{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Imports"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/html": [
" \n",
" "
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"metadata": {},
"output_type": "display_data"
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"name": "stdout",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n",
"The autoreload extension is already loaded. To reload it, use:\n",
" %reload_ext autoreload\n"
]
}
],
"source": [
"from datetime import timedelta, datetime\n",
"import json\n",
"import pprint\n",
"from copy import deepcopy\n",
"import pytz\n",
"\n",
"import cufflinks\n",
"cufflinks.go_offline()\n",
"import numpy as np\n",
"from numpy.polynomial import Polynomial\n",
"import pandas as pd\n",
"from tqdm.notebook import tqdm\n",
"\n",
"import sys\n",
"\n",
"import os\n",
" \n",
"# Path to the folder containing the alternate version of PyRecoy\n",
"\n",
"alternate_pyrecoy_path = 'C:\\\\Users\\\\z004yn8c\\\\OneDrive - Siemens AG\\\\Documents\\\\GitHub\\\\Mooi-Kickstart\\\\pyrecoy\\\\pyrecoy'\n",
" \n",
"# Add the path to sys.path\n",
"\n",
"if alternate_pyrecoy_path not in sys.path:\n",
" sys.path.insert(0, alternate_pyrecoy_path)\n",
" \n",
"# Check if pyrecoy2 is already loaded, if so, reload it\n",
"if 'pyrecoy2' in sys.modules:\n",
" del sys.modules['pyrecoy2']\n",
"%reload_ext autoreload\n",
" \n",
"# Now import PyRecoy\n",
"\n",
"import pyrecoy2\n",
"\n",
"# Check the version or path to confirm\n",
"\n",
"print(pyrecoy2.__file__)\n",
"\n",
"\n",
"from pyrecoy2.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n",
"from pyrecoy2.colors import *\n",
"from pyrecoy2.converters import *\n",
"from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n",
"from pyrecoy2.framework import TimeFramework\n",
"from pyrecoy2.casestudy import CaseStudy\n",
"from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n",
"from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n",
"from pyrecoy2.sensitivity import SensitivityAnalysis\n",
"from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n",
"from pyrecoy2.forecasts import Mipf, Forecast\n",
"\n",
"%load_ext autoreload\n",
"%autoreload 2"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Development backlog"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"* aFRR (can improve the optimisation case)\n",
"* Report\n",
"\n",
"--\n",
"* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n",
"* Graphs\n",
" * EBITDA vs. baseline (earnings vs baseline)\n",
"* Show COP curves in different cases, just for illustration\n",
"* Energy report --> Check + add gas\n",
"* Fix comparison reports\n",
"* Model verification"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Meeting Notes"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"##### Meeting 25-11-2020"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"* aFRR can help optimisation case\n",
"* SDE++ should be included\n",
"* Tsource sensitivity really gives interesting insights\n",
"* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n",
"* AP TNO: Update/verify COP curve\n",
"* AP TNO: Update CAPEX\n",
"* AP Mark: \n",
" * Create graphs on COP curve with different Tsource, Tsink\n",
" * Generate table and output in .csv (send it to Andrew)\n",
"* Investigate opportunity to lower the COP and negative electricity prices\n",
" * Technically feasible, but not really needed/possible to do it in this project\n",
"* Could be interesting to run this model on a usecase with higher delta T\n",
"* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"# ENCORE : Heatpump Optimisation Framework\n",
"\n",
"***\n",
"© Mark Kremer \n",
"July 2020\n",
"##### Cases\n",
"In this model, 3 cases are compared:\n",
"* **Baseline** : All heat is supplied by steam turbine\n",
"* **Heatpump case** : All heat is supplied by heatpump\n",
"* **Hybrid case** : Steam turbine and heatpump run in hybrid mode, and are optimised on costs in real-time"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"#### Loading config"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"class Config():\n",
" start = '2019-01-01'\n",
" end = '2019-12-31'\n",
" # year = '2019'\n",
" # startdate = year + '-01-01'\n",
" # enddate = str(year) + '-12-31'\n",
" # start = datetime.strptime(startdate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n",
" # end = datetime.strptime(enddate, \"%Y-%m-%d\").astimezone(pytz.timezone('Europe/Amsterdam'))\n",
" # start = start.astimezone(pytz.UTC)\n",
" # end = end.astimezone(pytz.UTC)\n",
" \n",
" hp_vdg_e_power = 23.3 # MW\n",
" hp_ndg_e_power = 7.7 # MW\n",
" hp_min_load = 0\n",
" hp_lifetime = 25\n",
" hp_capex = 200_000 # EUR/MWth\n",
" hp_opex = 0.01 # in % of CAPEX\n",
" hp_devex = 0.005 # in % of CAPEX\n",
" \n",
" gb_power = 35 # MW\n",
" gb_efficiency = 0.9\n",
" \n",
" storage_power = 25\n",
" storage_volume = 1000\n",
" storage_cap_per_volume = 50 * 1e-3\n",
" storage_lifetime = 25\n",
" storage_temperature = 95\n",
" storage_min_level = storage_volume * storage_cap_per_volume * 0.05\n",
" storage_capex_per_MW = 7_000\n",
" storage_capex_per_MWh =5_000\n",
" storage_opex_perc_of_capex = 0.02\n",
" # storage_initial_level = 5\n",
" threshold = 20\n",
" \n",
" tax_bracket_g = 4 \n",
" tax_bracket_e = 4\n",
" \n",
" include_transport_costs = False\n",
" grid_operator = 'Liander'\n",
" connection_type = 'TS/MS'\n",
" \n",
" discount_rate = 0.1\n",
" project_duration = 12\n",
"\n",
" forecast = 'ForeNeg'\n",
" gas_price_multiplier = 1\n",
" e_price_multiplier = 1\n",
" e_price_volatility_multiplier = 1\n",
" co2_price_multiplier = 1\n",
" tsource_delta = 0\n",
" tsink_delta = 0\n",
" energy_tax_multiplier = 1\n",
" \n",
" # Review the SDE implementation\n",
" sde_base_amount = 81\n",
" longterm_gas_price = 24.00\n",
" longterm_co2_price = 37.90\n",
" sde_switch_price_correction = 40\n",
" \n",
" day_ahead_buying_perc = 0.3\n",
" \n",
" afrr_capacity_fee = 25_000\n",
"\n",
"c = Config()"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"class Store():\n",
" pass"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Model set-up"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"def load_demand_data(c, s):\n",
" demand = pd.read_csv('data/smurfit_demand_preprocessed.csv', delimiter=';', decimal=',')\n",
" dt_index = pd.date_range(\n",
" start=s.time_fw.start,\n",
" end=s.time_fw.start + timedelta(days=365), \n",
" freq='1T',\n",
" tz='Europe/Amsterdam')\n",
" dt_index = dt_index[:len(demand)]\n",
" demand.index = dt_index\n",
" demand['Total demand'] = demand['MW (VDG)'] + demand['MW (NDG)']\n",
" demand = demand[c.start:c.end]\n",
" return demand"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"s = Store()"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"testetss\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n",
"\n",
"The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\3838043831.py:3: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n"
]
}
],
"source": [
"def setup_model(c):\n",
" s = Store()\n",
" \n",
" s.time_fw = TimeFramework(start=c.start, end=c.end)\n",
" # s.minute_ix = s.time_fw.dt_index(freq='1T')\n",
" mipf = Mipf(None, start=s.time_fw.start, end=s.time_fw.end, from_database=True, add_days_to_start_end=False).data\n",
" s.mipf = mipf\n",
" s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n",
" s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n",
" #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n",
" #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n",
" #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n",
" s.storage_case_PCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_PCM', data=mipf)\n",
" # s.storage_case_TCM = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_TCM', data=mipf)\n",
" # s.storage_case_battery = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage_battery', data=mipf)\n",
" s.cases = list(CaseStudy.instances.values())\n",
" #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n",
" s.optcases = [s.hpcase, s.storage_case_PCM]\n",
" #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n",
" s.sde_cases = []\n",
" \n",
" s.demand = load_demand_data(c, s)\n",
" return s\n",
"\n",
"s = setup_model(c)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\2657160476.py:1: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n",
"\n",
"DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n",
"\n"
]
},
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
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"mode": "lines",
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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": 18,
"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": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.demand.describe()"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"# !pip show sqlalchemy"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"# !conda install -c conda-forge sqlalchemy=1.4.52"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"# python3 -m ensurepip --upgrade"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Load in data"
]
},
{
"cell_type": "code",
"execution_count": 23,
"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": 24,
"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": 25,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n"
]
}
],
"source": [
"def load_data(c, s):\n",
" if hasattr(s, 'afrr_case'):\n",
" s.afrr_case = add_afrr_prices(c, s.afrr_case)\n",
" \n",
" for case in s.cases:\n",
" case.add_gasprices()\n",
" case.add_co2prices(perMWh=True)\n",
" \n",
" case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n",
" case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n",
" case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n",
" \n",
" for case in s.optcases:\n",
" case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n",
" case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n",
" case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n",
" \n",
" case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n",
" case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n",
" \n",
" if hasattr(s, 'afrr_case'):\n",
" for case in [s.afrr_case]:\n",
" case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n",
" case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n",
" case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n",
" case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n",
"\n",
" s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n",
" s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n",
" for case in s.cases:\n",
" case.data = pd.concat([case.data, s.demand], axis=1) \n",
"\n",
" s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n",
" s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n",
" s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n",
" return s\n",
"\n",
"s = load_data(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
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\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" ForeNeg | \n",
" ForePos | \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",
" NaN | \n",
" NaN | \n",
" 20.83 | \n",
" 34.24 | \n",
" 6.6 | \n",
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" 0.0 | \n",
" 20.510 | \n",
" 147.620 | \n",
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" 0.0 | \n",
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\n",
" \n",
" | 2019-01-01 00:01:00+01:00 | \n",
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" 34.85 | \n",
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\n",
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" DAM POS NEG ForeNeg ForePos \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n",
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" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2019-01-01 00:00:00+01:00 20.83 34.24 \n",
"2019-01-01 00:01:00+01:00 20.83 34.24 \n",
"2019-01-01 00:02:00+01:00 20.83 34.24 \n",
"2019-01-01 00:03:00+01:00 20.83 34.24 \n",
"2019-01-01 00:04:00+01:00 20.83 34.24 \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n",
"2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n",
"2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n",
"2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n",
"2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n",
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]
},
"execution_count": 26,
"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": 29,
"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": 30,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{1.78609091} + \\text{1.43209091}\\,x$"
],
"text/plain": [
"Polynomial([1.78609091, 1.43209091], domain=[-1, 1], window=[-1, 1], symbol='x')"
]
},
"execution_count": 30,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 63)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$"
],
"text/plain": [
"Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')"
]
},
"execution_count": 31,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cop_curve(140, 73)"
]
},
{
"cell_type": "code",
"execution_count": 32,
"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": 33,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)"
]
},
{
"cell_type": "code",
"execution_count": 35,
"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": 36,
"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": 37,
"metadata": {
"tags": [
"exclude"
]
},
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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": 38,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
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"dash": "solid",
"shape": "linear",
"width": 1.3
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"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": 39,
"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": 40,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"data": {
"text/latex": [
"$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$"
],
"text/plain": [
"Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1], symbol='x')"
]
},
"execution_count": 40,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"sourceT = 63 + 273\n",
"sinkT = 140 + 273\n",
"cop_curve_new(sourceT, sinkT)"
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},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {
"tags": [
"exclude"
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},
"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": 42,
"metadata": {
"tags": [
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"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": 43,
"metadata": {
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},
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"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": 44,
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""
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"source": [
"sourceTs = np.arange(25, 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": 45,
"metadata": {
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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": 46,
"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": "",
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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": 48,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def create_and_assign_assets(c, s):\n",
" heatpump_vdg = Heatpump(\n",
" name='Heatpump VDG',\n",
" max_th_power=c.hp_vdg_e_power,\n",
" min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" heatpump_ndg = Heatpump(\n",
" name='Heatpump NDG',\n",
" max_th_power=c.hp_ndg_e_power,\n",
" min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n",
" cop_curve=cop_curve_new\n",
" )\n",
"\n",
" capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n",
" capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n",
" heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n",
" heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n",
"\n",
" gasboiler = GasBoiler(\n",
" name='Gasboiler',\n",
" max_th_output=c.gb_power,\n",
" efficiency=c.gb_efficiency\n",
" )\n",
" gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n",
" \n",
" waterstorage = HotWaterStorage(\n",
" name='HotWaterStorage',\n",
" rated_power=c.storage_power, \n",
" capacity_per_volume=c.storage_cap_per_volume,\n",
" volume=c.storage_volume, \n",
" temperature=c.storage_temperature,\n",
" min_storagelevel=c.storage_min_level,\n",
" # initial_storagelevel=c.storage_initial_level\n",
" )\n",
" capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n",
" opex_ws = c.storage_opex_perc_of_capex * capex_ws\n",
" waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n",
" \n",
" s.baseline.add_asset(gasboiler)\n",
" s.hpcase.add_asset(heatpump_vdg)\n",
" s.hpcase.add_asset(heatpump_ndg)\n",
" s.storage_case_PCM.add_asset(heatpump_vdg)\n",
" s.storage_case_PCM.add_asset(heatpump_ndg)\n",
" s.storage_case_PCM.add_asset(waterstorage)\n",
"# s.hpcase_sde.add_asset(heatpump_vdg)\n",
"# s.hpcase_sde.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(heatpump_vdg)\n",
"# s.optcase1.add_asset(heatpump_ndg)\n",
"# s.optcase1.add_asset(gasboiler)\n",
"# s.afrr_case.add_asset(heatpump_vdg)\n",
"# s.afrr_case.add_asset(heatpump_ndg)\n",
"# s.afrr_case.add_asset(gasboiler)\n",
" return s\n",
"\n",
"s = create_and_assign_assets(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 49,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)"
]
},
"execution_count": 49,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.assets['HotWaterStorage']"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Optimization"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"### Strategies"
]
},
{
"cell_type": "code",
"execution_count": 52,
"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": 53,
"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": 54,
"metadata": {},
"outputs": [],
"source": [
"Tref = 0\n",
"Cp = 4190 #J/kgK\n",
"MWtoJs = 1000_000\n",
"\n",
"def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n",
" return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n",
"def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n",
" return hp_heat_output_MW - process_demand_MW #MW\n",
"\n",
"def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n",
" discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n",
" \n",
" combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n",
" if combined_mass_flow == 0:\n",
" return Tsource\n",
" else: \n",
" return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {},
"outputs": [],
"source": [
"def hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg):\n",
" \n",
" from_storage_vdg_MW = 0\n",
" to_storage_vdg_MW = 0 \n",
" from_storage_ndg_MW = 0\n",
" to_storage_ndg_MW = 0 \n",
" \n",
" if neg < dam - c.threshold:\n",
" # overproduce\n",
" if demand_vdg != 0:\n",
" desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
" to_storage_vdg_MW = th_load_vdg - demand_vdg\n",
" to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n",
"\n",
" extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" \n",
" if demand_ndg != 0:\n",
" desired_hp_load_ndg = min(\n",
" demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n",
" hp_ndg.max_th_power\n",
" )\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" to_storage_ndg_MW = th_load_ndg - demand_ndg\n",
" to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" \n",
"\n",
" elif pos > dam + c.threshold:\n",
" # take from storage\n",
" if demand_vdg != 0:\n",
" from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n",
" try:\n",
" from_storage_vdg_MW = ws.discharging_power_limit\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n",
"\n",
" from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n",
" else:\n",
" e_load_vdg, th_load_vdg = (0,0)\n",
" \n",
" #print({f'from_storage_vdg_MW='})\n",
" if demand_ndg != 0:\n",
" from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n",
" \n",
" try:\n",
" from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
" except: \n",
" from_storage_vdg_MW = 0\n",
" tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n",
"\n",
" from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n",
" else:\n",
" e_load_ndg, th_load_ndg = (0,0)\n",
" else:\n",
" e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n",
" heat_output=demand_vdg,\n",
" Tsink=tsink_vdg,\n",
" Tsource=tsource_vdg\n",
" )\n",
"\n",
" e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n",
" heat_output=demand_ndg,\n",
" Tsink=tsink_ndg,\n",
" Tsource=tsource_ndg\n",
" )\n",
" return e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg\n",
"# Neg-take price, Pos-feed price"
]
},
{
"cell_type": "code",
"execution_count": 56,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def hponly_with_storage(case):\n",
" hp_vdg = case.assets['Heatpump VDG']\n",
" hp_ndg = case.assets['Heatpump NDG']\n",
" ws = case.assets['HotWaterStorage']\n",
" demands_vdg = case.data['MW (VDG)'].to_list()\n",
" demands_ndg = case.data['MW (NDG)'].to_list()\n",
" Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n",
" Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n",
" Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n",
" Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n",
" dam_prices = case.data['DAM'].to_list()\n",
" pos_prices = case.data['POS'].to_list()\n",
" neg_prices = case.data['NEG'].to_list()\n",
"\n",
" hp_vdg_input = [0] * len(case.data)\n",
" hp_ndg_input = [0] * len(case.data)\n",
" hp_vdg_output = [0] * len(case.data)\n",
" hp_ndg_output = [0] * len(case.data)\n",
"\n",
" minutes = len(case.data)\n",
" storage_levels = [None] * minutes\n",
" to_storage_list = [0] * minutes\n",
" from_storage_vdg_list = [0] * minutes\n",
" to_storage_vdg_list = [0] * minutes\n",
" from_storage_ndg_list = [0] * minutes\n",
" to_storage_ndg_list = [0] * minutes\n",
" \n",
" new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n",
" new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n",
" \n",
" ws.set_chargelevel(ws.min_chargelevel)\n",
" \n",
" for m in range(minutes):\n",
" tsource_vdg = Tsource_vdg[m]\n",
" tsink_vdg = Tsink_vdg[m]\n",
" tsource_ndg = Tsource_ndg[m]\n",
" tsink_ndg = Tsink_ndg[m]\n",
" demand_vdg = demands_vdg[m]\n",
" demand_ndg = demands_ndg[m]\n",
" \n",
" e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg = hp_storage_opt_enginge(\n",
" c, ws, hp_vdg, hp_ndg, pos_prices[m], neg_prices[m], dam_prices[m], demand_vdg, demand_ndg, \n",
" tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg\n",
" )\n",
" \n",
" hp_vdg_input[m] = e_load_vdg\n",
" hp_vdg_output[m] = th_load_vdg\n",
" hp_ndg_input[m] = e_load_ndg\n",
" hp_ndg_output[m] = th_load_ndg\n",
" \n",
" storage_levels[m] = ws.chargelevel\n",
" new_tsources_vdg[m] = tsource_vdg\n",
" new_tsources_ndg[m] = tsource_ndg\n",
" to_storage_vdg_list[m] = to_storage_vdg_MW\n",
" from_storage_vdg_list[m] = from_storage_vdg_MW\n",
" to_storage_ndg_list[m] = to_storage_ndg_MW\n",
" from_storage_ndg_list[m] = from_storage_ndg_MW\n",
" \n",
" case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n",
" case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n",
" case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n",
" case.data['tsource_vdg'] = new_tsources_vdg\n",
" case.data['tsource_ndg'] = new_tsources_ndg\n",
" case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n",
" case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n",
" case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n",
" case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n",
" case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n",
" case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n",
" case.data['storage_level_MWh'] = storage_levels\n",
" \n",
" for col in case.data.columns:\n",
" if col.endswith('MW'):\n",
" case.data[col + 'h'] = case.data[col] / 60\n",
"\n",
" case.data = case.data.round(3)\n",
" return case\n"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [],
"source": [
"# charge_times = print(sum(s.storage_case_PCM.data['to_storage_MW']!= 0))\n",
"# discharge_times = print(sum(s.storage_case_PCM.data['from_storage_MW']!= 0))\n",
"# # 154476 times out of 525600, the storage is used to charge/dischage\n",
"# # from 39 000 to 110 000 discharge time increases\n"
]
},
{
"cell_type": "code",
"execution_count": 58,
"metadata": {},
"outputs": [],
"source": [
"s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" ForeNeg | \n",
" ForePos | \n",
" Gas prices (€/MWh) | \n",
" CO2 prices (€/ton) | \n",
" CO2 prices (€/MWh) | \n",
" Tsource (VDG) | \n",
" Tsink (VDG) | \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",
" | 2019-06-13 12:06:00+02:00 | \n",
" 28.42 | \n",
" 26.16 | \n",
" 26.16 | \n",
" 21.83 | \n",
" 21.28 | \n",
" 11.4 | \n",
" 26.53 | \n",
" 5.12 | \n",
" 64.848 | \n",
" 150.986 | \n",
" ... | \n",
" 0.0 | \n",
" 2.500 | \n",
" 0.472 | \n",
" -0.087 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-31 20:10:00+02:00 | \n",
" 47.26 | \n",
" 23.08 | \n",
" 31.02 | \n",
" 17.23 | \n",
" 11.80 | \n",
" 9.5 | \n",
" 27.82 | \n",
" 5.37 | \n",
" 65.050 | \n",
" 158.440 | \n",
" ... | \n",
" 0.0 | \n",
" 3.381 | \n",
" 0.459 | \n",
" -0.088 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
2 rows × 35 columns
\n",
"
"
],
"text/plain": [
" DAM POS NEG ForeNeg ForePos \\\n",
"2019-06-13 12:06:00+02:00 28.42 26.16 26.16 21.83 21.28 \n",
"2019-05-31 20:10:00+02:00 47.26 23.08 31.02 17.23 11.80 \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2019-06-13 12:06:00+02:00 11.4 26.53 \n",
"2019-05-31 20:10:00+02:00 9.5 27.82 \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2019-06-13 12:06:00+02:00 5.12 64.848 150.986 \n",
"2019-05-31 20:10:00+02:00 5.37 65.050 158.440 \n",
"\n",
" ... from_storage_MW storage_level_MWh \\\n",
"2019-06-13 12:06:00+02:00 ... 0.0 2.500 \n",
"2019-05-31 20:10:00+02:00 ... 0.0 3.381 \n",
"\n",
" hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n",
"2019-06-13 12:06:00+02:00 0.472 -0.087 0.0 \n",
"2019-05-31 20:10:00+02:00 0.459 -0.088 0.0 \n",
"\n",
" from_storage_ndg_MWh to_storage_vdg_MWh \\\n",
"2019-06-13 12:06:00+02:00 0.0 0.0 \n",
"2019-05-31 20:10:00+02:00 0.0 0.0 \n",
"\n",
" from_storage_vdg_MWh to_storage_MWh \\\n",
"2019-06-13 12:06:00+02:00 0.0 0.0 \n",
"2019-05-31 20:10:00+02:00 0.0 0.0 \n",
"\n",
" from_storage_MWh \n",
"2019-06-13 12:06:00+02:00 0.0 \n",
"2019-05-31 20:10:00+02:00 0.0 \n",
"\n",
"[2 rows x 35 columns]"
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.sample(2)"
]
},
{
"cell_type": "code",
"execution_count": 60,
"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",
" 24.354581 | \n",
" 0.894045 | \n",
" 23.460537 | \n",
"
\n",
" \n",
" | std | \n",
" 11.278173 | \n",
" 51.226931 | \n",
" 52.003252 | \n",
" 7.151966 | \n",
" 2.633376 | \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",
" 22.760000 | \n",
" 0.000000 | \n",
" 22.676000 | \n",
"
\n",
" \n",
" | 50% | \n",
" 39.700000 | \n",
" 31.110000 | \n",
" 32.160000 | \n",
" 26.980000 | \n",
" 0.000000 | \n",
" 26.441000 | \n",
"
\n",
" \n",
" | 75% | \n",
" 47.392500 | \n",
" 40.900000 | \n",
" 42.540000 | \n",
" 28.010000 | \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 24.354581 \n",
"std 11.278173 51.226931 52.003252 7.151966 \n",
"min -9.020000 -487.650000 -487.650000 0.000000 \n",
"25% 34.100000 24.470000 25.530000 22.760000 \n",
"50% 39.700000 31.110000 32.160000 26.980000 \n",
"75% 47.392500 40.900000 42.540000 28.010000 \n",
"max 121.460000 936.120000 936.120000 31.000000 \n",
"\n",
" to_storage_MW Total demand \n",
"count 525600.000000 525600.000000 \n",
"mean 0.894045 23.460537 \n",
"std 2.633376 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": 60,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()"
]
},
{
"cell_type": "code",
"execution_count": 61,
"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",
" | 2019-05-21 07:26:00+02:00 | \n",
" 49.92 | \n",
" 30.70 | \n",
" 30.70 | \n",
" 22.866 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.866 | \n",
"
\n",
" \n",
" | 2019-02-28 09:11:00+01:00 | \n",
" 57.30 | \n",
" 46.65 | \n",
" 46.65 | \n",
" 28.214 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 28.214 | \n",
"
\n",
" \n",
" | 2019-05-13 14:44:00+02:00 | \n",
" 31.33 | \n",
" 31.82 | \n",
" 31.82 | \n",
" 22.878 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.878 | \n",
"
\n",
" \n",
" | 2019-03-05 12:01:00+01:00 | \n",
" 42.59 | \n",
" 29.08 | \n",
" 29.08 | \n",
" 22.896 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.896 | \n",
"
\n",
" \n",
" | 2019-04-15 00:58:00+02:00 | \n",
" 45.64 | \n",
" 39.68 | \n",
" 39.68 | \n",
" 27.234 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.234 | \n",
"
\n",
" \n",
" | 2019-02-05 08:15:00+01:00 | \n",
" 70.30 | \n",
" 40.19 | \n",
" 40.19 | \n",
" 31.000 | \n",
" 1.435 | \n",
" 0.0 | \n",
" 29.565 | \n",
"
\n",
" \n",
" | 2019-12-03 09:08:00+01:00 | \n",
" 71.00 | \n",
" 35.74 | \n",
" 35.74 | \n",
" 31.000 | \n",
" 3.102 | \n",
" 0.0 | \n",
" 27.898 | \n",
"
\n",
" \n",
" | 2019-07-29 14:22:00+02:00 | \n",
" 39.14 | \n",
" 28.63 | \n",
" 28.63 | \n",
" 27.662 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.662 | \n",
"
\n",
" \n",
" | 2019-10-28 07:22:00+01:00 | \n",
" 48.47 | \n",
" 16.78 | \n",
" 16.78 | \n",
" 31.000 | \n",
" 3.404 | \n",
" 0.0 | \n",
" 27.596 | \n",
"
\n",
" \n",
" | 2019-12-13 19:29:00+01:00 | \n",
" 42.79 | \n",
" 29.17 | \n",
" 29.17 | \n",
" 22.863 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.863 | \n",
"
\n",
" \n",
" | 2019-11-16 03:44:00+01:00 | \n",
" 37.19 | \n",
" 29.05 | \n",
" 29.05 | \n",
" 20.872 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.872 | \n",
"
\n",
" \n",
" | 2019-10-19 07:58:00+02:00 | \n",
" 29.70 | \n",
" 33.28 | \n",
" 33.28 | \n",
" 0.000 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 0.000 | \n",
"
\n",
" \n",
" | 2019-06-06 04:02:00+02:00 | \n",
" 24.06 | \n",
" 24.32 | \n",
" 26.55 | \n",
" 5.544 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 5.544 | \n",
"
\n",
" \n",
" | 2019-11-07 22:02:00+01:00 | \n",
" 37.30 | \n",
" -41.18 | \n",
" -41.18 | \n",
" 31.000 | \n",
" 10.196 | \n",
" 0.0 | \n",
" 20.804 | \n",
"
\n",
" \n",
" | 2019-03-20 01:05:00+01:00 | \n",
" 36.30 | \n",
" -10.72 | \n",
" 36.20 | \n",
" 20.925 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 20.925 | \n",
"
\n",
" \n",
" | 2019-11-22 03:45:00+01:00 | \n",
" 34.50 | \n",
" 34.04 | \n",
" 34.04 | \n",
" 22.740 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.740 | \n",
"
\n",
" \n",
" | 2019-03-31 10:06:00+02:00 | \n",
" 37.42 | \n",
" 42.86 | \n",
" 42.86 | \n",
" 27.816 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.816 | \n",
"
\n",
" \n",
" | 2019-09-18 03:49:00+02:00 | \n",
" 26.74 | \n",
" 27.25 | \n",
" 27.25 | \n",
" 22.828 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 22.828 | \n",
"
\n",
" \n",
" | 2019-08-13 09:33:00+02:00 | \n",
" 40.85 | \n",
" 21.03 | \n",
" 21.03 | \n",
" 27.402 | \n",
" 0.000 | \n",
" 0.0 | \n",
" 27.402 | \n",
"
\n",
" \n",
" | 2019-01-26 21:05:00+01:00 | \n",
" 44.99 | \n",
" 6.78 | \n",
" 6.78 | \n",
" 31.000 | \n",
" 10.305 | \n",
" 0.0 | \n",
" 20.695 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG hp_output_MW to_storage_MW \\\n",
"2019-05-21 07:26:00+02:00 49.92 30.70 30.70 22.866 0.000 \n",
"2019-02-28 09:11:00+01:00 57.30 46.65 46.65 28.214 0.000 \n",
"2019-05-13 14:44:00+02:00 31.33 31.82 31.82 22.878 0.000 \n",
"2019-03-05 12:01:00+01:00 42.59 29.08 29.08 22.896 0.000 \n",
"2019-04-15 00:58:00+02:00 45.64 39.68 39.68 27.234 0.000 \n",
"2019-02-05 08:15:00+01:00 70.30 40.19 40.19 31.000 1.435 \n",
"2019-12-03 09:08:00+01:00 71.00 35.74 35.74 31.000 3.102 \n",
"2019-07-29 14:22:00+02:00 39.14 28.63 28.63 27.662 0.000 \n",
"2019-10-28 07:22:00+01:00 48.47 16.78 16.78 31.000 3.404 \n",
"2019-12-13 19:29:00+01:00 42.79 29.17 29.17 22.863 0.000 \n",
"2019-11-16 03:44:00+01:00 37.19 29.05 29.05 20.872 0.000 \n",
"2019-10-19 07:58:00+02:00 29.70 33.28 33.28 0.000 0.000 \n",
"2019-06-06 04:02:00+02:00 24.06 24.32 26.55 5.544 0.000 \n",
"2019-11-07 22:02:00+01:00 37.30 -41.18 -41.18 31.000 10.196 \n",
"2019-03-20 01:05:00+01:00 36.30 -10.72 36.20 20.925 0.000 \n",
"2019-11-22 03:45:00+01:00 34.50 34.04 34.04 22.740 0.000 \n",
"2019-03-31 10:06:00+02:00 37.42 42.86 42.86 27.816 0.000 \n",
"2019-09-18 03:49:00+02:00 26.74 27.25 27.25 22.828 0.000 \n",
"2019-08-13 09:33:00+02:00 40.85 21.03 21.03 27.402 0.000 \n",
"2019-01-26 21:05:00+01:00 44.99 6.78 6.78 31.000 10.305 \n",
"\n",
" from_storage_MW Total demand \n",
"2019-05-21 07:26:00+02:00 0.0 22.866 \n",
"2019-02-28 09:11:00+01:00 0.0 28.214 \n",
"2019-05-13 14:44:00+02:00 0.0 22.878 \n",
"2019-03-05 12:01:00+01:00 0.0 22.896 \n",
"2019-04-15 00:58:00+02:00 0.0 27.234 \n",
"2019-02-05 08:15:00+01:00 0.0 29.565 \n",
"2019-12-03 09:08:00+01:00 0.0 27.898 \n",
"2019-07-29 14:22:00+02:00 0.0 27.662 \n",
"2019-10-28 07:22:00+01:00 0.0 27.596 \n",
"2019-12-13 19:29:00+01:00 0.0 22.863 \n",
"2019-11-16 03:44:00+01:00 0.0 20.872 \n",
"2019-10-19 07:58:00+02:00 0.0 0.000 \n",
"2019-06-06 04:02:00+02:00 0.0 5.544 \n",
"2019-11-07 22:02:00+01:00 0.0 20.804 \n",
"2019-03-20 01:05:00+01:00 0.0 20.925 \n",
"2019-11-22 03:45:00+01:00 0.0 22.740 \n",
"2019-03-31 10:06:00+02:00 0.0 27.816 \n",
"2019-09-18 03:49:00+02:00 0.0 22.828 \n",
"2019-08-13 09:33:00+02:00 0.0 27.402 \n",
"2019-01-26 21:05:00+01:00 0.0 20.695 "
]
},
"execution_count": 61,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'from_storage_MW','Total demand']].sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 62,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n",
" 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n",
" 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n",
" 'Total demand'],\n",
" dtype='object')"
]
},
"execution_count": 62,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 63,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n",
" 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n",
" 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n",
" 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n",
" 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n",
" 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n",
" 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 63,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 64,
"metadata": {},
"outputs": [],
"source": [
"# hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'hp_input_MW', 'hp_output_MW', 'cop', 'Total demand']]\n",
"hp_selection = s.hpcase.data[['DAM', 'POS', 'NEG', 'Total demand']]\n",
"storage_selection = s.storage_case_PCM.data[['hp_input_MW', 'hp_output_MW', 'cop', 'to_storage_MW', 'from_storage_MW']]\n",
"\n",
"selection = pd.concat([hp_selection, storage_selection], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 65,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \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",
" | 2019-12-29 23:50:00+01:00 | \n",
" 30.40 | \n",
" -64.68 | \n",
" -64.68 | \n",
" 22.670 | \n",
" -4.869 | \n",
" 31.000 | \n",
" 6.367 | \n",
" 8.330 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-05-12 06:54:00+02:00 | \n",
" 28.10 | \n",
" 31.20 | \n",
" 31.20 | \n",
" 20.872 | \n",
" -3.573 | \n",
" 20.872 | \n",
" 5.842 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-01-03 03:03:00+01:00 | \n",
" 44.00 | \n",
" 50.42 | \n",
" 50.42 | \n",
" 27.982 | \n",
" -5.165 | \n",
" 27.982 | \n",
" 5.417 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-28 20:10:00+01:00 | \n",
" 46.36 | \n",
" 192.12 | \n",
" 192.12 | \n",
" 22.800 | \n",
" -4.152 | \n",
" 22.800 | \n",
" 5.491 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-06-24 00:00:00+02:00 | \n",
" 26.97 | \n",
" 17.62 | \n",
" 17.62 | \n",
" 27.650 | \n",
" -4.953 | \n",
" 27.650 | \n",
" 5.582 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-06 15:33:00+01:00 | \n",
" 57.39 | \n",
" 254.52 | \n",
" 254.52 | \n",
" 26.898 | \n",
" -4.352 | \n",
" 26.898 | \n",
" 6.180 | \n",
" 0.000 | \n",
" 25.0 | \n",
"
\n",
" \n",
" | 2019-12-16 09:39:00+01:00 | \n",
" 46.10 | \n",
" 44.95 | \n",
" 44.95 | \n",
" 20.771 | \n",
" -3.505 | \n",
" 20.771 | \n",
" 5.926 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-03-13 03:58:00+01:00 | \n",
" 37.40 | \n",
" 29.82 | \n",
" 29.82 | \n",
" 20.798 | \n",
" -3.608 | \n",
" 20.798 | \n",
" 5.764 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-12-11 19:07:00+01:00 | \n",
" 53.46 | \n",
" 61.06 | \n",
" 61.06 | \n",
" 26.794 | \n",
" -4.891 | \n",
" 26.794 | \n",
" 5.478 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-09-11 17:18:00+02:00 | \n",
" 33.06 | \n",
" 74.80 | \n",
" 74.80 | \n",
" 28.336 | \n",
" -5.222 | \n",
" 28.336 | \n",
" 5.426 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-24 08:32:00+01:00 | \n",
" 45.12 | \n",
" 54.62 | \n",
" 54.62 | \n",
" 29.656 | \n",
" -5.393 | \n",
" 29.656 | \n",
" 5.498 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-02-20 02:10:00+01:00 | \n",
" 32.95 | \n",
" 37.45 | \n",
" 37.45 | \n",
" 22.700 | \n",
" -3.931 | \n",
" 22.700 | \n",
" 5.775 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-11-06 21:13:00+01:00 | \n",
" 47.52 | \n",
" 254.52 | \n",
" 254.52 | \n",
" 23.001 | \n",
" -3.498 | \n",
" 23.001 | \n",
" 6.576 | \n",
" 0.000 | \n",
" 25.0 | \n",
"
\n",
" \n",
" | 2019-04-16 02:03:00+02:00 | \n",
" 36.66 | \n",
" 36.24 | \n",
" 36.24 | \n",
" 0.000 | \n",
" -0.000 | \n",
" 0.000 | \n",
" NaN | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-19 13:42:00+02:00 | \n",
" 39.59 | \n",
" 27.84 | \n",
" 27.84 | \n",
" 20.798 | \n",
" -3.532 | \n",
" 20.798 | \n",
" 5.889 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-08-17 18:39:00+02:00 | \n",
" 34.45 | \n",
" 25.31 | \n",
" 25.31 | \n",
" 20.656 | \n",
" -3.526 | \n",
" 20.656 | \n",
" 5.859 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-30 12:31:00+02:00 | \n",
" 42.10 | \n",
" -0.89 | \n",
" -0.89 | \n",
" 27.549 | \n",
" -5.547 | \n",
" 31.000 | \n",
" 5.589 | \n",
" 3.451 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-07-07 22:09:00+02:00 | \n",
" 37.02 | \n",
" 26.60 | \n",
" 26.60 | \n",
" 22.711 | \n",
" -4.194 | \n",
" 22.711 | \n",
" 5.415 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-02-24 19:17:00+01:00 | \n",
" 51.47 | \n",
" 36.45 | \n",
" 36.45 | \n",
" 22.856 | \n",
" -3.973 | \n",
" 22.856 | \n",
" 5.753 | \n",
" 0.000 | \n",
" 0.0 | \n",
"
\n",
" \n",
" | 2019-04-18 18:15:00+02:00 | \n",
" 45.09 | \n",
" 23.44 | \n",
" 23.44 | \n",
" 20.835 | \n",
" -4.424 | \n",
" 31.000 | \n",
" 7.007 | \n",
" 10.165 | \n",
" 0.0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" DAM POS NEG Total demand hp_input_MW \\\n",
"2019-12-29 23:50:00+01:00 30.40 -64.68 -64.68 22.670 -4.869 \n",
"2019-05-12 06:54:00+02:00 28.10 31.20 31.20 20.872 -3.573 \n",
"2019-01-03 03:03:00+01:00 44.00 50.42 50.42 27.982 -5.165 \n",
"2019-03-28 20:10:00+01:00 46.36 192.12 192.12 22.800 -4.152 \n",
"2019-06-24 00:00:00+02:00 26.97 17.62 17.62 27.650 -4.953 \n",
"2019-11-06 15:33:00+01:00 57.39 254.52 254.52 26.898 -4.352 \n",
"2019-12-16 09:39:00+01:00 46.10 44.95 44.95 20.771 -3.505 \n",
"2019-03-13 03:58:00+01:00 37.40 29.82 29.82 20.798 -3.608 \n",
"2019-12-11 19:07:00+01:00 53.46 61.06 61.06 26.794 -4.891 \n",
"2019-09-11 17:18:00+02:00 33.06 74.80 74.80 28.336 -5.222 \n",
"2019-11-24 08:32:00+01:00 45.12 54.62 54.62 29.656 -5.393 \n",
"2019-02-20 02:10:00+01:00 32.95 37.45 37.45 22.700 -3.931 \n",
"2019-11-06 21:13:00+01:00 47.52 254.52 254.52 23.001 -3.498 \n",
"2019-04-16 02:03:00+02:00 36.66 36.24 36.24 0.000 -0.000 \n",
"2019-07-19 13:42:00+02:00 39.59 27.84 27.84 20.798 -3.532 \n",
"2019-08-17 18:39:00+02:00 34.45 25.31 25.31 20.656 -3.526 \n",
"2019-07-30 12:31:00+02:00 42.10 -0.89 -0.89 27.549 -5.547 \n",
"2019-07-07 22:09:00+02:00 37.02 26.60 26.60 22.711 -4.194 \n",
"2019-02-24 19:17:00+01:00 51.47 36.45 36.45 22.856 -3.973 \n",
"2019-04-18 18:15:00+02:00 45.09 23.44 23.44 20.835 -4.424 \n",
"\n",
" hp_output_MW cop to_storage_MW from_storage_MW \n",
"2019-12-29 23:50:00+01:00 31.000 6.367 8.330 0.0 \n",
"2019-05-12 06:54:00+02:00 20.872 5.842 0.000 0.0 \n",
"2019-01-03 03:03:00+01:00 27.982 5.417 0.000 0.0 \n",
"2019-03-28 20:10:00+01:00 22.800 5.491 0.000 0.0 \n",
"2019-06-24 00:00:00+02:00 27.650 5.582 0.000 0.0 \n",
"2019-11-06 15:33:00+01:00 26.898 6.180 0.000 25.0 \n",
"2019-12-16 09:39:00+01:00 20.771 5.926 0.000 0.0 \n",
"2019-03-13 03:58:00+01:00 20.798 5.764 0.000 0.0 \n",
"2019-12-11 19:07:00+01:00 26.794 5.478 0.000 0.0 \n",
"2019-09-11 17:18:00+02:00 28.336 5.426 0.000 0.0 \n",
"2019-11-24 08:32:00+01:00 29.656 5.498 0.000 0.0 \n",
"2019-02-20 02:10:00+01:00 22.700 5.775 0.000 0.0 \n",
"2019-11-06 21:13:00+01:00 23.001 6.576 0.000 25.0 \n",
"2019-04-16 02:03:00+02:00 0.000 NaN 0.000 0.0 \n",
"2019-07-19 13:42:00+02:00 20.798 5.889 0.000 0.0 \n",
"2019-08-17 18:39:00+02:00 20.656 5.859 0.000 0.0 \n",
"2019-07-30 12:31:00+02:00 31.000 5.589 3.451 0.0 \n",
"2019-07-07 22:09:00+02:00 22.711 5.415 0.000 0.0 \n",
"2019-02-24 19:17:00+01:00 22.856 5.753 0.000 0.0 \n",
"2019-04-18 18:15:00+02:00 31.000 7.007 10.165 0.0 "
]
},
"execution_count": 65,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.sample(20)"
]
},
{
"cell_type": "code",
"execution_count": 66,
"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 -4.359432\n",
"hp_output_MW 24.354581\n",
"cop 5.573655\n",
"to_storage_MW 0.894045\n",
"from_storage_MW 0.888908\n",
"dtype: float64"
]
},
"execution_count": 66,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"selection.mean()"
]
},
{
"cell_type": "code",
"execution_count": 67,
"metadata": {},
"outputs": [],
"source": [
"########################\n",
"\n",
"# This is where we left\n",
"\n",
"########################"
]
},
{
"cell_type": "code",
"execution_count": 68,
"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": 69,
"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": 71,
"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": 72,
"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": 74,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [],
"source": [
"def run_optimisation(c, s):\n",
" s.baseline = baseline_sim(s.baseline)\n",
" s.hpcase = hponly(s.hpcase)\n",
" s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)\n",
"# s.hpcase_sde.assign_algorithm(hponly)\n",
"# s.hpcase_sde.run()\n",
" \n",
"# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n",
"# s.optcase1.run(decimals=2, s=s)\n",
" \n",
"# s.afrr_case.assign_algorithm(aFRR_optimisation)\n",
"# s.afrr_case.run(s=s)\n",
" \n",
" for case in [s.hpcase, s.storage_case_PCM]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n",
" \n",
" return s\n",
"\n",
"s = run_optimisation(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 75,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.451794715081109"
]
},
"execution_count": 75,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data['hp_output_MW'].sum() /s.hpcase.data['hp_input_MW'].abs().sum() "
]
},
{
"cell_type": "code",
"execution_count": 76,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"5.586642522442619"
]
},
"execution_count": 76,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data['hp_output_MW'].sum() /s.storage_case_PCM.data['hp_input_MW'].abs().sum() "
]
},
{
"cell_type": "code",
"execution_count": 77,
"metadata": {},
"outputs": [
{
"data": {
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" | \n",
" DAM | \n",
" POS | \n",
" NEG | \n",
" ForeNeg | \n",
" ForePos | \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",
" hp_output_MW | \n",
" hp_input_MW | \n",
" cop | \n",
" hp_output_MWh | \n",
" hp_input_MWh | \n",
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\n",
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" NaN | \n",
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"text/plain": [
" DAM POS NEG ForeNeg ForePos \\\n",
"2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n",
"\n",
" Gas prices (€/MWh) CO2 prices (€/ton) \\\n",
"2019-01-01 00:00:00+01:00 20.83 34.24 \n",
"2019-01-01 00:01:00+01:00 20.83 34.24 \n",
"2019-01-01 00:02:00+01:00 20.83 34.24 \n",
"2019-01-01 00:03:00+01:00 20.83 34.24 \n",
"2019-01-01 00:04:00+01:00 20.83 34.24 \n",
"\n",
" CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n",
"2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n",
"2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n",
"2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n",
"2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n",
"2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n",
"\n",
" MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n",
"2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n",
"\n",
" Total demand hp_output_MW hp_input_MW cop \\\n",
"2019-01-01 00:00:00+01:00 0.0 0.0 0.0 NaN \n",
"2019-01-01 00:01:00+01:00 0.0 0.0 0.0 NaN \n",
"2019-01-01 00:02:00+01:00 0.0 0.0 0.0 NaN \n",
"2019-01-01 00:03:00+01:00 0.0 0.0 0.0 NaN \n",
"2019-01-01 00:04:00+01:00 0.0 0.0 0.0 NaN \n",
"\n",
" hp_output_MWh hp_input_MWh \n",
"2019-01-01 00:00:00+01:00 0.0 0.0 \n",
"2019-01-01 00:01:00+01:00 0.0 0.0 \n",
"2019-01-01 00:02:00+01:00 0.0 0.0 \n",
"2019-01-01 00:03:00+01:00 0.0 0.0 \n",
"2019-01-01 00:04:00+01:00 0.0 0.0 "
]
},
"execution_count": 77,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.hpcase.data.head()"
]
},
{
"cell_type": "code",
"execution_count": 78,
"metadata": {},
"outputs": [],
"source": [
"vis_data = s.storage_case_PCM.data[[\n",
" 'storage_level_MWh', \n",
" #'to_storage_ndg_MW', \n",
" #'to_storage_vdg_MW', \n",
" 'to_storage_MW', \n",
" #'from_storage_ndg_MW', \n",
" #'from_storage_vdg_MW',\n",
" 'from_storage_MW'\n",
"]]\n",
"\n",
"cops = pd.concat([s.hpcase.data['cop'], s.storage_case_PCM.data['cop']], axis=1)\n",
"vis_data = pd.concat([vis_data, cops], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 79,
"metadata": {},
"outputs": [],
"source": [
"# vis_data.loc['2023-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))"
]
},
{
"cell_type": "code",
"execution_count": 80,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(7832.109, 7792.947)"
]
},
"execution_count": 80,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"total_to_storage = s.storage_case_PCM.data['to_storage_MWh'].sum()\n",
"total_from_storage = s.storage_case_PCM.data['from_storage_MWh'].sum()\n",
"total_to_storage, total_from_storage"
]
},
{
"cell_type": "code",
"execution_count": 81,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n",
" 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n",
" 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n",
" 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n",
" 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n",
" 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n",
" 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 81,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 82,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"False"
]
},
"execution_count": 82,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"hp_output = s.storage_case_PCM.data['hp_output_MW'].round(2)\n",
"demand_and_to_storage = (s.storage_case_PCM.data['Total demand'] + s.storage_case_PCM.data['to_storage_MW']).round(2)\n",
"hp_output.equals(demand_and_to_storage)"
]
},
{
"cell_type": "code",
"execution_count": 83,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\4223154146.py:1: FutureWarning:\n",
"\n",
"'H' is deprecated and will be removed in a future version, please use 'h' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n",
"\n",
"DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n",
"\n"
]
},
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
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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": 85,
"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": 86,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n",
" 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n",
" 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n",
" 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n",
" 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n",
" 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n",
" 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n",
" dtype='object')"
]
},
"execution_count": 86,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 87,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n",
"\n",
"'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n",
"\n",
"'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n",
"\n"
]
}
],
"source": [
"def collect_cashflows(c, s):\n",
" s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n",
" s.storage_case_PCM.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n",
" s.storage_case_PCM.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n",
"\n",
"# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n",
" \n",
"# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n",
"# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n",
" \n",
"# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n",
"# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n",
"# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n",
"# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n",
" \n",
" for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n",
" case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n",
" case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n",
" case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n",
" \n",
" for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" \n",
" case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n",
" case.add_grid_costs(\n",
" power_MW_col='hp_input_MW',\n",
" grid_operator=c.grid_operator,\n",
" year=2020, \n",
" connection_type=c.connection_type\n",
" )\n",
" \n",
" for case in s.sde_cases:\n",
" case = calculate_sde_subsidy(c=c, s=s, case=case)\n",
" case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n",
" return s\n",
"\n",
"s = collect_cashflows(c, s)"
]
},
{
"cell_type": "code",
"execution_count": 88,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n",
"C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n",
"\n",
"Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n",
"\n"
]
}
],
"source": [
"def calculate_financials(c, s):\n",
" for case in s.cases:\n",
" case.calculate_ebitda(c.project_duration)\n",
"\n",
" for case in [s.hpcase, s.storage_case_PCM]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n",
" case.calculate_business_case(\n",
" project_duration=c.project_duration, \n",
" discount_rate=c.discount_rate, \n",
" baseline=s.baseline\n",
" )\n",
" \n",
" return s\n",
"\n",
"s = calculate_financials(c, s)"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": [
"exclude"
]
},
"source": [
"## Visualisations"
]
},
{
"cell_type": "code",
"execution_count": 90,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\1396106630.py:1: FutureWarning:\n",
"\n",
"'H' is deprecated and will be removed in a future version, please use 'h' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n",
"\n",
"DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n",
"\n"
]
},
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "rgba(70, 165, 121, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "Total demand",
"text": "",
"type": "scatter",
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""
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"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": 91,
"metadata": {
"tags": [
"exclude"
]
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\3076446972.py:1: FutureWarning:\n",
"\n",
"'H' is deprecated and will be removed in a future version, please use 'h' instead.\n",
"\n"
]
},
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""
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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": 92,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n",
" 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n",
" 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n",
" 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n",
" 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n",
" 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n",
" 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n",
" 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n",
" 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n",
" 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n",
" 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n",
" 'Combined Result'],\n",
" dtype='object')"
]
},
"execution_count": 92,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"s.storage_case_PCM.data.columns"
]
},
{
"cell_type": "code",
"execution_count": 93,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_19600\\3140037213.py:3: FutureWarning:\n",
"\n",
"'T' is deprecated and will be removed in a future version, please use 'min' instead.\n",
"\n",
"C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n",
"\n",
"DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n",
"\n"
]
},
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"linkText": "Export to plot.ly",
"plotlyServerURL": "https://plot.ly",
"showLink": true
},
"data": [
{
"line": {
"color": "rgba(255, 153, 51, 1.0)",
"dash": "solid",
"shape": "linear",
"width": 1.3
},
"mode": "lines",
"name": "Tsource (NDG) -after",
"text": "",
"type": "scatter",
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