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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",
"\n",
"import cufflinks\n",
"cufflinks.go_offline()\n",
"import numpy as np\n",
"from numpy.polynomial import Polynomial\n",
"import pandas as pd\n",
"from tqdm.notebook import tqdm\n",
"\n",
"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"
]
},
{
"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": {
"tags": [
"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"
]
},
{
"cell_type": "markdown",
"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"
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},
"source": [
"#### Loading config"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"tags": [
"exclude"
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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 = 200\n",
" storage_cap_per_volume = 50 * 1e-3\n",
" storage_lifetime = 25\n",
" storage_temperature = 95\n",
" storage_min_level = storage_volume * storage_cap_per_volume * 0.01\n",
" storage_capex_per_MW = 7_000\n",
" storage_capex_per_MWh = 5_000\n",
" storage_opex_perc_of_capex = 0.02\n",
" # storage_initial_level = 5\n",
" threshold = 20\n",
" \n",
" tax_bracket_g = 4 \n",
" tax_bracket_e = 4\n",
" \n",
" include_transport_costs = False\n",
" grid_operator = 'Liander'\n",
" connection_type = 'TS/MS'\n",
" \n",
" discount_rate = 0.1\n",
" project_duration = 12\n",
"\n",
" forecast = 'ForeNeg'\n",
" gas_price_multiplier = 1\n",
" e_price_multiplier = 1\n",
" e_price_volatility_multiplier = 1\n",
" co2_price_multiplier = 1\n",
" tsource_delta = 0\n",
" tsink_delta = 0\n",
" energy_tax_multiplier = 1\n",
" \n",
" # Review the SDE implementation\n",
" sde_base_amount = 81\n",
" longterm_gas_price = 24.00\n",
" longterm_co2_price = 37.90\n",
" sde_switch_price_correction = 40\n",
" \n",
" day_ahead_buying_perc = 0.3\n",
" \n",
" afrr_capacity_fee = 25_000\n",
"\n",
"c = Config()"
]
},
{
"cell_type": "code",
"execution_count": 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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"metadata": {
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"exclude"
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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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"exclude"
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},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"c:\\users\\shahla huseynova\\recoy\\recoy - documents\\03 - libraries\\29 - pyrecoy modelling framework\\v1.2\\pyrecoy\\pyrecoy\\framework.py:40: UserWarning:\n",
"\n",
"The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n",
"\n",
"C:\\Users\\SHAHLA~1\\AppData\\Local\\Temp/ipykernel_2428/332434720.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\"\n",
" ).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": {
"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",
" 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",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\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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"text/html": [
""
]
},
"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": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "None",
"text": "",
"type": "scatter",
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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": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "None",
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sourceTs = np.arange(50, 100)\n",
"sinkT = 140 + 273\n",
"load = 1 \n",
"cop_series = pd.Series(index=sourceTs, dtype='float')\n",
"\n",
"for sourceT in sourceTs:\n",
" cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT + 273)\n",
" cop_series[sourceT] = cop\n",
" \n",
"cop_series.iplot(yrange=[0, 8], xTitle='Source Temperature', yTitle='COP', dimensions=(800, 400))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
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"text/html": [
""
]
},
"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": 30,
"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": 31,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def create_and_assign_assets(c, s):\n",
" heatpump_vdg = Heatpump(\n",
" name='Heatpump VDG',\n",
" max_th_power=c.hp_vdg_e_power,\n",
" min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" heatpump_ndg = Heatpump(\n",
" name='Heatpump NDG',\n",
" max_th_power=c.hp_ndg_e_power,\n",
" min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n",
" capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n",
" heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n",
" heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n",
"\n",
" gasboiler = GasBoiler(\n",
" name='Gasboiler',\n",
" max_th_output=c.gb_power,\n",
" efficiency=c.gb_efficiency\n",
" )\n",
" gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n",
" \n",
" 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": 32,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=10.0, temperature=95, min_storagelevel=0.1)"
]
},
"execution_count": 32,
"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": 33,
"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": 34,
"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": 35,
"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": 36,
"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] - 10:\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] + 10:\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+273:\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+273:\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\n",
"# Negative values = Buy, positive values = Sell"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"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": 39,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case = hponly_with_storage(s.storage_case)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"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",
" | 2019-04-10 20:13:00+02:00 | \n",
" 46.97 | \n",
" 33.14 | \n",
" 33.14 | \n",
" -1.0 | \n",
" 35.97 | \n",
" 37.34 | \n",
" 25.11 | \n",
" 22.96 | \n",
" 16.125 | \n",
" 26.04 | \n",
" ... | \n",
" 0.0 | \n",
" 9.5 | \n",
" 0.383 | \n",
" -0.067 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-10-25 19:09:00+02:00 | \n",
" 46.69 | \n",
" 21.98 | \n",
" 21.98 | \n",
" -1.0 | \n",
" 22.88 | \n",
" 25.41 | \n",
" 56.41 | \n",
" 56.61 | \n",
" 10.900 | \n",
" 24.96 | \n",
" ... | \n",
" 0.0 | \n",
" 9.5 | \n",
" 0.494 | \n",
" -0.089 | \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",
"2019-04-10 20:13:00+02:00 46.97 33.14 33.14 -1.0 35.97 37.34 \n",
"2019-10-25 19:09:00+02:00 46.69 21.98 21.98 -1.0 22.88 25.41 \n",
"\n",
" ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n",
"2019-04-10 20:13:00+02:00 25.11 22.96 16.125 \n",
"2019-10-25 19:09:00+02:00 56.41 56.61 10.900 \n",
"\n",
" CO2 prices (€/ton) ... from_storage_MW \\\n",
"2019-04-10 20:13:00+02:00 26.04 ... 0.0 \n",
"2019-10-25 19:09:00+02:00 24.96 ... 0.0 \n",
"\n",
" storage_level_MWh hp_output_MWh hp_input_MWh \\\n",
"2019-04-10 20:13:00+02:00 9.5 0.383 -0.067 \n",
"2019-10-25 19:09:00+02:00 9.5 0.494 -0.089 \n",
"\n",
" to_storage_ndg_MWh from_storage_ndg_MWh \\\n",
"2019-04-10 20:13:00+02:00 0.0 0.0 \n",
"2019-10-25 19:09:00+02:00 0.0 0.0 \n",
"\n",
" to_storage_vdg_MWh from_storage_vdg_MWh \\\n",
"2019-04-10 20:13:00+02:00 0.0 0.0 \n",
"2019-10-25 19:09:00+02:00 0.0 0.0 \n",
"\n",
" to_storage_MWh from_storage_MWh \n",
"2019-04-10 20:13:00+02:00 0.0 0.0 \n",
"2019-10-25 19:09:00+02:00 0.0 0.0 \n",
"\n",
"[2 rows x 38 columns]"
]
},
"execution_count": 40,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.sample(2)"
]
},
{
"cell_type": "code",
"execution_count": 41,
"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",
" 24.568078 | \n",
" 1.107542 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 11.278173 | \n",
" 51.226931 | \n",
" 52.003252 | \n",
" 7.070876 | \n",
" 3.017005 | \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",
" 22.764000 | \n",
" 0.000000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 39.700000 | \n",
" 31.110000 | \n",
" 32.160000 | \n",
" 27.015000 | \n",
" 0.000000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 47.392500 | \n",
" 40.900000 | \n",
" 42.540000 | \n",
" 28.334000 | \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 24.568078 \n",
"std 11.278173 51.226931 52.003252 7.070876 \n",
"min -9.020000 -487.650000 -487.650000 0.000000 \n",
"25% 34.100000 24.470000 25.530000 22.764000 \n",
"50% 39.700000 31.110000 32.160000 27.015000 \n",
"75% 47.392500 40.900000 42.540000 28.334000 \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 1.107542 23.460537 \n",
"std 3.017005 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": 41,
"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": 42,
"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",
" from_storage_MW | \n",
" Total demand | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-05-25 02:18:00+02:00 | \n",
" 35.07 | \n",
" 27.14 | \n",
" 34.33 | \n",
" 28.190 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 28.190 | \n",
"
\n",
" \n",
" | 2019-07-19 21:55:00+02:00 | \n",
" 49.16 | \n",
" 21.54 | \n",
" 29.13 | \n",
" 22.870 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.870 | \n",
"
\n",
" \n",
" | 2019-12-11 14:52:00+01:00 | \n",
" 51.29 | \n",
" 32.22 | \n",
" 32.22 | \n",
" 27.672 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.672 | \n",
"
\n",
" \n",
" | 2019-10-06 02:31:00+02:00 | \n",
" 27.43 | \n",
" 28.46 | \n",
" 28.46 | \n",
" 22.718 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.718 | \n",
"
\n",
" \n",
" | 2019-03-24 07:40:00+01:00 | \n",
" 34.98 | \n",
" 32.66 | \n",
" 32.66 | \n",
" 26.590 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.590 | \n",
"
\n",
" \n",
" | 2019-08-12 13:32:00+02:00 | \n",
" 35.79 | \n",
" 24.30 | \n",
" 25.69 | \n",
" 28.348 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 28.348 | \n",
"
\n",
" \n",
" | 2019-02-11 05:48:00+01:00 | \n",
" 45.03 | \n",
" 39.80 | \n",
" 39.80 | \n",
" 20.880 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.880 | \n",
"
\n",
" \n",
" | 2019-09-19 21:30:00+02:00 | \n",
" 51.24 | \n",
" 19.68 | \n",
" 19.68 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 0.000 | \n",
"
\n",
" \n",
" | 2019-08-23 19:12:00+02:00 | \n",
" 57.33 | \n",
" 57.33 | \n",
" 57.33 | \n",
" 22.978 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.978 | \n",
"
\n",
" \n",
" | 2019-04-21 10:27:00+02:00 | \n",
" 29.10 | \n",
" 32.65 | \n",
" 32.65 | \n",
" 22.876 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.876 | \n",
"
\n",
" \n",
" | 2019-07-19 21:50:00+02:00 | \n",
" 49.16 | \n",
" 21.54 | \n",
" 29.13 | \n",
" 22.870 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.870 | \n",
"
\n",
" \n",
" | 2019-06-21 17:40:00+02:00 | \n",
" 34.98 | \n",
" 35.15 | \n",
" 35.15 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 0.000 | \n",
"
\n",
" \n",
" | 2019-07-15 08:49:00+02:00 | \n",
" 50.06 | \n",
" 25.79 | \n",
" 25.79 | \n",
" 31.000 | \n",
" 3.367 | \n",
" 0.0 | \n",
" 27.633 | \n",
"
\n",
" \n",
" | 2019-05-31 14:31:00+02:00 | \n",
" 30.00 | \n",
" 22.03 | \n",
" 22.03 | \n",
" 26.060 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.060 | \n",
"
\n",
" \n",
" | 2019-04-23 16:00:00+02:00 | \n",
" 37.67 | \n",
" 34.31 | \n",
" 34.31 | \n",
" 27.550 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.550 | \n",
"
\n",
" \n",
" | 2019-01-14 08:07:00+01:00 | \n",
" 63.14 | \n",
" 188.96 | \n",
" 188.96 | \n",
" 2.142 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 2.142 | \n",
"
\n",
" \n",
" | 2019-06-07 23:19:00+02:00 | \n",
" 28.80 | \n",
" 209.93 | \n",
" 209.93 | \n",
" 22.632 | \n",
" 0.000 | \n",
" 25.0 | \n",
" 22.632 | \n",
"
\n",
" \n",
" | 2019-12-30 08:47:00+01:00 | \n",
" 43.54 | \n",
" 28.78 | \n",
" 28.78 | \n",
" 22.754 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.754 | \n",
"
\n",
" \n",
" | 2019-02-22 03:54:00+01:00 | \n",
" 39.59 | \n",
" 36.72 | \n",
" 36.72 | \n",
" 26.614 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 26.614 | \n",
"
\n",
" \n",
" | 2019-01-06 16:22:00+01:00 | \n",
" 54.71 | \n",
" 44.68 | \n",
" 44.68 | \n",
" 31.000 | \n",
" 1.414 | \n",
" 0.0 | \n",
" 29.586 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW to_storage_MW \\\n",
"2019-05-25 02:18:00+02:00 35.07 27.14 34.33 28.190 0.000 \n",
"2019-07-19 21:55:00+02:00 49.16 21.54 29.13 22.870 0.000 \n",
"2019-12-11 14:52:00+01:00 51.29 32.22 32.22 27.672 0.000 \n",
"2019-10-06 02:31:00+02:00 27.43 28.46 28.46 22.718 0.000 \n",
"2019-03-24 07:40:00+01:00 34.98 32.66 32.66 26.590 0.000 \n",
"2019-08-12 13:32:00+02:00 35.79 24.30 25.69 28.348 0.000 \n",
"2019-02-11 05:48:00+01:00 45.03 39.80 39.80 20.880 0.000 \n",
"2019-09-19 21:30:00+02:00 51.24 19.68 19.68 0.000 0.000 \n",
"2019-08-23 19:12:00+02:00 57.33 57.33 57.33 22.978 0.000 \n",
"2019-04-21 10:27:00+02:00 29.10 32.65 32.65 22.876 0.000 \n",
"2019-07-19 21:50:00+02:00 49.16 21.54 29.13 22.870 0.000 \n",
"2019-06-21 17:40:00+02:00 34.98 35.15 35.15 0.000 0.000 \n",
"2019-07-15 08:49:00+02:00 50.06 25.79 25.79 31.000 3.367 \n",
"2019-05-31 14:31:00+02:00 30.00 22.03 22.03 26.060 0.000 \n",
"2019-04-23 16:00:00+02:00 37.67 34.31 34.31 27.550 0.000 \n",
"2019-01-14 08:07:00+01:00 63.14 188.96 188.96 2.142 0.000 \n",
"2019-06-07 23:19:00+02:00 28.80 209.93 209.93 22.632 0.000 \n",
"2019-12-30 08:47:00+01:00 43.54 28.78 28.78 22.754 0.000 \n",
"2019-02-22 03:54:00+01:00 39.59 36.72 36.72 26.614 0.000 \n",
"2019-01-06 16:22:00+01:00 54.71 44.68 44.68 31.000 1.414 \n",
"\n",
" from_storage_MW Total demand \n",
"2019-05-25 02:18:00+02:00 0.0 28.190 \n",
"2019-07-19 21:55:00+02:00 0.0 22.870 \n",
"2019-12-11 14:52:00+01:00 0.0 27.672 \n",
"2019-10-06 02:31:00+02:00 0.0 22.718 \n",
"2019-03-24 07:40:00+01:00 0.0 26.590 \n",
"2019-08-12 13:32:00+02:00 0.0 28.348 \n",
"2019-02-11 05:48:00+01:00 0.0 20.880 \n",
"2019-09-19 21:30:00+02:00 0.0 0.000 \n",
"2019-08-23 19:12:00+02:00 0.0 22.978 \n",
"2019-04-21 10:27:00+02:00 0.0 22.876 \n",
"2019-07-19 21:50:00+02:00 0.0 22.870 \n",
"2019-06-21 17:40:00+02:00 0.0 0.000 \n",
"2019-07-15 08:49:00+02:00 0.0 27.633 \n",
"2019-05-31 14:31:00+02:00 0.0 26.060 \n",
"2019-04-23 16:00:00+02:00 0.0 27.550 \n",
"2019-01-14 08:07:00+01:00 0.0 2.142 \n",
"2019-06-07 23:19:00+02:00 25.0 22.632 \n",
"2019-12-30 08:47:00+01:00 0.0 22.754 \n",
"2019-02-22 03:54:00+01:00 0.0 26.614 \n",
"2019-01-06 16:22:00+01:00 0.0 29.586 "
]
},
"execution_count": 42,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 43,
"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",
" dtype='object')"
]
},
"execution_count": 43,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 44,
"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": 44,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 45,
"metadata": {},
"outputs": [],
"source": [
"# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n",
"hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n",
"storage_selection = s.storage_case.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n",
"\n",
"selection = pd.concat([hp_selection, storage_selection], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
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" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" Total demand | \n",
" hp_input_MW | \n",
" hp_output_MW | \n",
" cop | \n",
" to_storage_MW | \n",
" from_storage_MW | \n",
"
\n",
" \n",
" \n",
" \n",
" | 2019-07-25 05:35:00+02:00 | \n",
" 40.67 | \n",
" 27.40 | \n",
" 27.40 | \n",
" 22.915 | \n",
" -4.035 | \n",
" 22.915 | \n",
" 5.678 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-04-25 17:53:00+02:00 | \n",
" 40.52 | \n",
" 40.98 | \n",
" 40.98 | \n",
" 26.973 | \n",
" -4.889 | \n",
" 26.973 | \n",
" 5.518 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-06-29 20:21:00+02:00 | \n",
" 56.23 | \n",
" 32.99 | \n",
" 32.99 | \n",
" 27.879 | \n",
" -5.396 | \n",
" 31.000 | \n",
" 5.745 | \n",
" 3.121 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-04-13 23:12:00+02:00 | \n",
" 44.64 | \n",
" 237.02 | \n",
" 237.02 | \n",
" 28.502 | \n",
" -4.820 | \n",
" 28.502 | \n",
" 5.913 | \n",
" 0.000 | \n",
" 25.00 | \n",
"
\n",
" \n",
" | 2019-02-20 05:21:00+01:00 | \n",
" 38.06 | \n",
" 10.43 | \n",
" 10.43 | \n",
" 22.938 | \n",
" -4.582 | \n",
" 31.000 | \n",
" 6.766 | \n",
" 8.062 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-02-24 12:17:00+01:00 | \n",
" 37.14 | \n",
" 36.46 | \n",
" 36.46 | \n",
" 26.956 | \n",
" -4.761 | \n",
" 26.956 | \n",
" 5.662 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-02-09 14:41:00+01:00 | \n",
" 38.90 | \n",
" 41.51 | \n",
" 41.51 | \n",
" 26.791 | \n",
" -4.827 | \n",
" 26.791 | \n",
" 5.550 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-06-21 12:36:00+02:00 | \n",
" 36.21 | \n",
" 26.23 | \n",
" 26.23 | \n",
" 28.170 | \n",
" -5.230 | \n",
" 28.170 | \n",
" 5.386 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-10-11 05:04:00+02:00 | \n",
" 20.17 | \n",
" -5.42 | \n",
" -5.42 | \n",
" 28.946 | \n",
" -5.469 | \n",
" 31.000 | \n",
" 5.668 | \n",
" 2.054 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-02-21 02:24:00+01:00 | \n",
" 35.49 | \n",
" 32.82 | \n",
" 32.82 | \n",
" 26.880 | \n",
" -4.789 | \n",
" 26.880 | \n",
" 5.613 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-04-30 12:16:00+02:00 | \n",
" 40.85 | \n",
" 49.63 | \n",
" 49.63 | \n",
" 27.866 | \n",
" -5.092 | \n",
" 27.866 | \n",
" 5.472 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-08-09 13:14:00+02:00 | \n",
" 39.23 | \n",
" 25.51 | \n",
" 25.51 | \n",
" 21.056 | \n",
" -4.406 | \n",
" 31.000 | \n",
" 7.036 | \n",
" 9.944 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-02-03 23:12:00+01:00 | \n",
" 41.76 | \n",
" 10.03 | \n",
" 10.03 | \n",
" 20.718 | \n",
" -3.670 | \n",
" 20.718 | \n",
" 5.645 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-12-16 01:28:00+01:00 | \n",
" 33.68 | \n",
" 26.43 | \n",
" 26.43 | \n",
" 20.784 | \n",
" -3.544 | \n",
" 20.784 | \n",
" 5.864 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-06-22 06:55:00+02:00 | \n",
" 29.48 | \n",
" 27.46 | \n",
" 27.46 | \n",
" 26.645 | \n",
" -4.872 | \n",
" 26.645 | \n",
" 5.469 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-07-02 17:14:00+02:00 | \n",
" 33.05 | \n",
" 24.30 | \n",
" 24.30 | \n",
" 22.776 | \n",
" -4.118 | \n",
" 22.776 | \n",
" 5.531 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-11-18 14:24:00+01:00 | \n",
" 49.80 | \n",
" 48.06 | \n",
" 48.06 | \n",
" 27.582 | \n",
" -5.141 | \n",
" 27.582 | \n",
" 5.365 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-12-05 10:02:00+01:00 | \n",
" 57.15 | \n",
" 209.92 | \n",
" 209.92 | \n",
" 27.560 | \n",
" -5.069 | \n",
" 27.560 | \n",
" 5.437 | \n",
" 0.000 | \n",
" 4.24 | \n",
"
\n",
" \n",
" | 2019-07-11 05:21:00+02:00 | \n",
" 35.90 | \n",
" 28.20 | \n",
" 28.20 | \n",
" 20.811 | \n",
" -3.600 | \n",
" 20.811 | \n",
" 5.780 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
" | 2019-10-06 20:21:00+02:00 | \n",
" 38.41 | \n",
" 32.06 | \n",
" 32.06 | \n",
" 27.598 | \n",
" -5.216 | \n",
" 27.598 | \n",
" 5.291 | \n",
" 0.000 | \n",
" 0.00 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2019-07-25 05:35:00+02:00 40.67 27.40 27.40 22.915 -4.035 \n",
"2019-04-25 17:53:00+02:00 40.52 40.98 40.98 26.973 -4.889 \n",
"2019-06-29 20:21:00+02:00 56.23 32.99 32.99 27.879 -5.396 \n",
"2019-04-13 23:12:00+02:00 44.64 237.02 237.02 28.502 -4.820 \n",
"2019-02-20 05:21:00+01:00 38.06 10.43 10.43 22.938 -4.582 \n",
"2019-02-24 12:17:00+01:00 37.14 36.46 36.46 26.956 -4.761 \n",
"2019-02-09 14:41:00+01:00 38.90 41.51 41.51 26.791 -4.827 \n",
"2019-06-21 12:36:00+02:00 36.21 26.23 26.23 28.170 -5.230 \n",
"2019-10-11 05:04:00+02:00 20.17 -5.42 -5.42 28.946 -5.469 \n",
"2019-02-21 02:24:00+01:00 35.49 32.82 32.82 26.880 -4.789 \n",
"2019-04-30 12:16:00+02:00 40.85 49.63 49.63 27.866 -5.092 \n",
"2019-08-09 13:14:00+02:00 39.23 25.51 25.51 21.056 -4.406 \n",
"2019-02-03 23:12:00+01:00 41.76 10.03 10.03 20.718 -3.670 \n",
"2019-12-16 01:28:00+01:00 33.68 26.43 26.43 20.784 -3.544 \n",
"2019-06-22 06:55:00+02:00 29.48 27.46 27.46 26.645 -4.872 \n",
"2019-07-02 17:14:00+02:00 33.05 24.30 24.30 22.776 -4.118 \n",
"2019-11-18 14:24:00+01:00 49.80 48.06 48.06 27.582 -5.141 \n",
"2019-12-05 10:02:00+01:00 57.15 209.92 209.92 27.560 -5.069 \n",
"2019-07-11 05:21:00+02:00 35.90 28.20 28.20 20.811 -3.600 \n",
"2019-10-06 20:21:00+02:00 38.41 32.06 32.06 27.598 -5.216 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2019-07-25 05:35:00+02:00 22.915 5.678 0.000 0.00 \n",
"2019-04-25 17:53:00+02:00 26.973 5.518 0.000 0.00 \n",
"2019-06-29 20:21:00+02:00 31.000 5.745 3.121 0.00 \n",
"2019-04-13 23:12:00+02:00 28.502 5.913 0.000 25.00 \n",
"2019-02-20 05:21:00+01:00 31.000 6.766 8.062 0.00 \n",
"2019-02-24 12:17:00+01:00 26.956 5.662 0.000 0.00 \n",
"2019-02-09 14:41:00+01:00 26.791 5.550 0.000 0.00 \n",
"2019-06-21 12:36:00+02:00 28.170 5.386 0.000 0.00 \n",
"2019-10-11 05:04:00+02:00 31.000 5.668 2.054 0.00 \n",
"2019-02-21 02:24:00+01:00 26.880 5.613 0.000 0.00 \n",
"2019-04-30 12:16:00+02:00 27.866 5.472 0.000 0.00 \n",
"2019-08-09 13:14:00+02:00 31.000 7.036 9.944 0.00 \n",
"2019-02-03 23:12:00+01:00 20.718 5.645 0.000 0.00 \n",
"2019-12-16 01:28:00+01:00 20.784 5.864 0.000 0.00 \n",
"2019-06-22 06:55:00+02:00 26.645 5.469 0.000 0.00 \n",
"2019-07-02 17:14:00+02:00 22.776 5.531 0.000 0.00 \n",
"2019-11-18 14:24:00+01:00 27.582 5.365 0.000 0.00 \n",
"2019-12-05 10:02:00+01:00 27.560 5.437 0.000 4.24 \n",
"2019-07-11 05:21:00+02:00 20.811 5.780 0.000 0.00 \n",
"2019-10-06 20:21:00+02:00 27.598 5.291 0.000 0.00 "
]
},
"execution_count": 46,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 47,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"DAM 41.195801\n",
"POS 40.391060\n",
"NEG 42.554082\n",
"Total demand 23.460537\n",
"hp_input_MW -4.384757\n",
"hp_output_MW 24.568078\n",
"cop 5.563168\n",
"to_storage_MW 1.107542\n",
"from_storage_MW 1.106469\n",
"dtype: float64"
]
},
"execution_count": 47,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 49,
"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": 50,
"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": 51,
"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": 52,
"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": 53,
"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": 54,
"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",
" 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",
"
\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",
" ... | \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",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \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",
" ... | \n",
" 0.0 | \n",
" 20.018 | \n",
" 147.708 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" NaN | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
5 rows × 23 columns
\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) ... 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": 54,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 55,
"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": 56,
"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": 57,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(9699.655, 9696.901000000002)"
]
},
"execution_count": 57,
"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": 58,
"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": 58,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 59,
"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": 60,
"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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",
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Financials"
]
},
{
"cell_type": "code",
"execution_count": 61,
"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": 62,
"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": 62,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 63,
"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.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": 64,
"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": 65,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "Total demand",
"text": "",
"type": "scatter",
"x": [
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"text/html": [
""
]
},
"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": 66,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
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"config": {
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},
"data": [
{
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"line": {
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},
"marker": {
"color": "rgba(70, 165, 121, 1.0)"
},
"name": "Tsource (VDG)",
"orientation": "v",
"type": "box",
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""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n",
" kind='box',\n",
" title='Smurfit Kappa: Source and Sink temperatures',\n",
" color=recoygreen,\n",
" yTitle='Temperature in degrees C',\n",
" legend=False,\n",
" asFigure=True,\n",
" dimensions=(800, 400)\n",
")\n",
"demands_fig"
]
},
{
"cell_type": "code",
"execution_count": 67,
"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",
" 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n",
" 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n",
" 'Combined Result'],\n",
" dtype='object')"
]
},
"execution_count": 67,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 101,
"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": "Tsource (NDG) - before",
"text": "",
"type": "scatter",
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