/D/AUcPWZgjVmMoAAAAAElFTkSuQmCC",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_series = SingleFigureComparison(s.cases, 'ebitda', label='EBITDA').report\n",
"ebitda_graph = _series.iplot(\n",
" kind='bar',\n",
" title='Yearly EBITDA by Casestudy in €',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400), \n",
" yTitle='EBITDA in €',\n",
" asFigure=True,\n",
" yrange=[_series.min() * 1.2, max(_series.max() * 2, 0)]\n",
")\n",
"\n",
"ebitda_graph.update_traces(\n",
" text=_series.values/1000_000, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}M €\", \n",
")\n",
"\n",
"ebitda_graph"
]
},
{
"cell_type": "code",
"execution_count": 82,
"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": "NPV",
"orientation": "v",
"text": [
10.005659249401925,
9.474039780417275
],
"textposition": "outside",
"texttemplate": "%{text:.1f}M €",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
10005659.249401925,
9474039.780417275
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
0.1111111111111111,
"#46039f"
],
[
0.2222222222222222,
"#7201a8"
],
[
0.3333333333333333,
"#9c179e"
],
[
0.4444444444444444,
"#bd3786"
],
[
0.5555555555555556,
"#d8576b"
],
[
0.6666666666666666,
"#ed7953"
],
[
0.7777777777777778,
"#fb9f3a"
],
[
0.8888888888888888,
"#fdca26"
],
[
1,
"#f0f921"
]
],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
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",
"text/html": [
""
]
},
"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": 83,
"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": [
37.04946086833867,
32.939982162809
],
"textposition": "outside",
"texttemplate": "%{text:.0f} %",
"type": "bar",
"x": [
"Heatpump only",
"Heatpump + Storage"
],
"y": [
37.04946086833867,
32.939982162809
]
}
],
"layout": {
"height": 400,
"legend": {
"bgcolor": "#F5F6F9",
"font": {
"color": "#4D5663"
}
},
"paper_bgcolor": "#F5F6F9",
"plot_bgcolor": "#F5F6F9",
"template": {
"data": {
"bar": [
{
"error_x": {
"color": "#2a3f5f"
},
"error_y": {
"color": "#2a3f5f"
},
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "bar"
}
],
"barpolar": [
{
"marker": {
"line": {
"color": "#E5ECF6",
"width": 0.5
},
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "barpolar"
}
],
"carpet": [
{
"aaxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"baxis": {
"endlinecolor": "#2a3f5f",
"gridcolor": "white",
"linecolor": "white",
"minorgridcolor": "white",
"startlinecolor": "#2a3f5f"
},
"type": "carpet"
}
],
"choropleth": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "choropleth"
}
],
"contour": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
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],
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],
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],
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],
[
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],
[
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"#fdca26"
],
[
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]
],
"type": "contour"
}
],
"contourcarpet": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"type": "contourcarpet"
}
],
"heatmap": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
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],
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[
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],
[
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],
[
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]
],
"type": "heatmap"
}
],
"heatmapgl": [
{
"colorbar": {
"outlinewidth": 0,
"ticks": ""
},
"colorscale": [
[
0,
"#0d0887"
],
[
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[
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],
[
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],
"type": "heatmapgl"
}
],
"histogram": [
{
"marker": {
"pattern": {
"fillmode": "overlay",
"size": 10,
"solidity": 0.2
}
},
"type": "histogram"
}
],
"histogram2d": [
{
"colorbar": {
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"ticks": ""
},
"colorscale": [
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],
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],
"type": "histogram2d"
}
],
"histogram2dcontour": [
{
"colorbar": {
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"ticks": ""
},
"colorscale": [
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"irr_report = (SingleFigureComparison(s.optcases, 'irr', label='IRR').report * 100)\n",
"irr_fig = irr_report.iplot(\n",
" kind='bar',\n",
" title='IRR by Casestudy in %',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='IRR in %',\n",
" asFigure=True,\n",
" yrange=[0, irr_report.max() * 1.2]\n",
")\n",
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""
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"_series = (SingleFigureComparison(s.optcases, 'spp', label='Simple Payback Time').report)\n",
"spt_fig = _series.iplot(\n",
" kind='bar',\n",
" title='Simple Payback Time by Casestudy in Years',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='Years',\n",
" asFigure=True,\n",
" yrange=[0, _series.max() * 1.2]\n",
")\n",
"\n",
"spt_fig.update_traces(\n",
" text=_series.values, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f} years\", \n",
")\n",
"\n",
"spt_fig "
]
},
{
"cell_type": "code",
"execution_count": 85,
"metadata": {
"tags": [
"exclude"
]
},
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",
"text/html": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n",
"cop_fig = mean_cops.iplot(\n",
" kind='bar',\n",
" title='Mean COP by Casestudy',\n",
" colors=recoygreen,\n",
" dimensions=(600, 400),\n",
" yTitle='COP',\n",
" asFigure=True,\n",
" yrange=[0, mean_cops.max() * 1.2]\n",
")\n",
"\n",
"cop_fig.update_traces(\n",
" text=mean_cops.values, \n",
" textposition='outside', \n",
" texttemplate=\"%{text:.1f}\", \n",
")\n",
"\n",
"cop_fig "
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Sensitivity analysis"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n",
"1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n",
"2. aFRR prices +/- 30%\n",
"3. CAPEX\n",
"4. CO2 price\n",
"5. Tsource +/- 10 degrees Celsius\n",
"6. Tsink\n",
" * Roam off the peak / lower pressure\n",
" * Stabalize / running average per hour/ 2 hours\n",
"7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n",
"8. Energy Tax and ODE +/- 30%"
]
},
{
"cell_type": "code",
"execution_count": 86,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def setup():\n",
" _c = Config()\n",
" s = setup_model(c=_c)\n",
" return s\n",
"\n",
"def routine(c, s):\n",
" s = load_data(c=c, s=s)\n",
" s = create_and_assign_assets(c=c, s=s)\n",
" #s = preprocessing(c=c, s=s)\n",
" s = run_optimisation(c=c, s=s)\n",
" #s = postprocessing(c=c, s=s)\n",
" s = collect_cashflows(c=c, s=s)\n",
" s = calculate_financials(c=c, s=s)\n",
" return s"
]
},
{
"cell_type": "code",
"execution_count": 87,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n",
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 8.87 s\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_9828/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"source": [
"%time _s = setup()"
]
},
{
"cell_type": "code",
"execution_count": 88,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 48.3 s\n"
]
},
{
"data": {
"text/plain": [
"10005659.249401925"
]
},
"execution_count": 88,
"metadata": {},
"output_type": "execute_result"
}
],
"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": 89,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n",
"c:\\users\\shahla huseynova\\python\\29 - pyrecoy modelling framework\\pyrecoy\\pyrecoy\\framework.py:35: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n",
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_9828/332434720.py:3: FutureWarning:\n",
"\n",
"Argument `closed` is deprecated in favor of `inclusive`.\n",
"\n"
]
}
],
"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": 90,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"ename": "TypeError",
"evalue": "__init__() missing 3 required positional arguments: 'param', 'values', and 'output_kpis'",
"output_type": "error",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n",
"\u001b[1;31mTypeError\u001b[0m: __init__() missing 3 required positional arguments: 'param', 'values', and 'output_kpis'"
]
}
],
"source": [
"%%time\n",
"sens = SensitivityAnalysis(_s, routine, configs)"
]
},
{
"cell_type": "code",
"execution_count": 91,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"ename": "NameError",
"evalue": "name 'sens' is not defined",
"output_type": "error",
"traceback": [
"\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)",
"\u001b[1;32mC:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_9828/201127851.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0moutput\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0msens\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0msingle_kpi_overview\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m'spp'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mcase_names\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;34m'Heatpump only'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'Heatpump + SDE'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'Optimisation'\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;34m'Optimisation + aFRR'\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 2\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m sens_capex = output.iplot(\n\u001b[0;32m 4\u001b[0m \u001b[0mmode\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'lines+markers'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[0msymbol\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;34m'circle-dot'\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
"\u001b[1;31mNameError\u001b[0m: name 'sens' is not defined"
]
}
],
"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."
]
}
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