{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\__init__.py\n", "The autoreload extension is already loaded. To reload it, use:\n", " %reload_ext autoreload\n" ] } ], "source": [ "from datetime import timedelta, datetime\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "import pytz\n", "\n", "import cufflinks\n", "cufflinks.go_offline()\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "import sys\n", "\n", "import os\n", " \n", "# Path to the folder containing the alternate version of PyRecoy\n", "\n", "alternate_pyrecoy_path = 'C:\\\\Users\\\\z004yn8c\\\\OneDrive - Siemens AG\\\\Documents\\\\GitHub\\\\Mooi-Kickstart\\\\pyrecoy\\\\pyrecoy'\n", " \n", "# Add the path to sys.path\n", "\n", "if alternate_pyrecoy_path not in sys.path:\n", " sys.path.insert(0, alternate_pyrecoy_path)\n", " \n", "# Check if pyrecoy2 is already loaded, if so, reload it\n", "if 'pyrecoy2' in sys.modules:\n", " del sys.modules['pyrecoy2']\n", "%reload_ext autoreload\n", " \n", "# Now import PyRecoy\n", "\n", "import pyrecoy2\n", "\n", "# Check the version or path to confirm\n", "\n", "print(pyrecoy2.__file__)\n", "\n", "\n", "from pyrecoy2.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy2.colors import *\n", "from pyrecoy2.converters import *\n", "from pyrecoy2.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy2.framework import TimeFramework\n", "from pyrecoy2.casestudy import CaseStudy\n", "from pyrecoy2.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy2.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy2.sensitivity import SensitivityAnalysis\n", "from pyrecoy2.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy2.forecasts import Mipf, Forecast\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "\n", "--\n", "* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n", "* Graphs\n", " * EBITDA vs. baseline (earnings vs baseline)\n", "* Show COP curves in different cases, just for illustration\n", "* Energy report --> Check + add gas\n", "* Fix comparison reports\n", "* Model verification" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Meeting Notes" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "##### Meeting 25-11-2020" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR can help optimisation case\n", "* SDE++ should be included\n", "* Tsource sensitivity really gives interesting insights\n", "* Sensitivities should be verified (especially CO2, Tsink, Tsource, time period)\n", "* AP TNO: Update/verify COP curve\n", "* AP TNO: Update CAPEX\n", "* AP Mark: \n", " * Create graphs on COP curve with different Tsource, Tsink\n", " * Generate table and output in .csv (send it to Andrew)\n", "* Investigate opportunity to lower the COP and negative electricity prices\n", " * Technically feasible, but not really needed/possible to do it in this project\n", "* Could be interesting to run this model on a usecase with higher delta T\n", "* Conclusion: Finalize this model, but not add too much extra complexity, next steps is to go towards industrial partners with the results" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "# ENCORE : Heatpump Optimisation Framework\n", "\n", "***\n", "© Mark Kremer \n", "July 2020\n", "##### Cases\n", "In this model, 3 cases are compared:\n", "* **Baseline** : All heat is supplied by steam turbine\n", "* **Heatpump case** : All heat is supplied by heatpump\n", "* **Hybrid case** : Steam turbine and heatpump run in hybrid mode, and are optimised on costs in real-time" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Loading config" ] }, { "cell_type": "code", "execution_count": 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 = 1_152_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 = 0 #7_000\n", " storage_capex_per_MWh =10_000 #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_31648\\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_31648\\2657160476.py:1: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Tsource (VDG)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:30:00+01:00", "2019-01-01 00:45:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 01:15:00+01:00", "2019-01-01 01:30:00+01:00", "2019-01-01 01:45:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 02:15:00+01:00", "2019-01-01 02:30:00+01:00", "2019-01-01 02:45:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 03:15:00+01:00", "2019-01-01 03:30:00+01:00", "2019-01-01 03:45:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 04:15:00+01:00", "2019-01-01 04:30:00+01:00", "2019-01-01 04:45:00+01:00", 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Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean63.658798138.63767417.63671262.176305145.3516455.82382423.460537
std6.42277314.3285805.12325210.25255514.8960561.6916976.814125
min25.31000082.4800000.00000013.540000106.3300000.0000000.000000
25%64.892000126.07400017.01400063.516000131.5515005.61200022.676000
50%64.991000142.45000019.89200064.313000148.4900006.54000026.441000
75%65.076000151.73000020.81900065.546000158.1000006.88000027.690000
max70.070000166.02000023.25000073.470000172.0500007.65000030.900000
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" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 63.658798 138.637674 17.636712 62.176305 \n", "std 6.422773 14.328580 5.123252 10.252555 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.892000 126.074000 17.014000 63.516000 \n", "50% 64.991000 142.450000 19.892000 64.313000 \n", "75% 65.076000 151.730000 20.819000 65.546000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 525600.000000 525600.000000 525600.000000 \n", "mean 145.351645 5.823824 23.460537 \n", "std 14.896056 1.691697 6.814125 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.551500 5.612000 22.676000 \n", "50% 148.490000 6.540000 26.441000 \n", "75% 158.100000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 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": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demand
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand \n", "2019-01-01 00:00:00+01:00 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 " ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "# s.hpcase.data.to_excel('output_file_111.xlsx', index=False) " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.78609091} + \\text{1.43209091}\\,x$" ], "text/plain": [ "Polynomial([1.78609091, 1.43209091], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 63)" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.05267164} + \\text{1.64583582}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 32, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "# heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.00074155*Tlift**2 - 0.1610*Tlift + 9.51473\n", " c1 = 0.9165 \n", " c2 = -0.2446\n", " # c1 = 6.7058 \n", " # c2 = -1.79\n", "\n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{4.16027555} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 4.16027555, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 99 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.42374355} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 1.42374355, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 64 + 273\n", "sinkT = 143 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 43, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.38065} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 1.38065, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 43, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 60 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.8503812900000005" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" } ], "source": [ "heatpump.get_cop(heat_output=load, Tsink=130, Tsource=65)" ] }, { "cell_type": "code", "execution_count": 46, "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": 47, "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": 48, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 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", 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EbYFtUFYHAQQQQAABBBBAAAEEEIiSAFEbpa3NuiKAAAIIIIAAAggggAACBSZA1BbYBmV1EEAAAQQQQAABBBBAAIEoCRC1UdrarCsCCCCAAAIIIIAAAgggUGACRG2BbVBWBwEEEEAAAQQQQAABBBCIkgBRG6WtzboigAACCCCAAAIIIIAAAgUmQNQW2AZldRBAAAEEEEAAAQQQQACBKAkQtVHa2qwrAggggAACCCCAAAIIIFBgAkRtgW1QVgcBBBBAAAEEEEAAAQQQiJIAURulrc26IoAAAggggAACCCCAAAIFJkDUFtgGZXUQQAABBBBAAAEEEEAAgSgJELVR2tqsKwIIIIAAAggggAACCCBQYAJEbYFtUFYHAQQQQAABBBBAAAEEEIiSAFEbpa3NuiKAAAIIIIAAAggggAACBSZA1BbYBmV1EEAAAQQQQAABBBBAAIEoCRC1UdrarCsCCCCAAAIIIIAAAgggUGACRG2BbVBWBwEEEEAAAQQQQAABBBCIkgBRG6WtzboigAACCCCAAAIIIIAAAgUmQNQW2AZldRBAAAEEEEAAAQQQQACBKAkQtVHa2qwrAggggAACCCCAAAIIIFBgAkRtgW1QVgcBBBBAAAEEEEAAAQQQiJIAURulrc26IoAAAggggAACCCCAAAIFJkDUFtgGZXUQQAABBBBAAAEEEEAAgSgJELVR2tqsKwIIIIAAAggggAACCCBQYAJEbYFtUFYHAQQQQAABBBBAAAEEEIiSAFEbpa3NuiKAAAIIIIAAAggggAACBSZA1BbYBmV1EEAAAQQQQAABBBBAAIEoCRC1UdrarCsCCCCAAAIIIIAAAgggUGACRG2BbVBWBwEEEEAAAQQQQAABBBCIkgBRG6WtzboigAACCCCAAAIIIIAAAgUmQNQW2AZldRBAAAEEEEAAAQQQQACBKAkQtVHa2qwrAggggAACCCCAAAIIIFBgAkRtgW1QVgcBBBBAAAEEEEAAAQQQiJIAURulrc26IoAAAggggAACCCCAAAIFJkDUFtgGZXUQQAABBBBAAAEEEEAAgSgJELVR2tqsKwIIIIAAAggggAACCCBQYAJEbYFtUFYHAQQQQAABBBBAAAEEEIiSAFEbpa3NuiKAAAIIIIAAAggggAACBSZA1BbYBmV1EEAAAQQQQAABBBBAAIEoCRC1UdrarCsCCCCAAAIIIIAAAgggUGACRG2BbVBWBwEEEEAAAQQQQAABBBCIkgBRG6WtzboigAACCCCAAAIIIIAAAgUmQNQW2AZldRBAAAEEEEAAAQQQQACBKAkQtVHa2qwrAggggAACCCCAAAIIIFBgAkRtgW1QVgcBBBBAAAEEEEAAAQQQiJIAURulrc26IoAAAggggAACCCCAAAIFJkDUFtgGZXUQQAABBBBAAAEEEEAAgSgJELWGrT02OedHtzbVGh4lukMnZxekvqpSSkqLo4ugXPNYLCZTs0vS3FCtfIRoD1tcXpH19bjUVldEG0K59tNzS1JdUSplZaXKR4j2MPe3g78bun1geXVNVpbXpK62UvcAER81u7As5SXFUlFRFnEJ3epPTM9LY121FBcX6R4gwqNW19ZlYXFFGuqqIqzAqudSgKg16BK1BjwRIWr1fkSt3s6NJGptfkStzY+o1fsRtXo7N5KotfkRtXo/olZvx8hwAkRtOKe0SxG1Bjyi1oRH1Jr4iFobnxC1NkCiVu9H1OrtiFqbnRtN1OoNiVq9HSPDCRC14ZyIWoNTpqEcqdWjErV6OzeSI7U2P6LW5kfU6v2IWr0dUWuzI2ptfkStzY/RwQJEbbBRxiU4UmvA40itCY+oNfERtTY+jtQa/YhaPSBRq7cjam12RK3Nj6i1+TE6WICoDTYiag1GWw3lSK0elqjV27mRHKm1+XGk1uZH1Or9iFq9HVFrsyNqbX5Erc2P0cECRG2wEVFrMCJqc4NH1NpciVqbH1Fr8yNq9X5Erd6OqLXZEbU2P6LW5sfoYAGiNtiIqDUYEbW5wSNqba5Erc2PqLX5EbV6P6JWb0fU2uyIWpsfUWvzY3SwAFEbbETUGoyI2tzgEbU2V6LW5kfU2vyIWr0fUau3I2ptdkStzY+otfkxOliAqA02ImoNRkRtbvCIWpsrUWvzI2ptfkSt3o+o1dsRtTY7otbmR9Ta/BgdLEDUBhsRtQYjojY3eEStzZWotfkRtTY/olbvR9Tq7Yhamx1Ra/Mjah/1W1xflt6JAbk51S/3p0fk07/0WzbkiI8mag07ALf0MeBxSx8THlFr4mP2Yxsft/Qx+hG1ekCiVm9H1NrsiFqbX9SjdmV9TW5PDUrvZL/0TvTL7elB6Z8b20TtqmmRr/+zT9qQIz6aqDXsAEStAY+oNeERtSY+otbGR9Qa/YhaPSBRq7cjam12RK3NL0pRux6PyZ3pYbk5NSC9E31yc3JA7s+OSCwe94j7qhvkaGOXHG/ulmON3XK8uUuqSipswIwWotawExC1Bjyi1oRH1Jr4iFobH1Fr9CNq9YBErd6OqLXZEbU2v0KN2rjEpW92zIfrjck+uTU5IHemh2Q1tu7Bmipq5WhTImC75ERzt9SWVdswGZ1WgKg17BhErQGPqDXhEbUmPqLWxkfUGv2IWj0gUau3I2ptdkStza9QonZoflJuuVOIJwekd6pfbk0NyvLaisepLauSY01dcqyxS465o7BN3dJSWWeDY3RoAaI2NNWjCxK1Bjyi1oRH1Jr4iFobH1Fr9CNq9YBErd6OqLXZEbU2v3yM2unlebnuTx92Edvvj8bOrS56CHe68NGmTh+w7jTio43d0l7TaENitEmAqDXwEbUGPKLWhEfUmviIWhsfUWv0I2r1gESt3o6otdkRtTa/vR61C2tLcmMiEa8b/zu5NOdXuqKkTA43tMvRpm453uSOwHZJV22LFEmRDYXR2ypA1Bo4iVoDHlFrwiNqTXxErY2PqDX6EbV6QKJWb0fU2uyIWpvfXora5fVVf+2rn4nYHYGd6pfh+Sm/gqXFJXKwvt2HqwtYdz3sgbp9UlxUbANgdM4FiFoDMVFrwCNqTXhErYmPqLXxEbVGP6JWD0jU6u2IWpsdUWvz262odRM23ZkelJuTgxszEU8N+Imd3ARPxUVFsr+uTY41dsqx5h4fsofq233Y8pN/AkStYZsRtQY8otaER9Sa+IhaGx9Ra/QjavWARK3ejqi12RG1Nr+diNpYPCb3Zkf9ta83HwSsu7WOu8WO++mubZWjjZ1yornHH4E90tAp5SWlthVj9J4RIGoNm4KoNeARtSY8otbER9Ta+Ihaox9RqwckavV2RK3Njqi1+W131LojrYNzEw/uBbtxGrG7lY47tdj9tFU3+tmH3T1g3b1g3YROlaXltpVg9J4WIGoNm4eoNeARtSY8otbER9Ta+Ihaox9RqwckavV2RK3Njqi1+VmjdmxxZmMW4sRkTlMDsri27F9Uc2Xd5vWvPmSbuvztdfiJlgBRa9jeRK0Bj6g14RG1Jj6i1sZH1Br9iFo9IFGrtyNqbXZErc0vm6idXVmUG5MPbqXzIGJnVhb8C6gvr964D6ybhbi5S0409UhDRY3txTG6IASIWsNmJGoNeEStCY+oNfERtTY+otboR9TqAYlavR1Ra7Mjam1+maJ2cX3ZXwPrZyKe6JdbUwMyujDtn6y6tNJfA+tnIn5wL9i26gbbC2F0wQoQtYZNS9Qa8IhaEx5Ra+Ijam18RK3Rj6jVAxK1ejui1mZH1Nr8XNROzy/K2Prk5mnELmYH5sf9A7t7wR5JBKw7CtvYJZ21LbYnZXSkBIhaw+Ymag14RK0Jj6g18RG1Nj6i1uhH1OoBiVq9HVFrsyNqs/NzMw67mYfdkVd3Kx13FPb+3Ji4GYrLikvkUEOHn4HY3QvWXQPbXevuBVuU3ZOwNAJJAkStYXcgag14RK0Jj6g18RG1Nj6i1uhH1OoBiVq9HVFrsyNqM/u5mYj758ak151G7G6lMzngg3Y1tibFRcVyoL5NjtZ3yv7aNjnXeUgO1rdLSVGxfYPwCAgQtduzDxC1NsfJ2QWpr6qUklJ+sWUrSdRmK/bw8ovLK7K+Hpfa6grbA0V09PTcklRXlEpZGff30+wCRK1GbWMMUau3I2ptdkTt237D81Nyc+rBTMRT/XJ7clCW1lekSIr8vWCPNXXKcXcv2MYuOdLYIWXFpZLNRFH2LcUjRFGAI7WGrU7UGvA4UmvCI2pNfByptfFxpNboR9TqAYlavR1Ra7OLatROL8/LdX/0deNesO4o7NzqosfsqGmSo03dcuLBNbDumthM94Ilau37H4+wtQBRa9hDiFoDHlFrwiNqTXxErY2PqDX6EbV6QKJWb0fU2uyiELULa0tyI3Ef2AcBO7E06+Faq+p9wLrrX93tdFzIVpWGP9uJqLXvfzwCUfuIwKXLV+SLX/66//ddne3y+c99Vhob6gP3lcS4P/qD35Pz584KURtItuUCnH6s9yNq9XZuJKcf2/w4/djmR9Tq/YhavR1Ra7MrtKhdXl+VW4lb6UwN+COxw/OTHsnd99VN4ORupeNOIT7ZvF/qyqtMgEStiY/BIQQid6T27r0++dpzF+XTz16Qgwd65PsvvCiX3rgqn3n2glRWZP7GKTmEidoQe1aIRYjaEEgZFiFq9XZErc3OjSZqbYZErd6PqNXbEbU2u3yO2tXYutyZHpRbk4NyY3JjIqe+2TFxEzzVllU9uBfsRsS6o7DuqOx2/xC12y3K46UKRC5qXcT2DwzJhWc+4i1SIzfdLuKW+ea3visf/9hH5Gv/4aI88zsf5kjtNryXiFo9IlGrtyNqbXZErd2PqNUbErV6O6LWZpcvURuLx+X+7IgPVz8T8dSA3J0ZkbXYulSWlMuRpk5/D1h3+rA7ndhdF7sTP0TtTihH+zkiF7UXn/+O3+KJqJ2anpEvfOkrm6GaujskR29DQ/1Dy759+nFNtPci5dpPzS5KnZ/9mPuSZUsYi8VlenZJmhpspwNl+7yFsvzi8uqD2Y/LC2WVdnQ9ZuaWpcrPflyyo8+bv0/mfsfFN1/++NS8tDTyd0OzPZdX12VleU3qasNfy6d5nkIdM7uwIuUlxVJRwczlmm08Ob0gDXVVUly8dz63DM6NS+/UoL8PrJvI6c70kLhTi8tLSuWwuxdsY5ccb3ZHYTv9zMRuhuLd+Fldi8ni4orU11XuxtPnyXPuzrbJE5zAlxnJqO3u6pCnn3rS42wVte6//dlffEM+/rHf9qcqpy6biFrZpV8QgVt3jy/gTnvZePvyJs5+Uzk9J4dd9nZuRCIw8NP48d7NTq28vFRWVtY2B8XjcSkqYt/LTjGxNO9dnRt+NreN0Ru/+3bvvTu5PCtvzQ7JW9ODcmd2UO7ODsvi+rIUS7Hsr2uVg7WdcqihQw7XdkhXTau/R+ze+eFzS9C2aG3iy84go63+eySj1oGEOVLrjtL+yZ/+uczOzj1i6K6r7e456P99a1OtZRtEdiynH+s3Pacf6+3cSCaKsvlxTa3Nj9OP9X6cfqy3cyNnF5YfHKktsz1QREdPTM9LY131jhypnVtdkOsT7hY6G7fRcUdh3e11iovcvWD3+VmI3WROR5u6fMiWFe/tM2c4/Tiib5odXO3IRa3mmtrE9sh0pJao1e2xRK3OzY0iavV2RK3Nzo0mam2GRK3ej6jV2xG1Njs3OldRu7S2Ir1TD+LVhexUv4wuTPsX3FnbIscaEqcQd4m7F2xFSf59KUHU2vc/HmFrgchFbdDsxy56X/jhS2lv80PUbu/biajVexK1ejui1mZH1Nr9iFq9IVGrtyNqbXbbFbUr62tye3pIbk32yw03kdPkgAzMj/sX11bdIEcbux9cA+tmIu6SqpLCuH6cqLXvfzwCUfuIwFb3qSVqd+4tQ9TqrYlavR1Ra7Mjau1+RK3ekKjV2xG1NjtN1K7HY3J3ZvjtmYgnB+Te7KjE4jFpqqj1t8851rxxG50TTV1SW1Ztf5EVMWEtAAAgAElEQVR79BGI2j26YQroZUXuSO12bru3Zz/mmlqNK1GrUdsYQ9Tq7Yhamx1Ra/cjavWGRK3ejqi12QVFrZsGqX9uTHoTt9KZHJA708OyGluTuvIqfxsdH7H+ny5prqyzv6A8egSiNo82Vp6+VKLWsOGIWgOeiBC1ej+iVm9H1NrsiFq7H1GrNyRq9XZErc0uNWqH56f8ta/uVjruf29NDsrS+oo/XfiovxesO414I2TbqhvtT57nj0DU5vkGzIOXT9QaNhJRa8Ajak14RK2Jj9mPbXxMFGX0I2r1gESt3o6o1dsNzU/62+hcHb4n9xdG5dbkgMytLvp7wR5p6JDjzfvlaGOnPwLr7gXLz6MCRC17Ra4FiFqDMFFrwCNqTXhErYmPqLXxEbVGP6JWD0jU6u2I2nB2t6YG5a3pIbk9tXH68FtTQ/4IrPs5XN/hb6NzoqXHR6y7lQ4/4QSI2nBOLKUXIGr1dkLUGvCIWhMeUWviI2ptfESt0Y+o1QMStXo7ovZRu6G5Cbk+2SfXJ+7704jvzAzLWmzdXwN7uKFDjjR0yuGmTv9/d9e2yNTM4o7dp9a2pffeaKJ2722TQntFRK1hixK1Bjyi1oRH1Jr4iFobH1Fr9CNq9YBErd4u6lG7sLYk18bv+4mcro3fk+vjfbK4viyVJeX+6OvJ5h452bLfH31trapPC52r+9Tatmp+jCZq82M75fOrJGoNW4+oNeARtSY8otbER9Ta+Ihaox9RqwckavV2UYpadysddwqxO/rqAvbGVL+4o7LFRUVyoL5dTvhTiPf7/+2pa5UiKQoFS9SGYkq7EFGrt2NkOAGiNpxT2qWIWgMeUWvCI2pNfEStjY+oNfoRtXpAolZvV8hR62Yi7vWnEff5/709NeRvpdNSWSfHHxyBPdHY4ydycpM7aX+IWq2cCFGrt2NkOAGiNpwTUWtwyjSUW/roUYlavZ0bubi8IuvrcamtrrA9UERHT88tSXVFqZSV6T8cRpTOrzZRq9/6RK3erlCidmltxV8He2Pi7X9mVhakorRcjjV2yommHjnR3COnWw5IQ0WNDSxlNFGr5yRq9XaMDCdA1IZzImoNTkTt9uMRtTZTotbmR9Ta/IhavR9Rq7fLx6iNxWNyd2bEH4G9MXFfbkz0S//cmD9duKdun5xo7pYTzfv9/x6oa/OnF+fyh6jV6xK1ejtGhhMgasM5EbUGJ6J2+/GIWpspUWvzI2ptfkSt3o+o1dvlQ9SOLc5I78TGacQ3/GnEg7K8viqNFTX+6OtJH7A9cqyxSypLy20YitFErQLtwRCiVm/HyHACRG04J6LW4ETUbj8eUWszJWptfkStzY+o1fsRtXq7vRa1LlZ7J/t9vN4Y3ziVeHJ5zl/zeuTBacRuRuLjTT2yr7rBtuLbNJqo1UMStXo7RoYTIGrDORG1BieidvvxiFqbKVFr8yNqbX5Erd6PqNXb7WbUxuJxuT87IjdcxI5vnEZ8f3ZU4hKX7trWzdmI3a11Dje0S3FRsW1FczSaqNXDErV6O0aGEyBqwzkRtQYnonb78YhamylRa/Mjam1+RK3ej6jV2+1k1LqJm950t9JxR2An+6R3akCW11akvrx6456w7nY6zW5Cp26pKsmfCfuIWv3+R9Tq7RgZToCoDedE1BqciNrtxyNqbaZErc2PqLX5EbV6P6JWb5erqF1ZX5NbUwP+9OHELXXctbFlxSVyuKFj45Y6D04j7qhpsq3ALo8mavUbgKjV2zEynABRG86JqDU4EbXbj0fU2kyJWpsfUWvzI2r1fkSt3m47otadLuxmH3anD/vTiCf7/ezEbpZiF6zudjo+YJvdacSdUlpcYnvBe2w0UavfIESt3o6R4QSI2nBORK3Biajdfjyi1mZK1Nr8iFqbH1Gr9yNq9XaaqJ1bXZBrDyZx8veFneyXxbVlqSmr3DiN2J9C3COnWvZLdWml7cXlwWiiVr+RiFq9HSPDCRC14ZyIWoMTUbv9eEStzZSotfkRtTY/olbvR9Tq7YKidjW27m+h408jdtfBTvTJyMKUlBQVyyF/GrGL2P1+Uqeu2hbbC8nT0UStfsMRtXo7RoYTIGrDORG1BieidvvxiFqbKVFr8yNqbX5Erd6PqNXbpUbt4Ny4P/J6feK+9E70y52ZYVmLrUtbdYO/jc7GacQ9crSxy18fy48IUavfC4havR0jwwkQteGciFqDE1G7/XhErc2UqLX5EbU2P6JW70fU6uwW1pbk2kSfXBm+K7enBuTm9IDMrS76mYePNXVtnEbc0iOnmg9IXXmV7kkiMIqo1W9kolZvx8hwAkRtOCei1uBE1G4/HlFrMyVqbX5Erc2PqNX7EbXBduvxmD+NuNcdhXWTOU31y9DchBQXFUlP7T453tgtp9sO+tOIe+papUiKgh+UJbwAUavfEYhavR0jwwkQteGciFqDE1G7/XhErc2UqLX5EbU2P6JW70fUPmo3PD8lvZNv307HBa27Pralsm7jdjotPXKisUeONnXJynJMykuKpaKiTL8RIjySqNVvfKJWb8fIcAJEbTgnotbgRNRuPx5RazMlam1+RK3Nj6jV+0U9apfWVvwkTn4m4gf/zKwsSEVpuRxt7JSTTRuzEZ9uOSANFTWPQM8uLBO1+t2PI7UGO6LWgMfQUAJEbSim9Au5Dybup7Wp1vAo0R06Obsg9VWVUlJaHF0E5ZoTtUq4B8OIWpsfUWvzI2r1flGKWnfvVzd5k78n7MR9/7/uHrHudOGeun1yorlbTrjZiJu75UBdmz+9OOiHqA0S2vq/c6RW70fU6u0YGU6AqA3nlHYpotaAJyJErd6PqNXbuZFErc2PqLX5EbV6v0KO2rHFGX8bnev+frB9/rrY5fVVaayo8UdfE/+4a2IrS8tViEStim1zEFGr9yNq9XaMDCdA1IZzImoNTpmGErV6VKJWb0fU2uzcaKLWZkjU6v0KJWpdrLqJnJJPI55cnpPyklI53NDpZyP2t9Rp6pF91Q16sJSRRK2NkqjV+xG1ejtGhhMgasM5EbUGJ6J2+/GIWpspR2ptfkStzY+o1fvlY9TG4nG5Pzvi7wl7w81GPNEv92dHJS5x6a5t9bMQn2jZL8ebuuVwQ7sUF+XukhyiVr/vuZFErd6PqNXbMTKcAFEbzomoNTgRtduPR9TaTIlamx9Ra/MjavV++RC1buKmN8fvyY3xPrk+eV9uutOI11akvrzah6u7H+yJpo1Zid19Ynfyh6i1aRO1ej+iVm/HyHACRG04J6LW4ETUbj8eUWszJWptfkStzY+o1fvttahdWV+Tm5MDcmOqz0esu7WOuza2rLhEDjV0+OtgE6cRd9Q06Vd8m0YStTZIolbvR9Tq7RgZToCoDedE1BqciNrtxyNqbaZErc2PqLX5EbV6v92OWnfacOI04ltTA3JratCvTHtNk78XrDv6eqyp24fsXvwham1bhajV+xG1ejtGhhMgasM5EbUGJ6J2+/GIWpspUWvzI2ptfkSt3m8no3ZudXEzYP2MxBP9srC2JDVllRunET84hfhUy36pLq3Ur9QOjiRqbdhErd6PqNXbMTKcAFEbzomoNTgRtduPR9TaTIlamx9Ra/MjavV+uYzae7Mj8ub4fbk+ds/fVmdgfty/0EP17XKyxd0PduNUYje5U77+ELW2LUfU6v2IWr0dI8MJELXhnIhagxNRu/14RK3NlKi1+RG1Nj+iVu+3XVGbuKWOm9Dp2vh9eXPsniyuL0ttWZWcbjngTyM+2bwxI3FFSZn+Be+xkUStbYMQtXo/olZvx8hwAkRtOCei1uBE1G4/HlFrMyVqbX5Erc2PqNX7aaPW3QP26thdPyuxi9i3pockFo9JT+0+OdXSI6dbD8rp5v3SWduif3F5MJKotW0kolbvR9Tq7RgZTiCSUXvp8hX54pe/7oW6Otvl85/7rDQ21KcVu3uvT/7kT/9cZmfn/H9/x/mz8plnL0hlRYW4Dybup7WpNpw2Sz0kMDm7IPVVlVJSmrt78hUqOVFr27JErc2PqLX5EbV6vzBR6+4Le3dm2Mfr1fG7cn3ivowuTEt5SamfxOl08wFx18G6f9yR2Sj9ELW2rU3U6v2IWr0dI8MJRC5qXaR+7bmL8ulnL8jBAz3y/RdelEtvXN0M1VQ299+7Otrk/Lmz/j9dfP47/n8vPPMRojbcPpZxKaJWD0jU6u3cSKLW5kfU2vyIWr1fuqh1pw27SZzefHAk1v3fS+sr0lRZK6eaD/jTiV3AHmnslJKiaH+JStTq9z03kqjV+xG1ejtGhhOIXNS6SO0fGPJR6n5SIzeILTmC5xZW/eIcqQ1SS//fiVqdmxtF1OrtiFqbnRtN1NoMiVq9n4vagelxub807K+DdUdj786M+Ac8WN/mJ3Q603rAx2xbdaP+iQp0JFFr27BErd6PqNXbMTKcQOSiNvlIqyOamp6RL3zpK/LM73x482hsJrql5WX56nMXpbW5mSO14favLZciavWIRK3ejqi12RG1dj+iNrzhejwmt6cGNyZzGr/n/5lanpPKknI50dz94CjsxsROVSUV4R84oksStbYNT9Tq/YhavR0jwwlEMmq7uzrk6aee9EJho9bF8A9efDntNbU1VeXhtFnqIYGF5VWpLCuV4uIiZLIUiMfjsri8JtWVhTMrZ5YEpsXdH1d33V1FWanpcaI62O175aXFUlIS7VM5Q2//oiKReHxz8fnFFeHvRnq9udUl6Z3sk+uTfXJjqk9uTQ3IamxNWqvq5Xhjtxxv3C9H6rrkWHOnFDtXfrISWFpZk9LiIiktLclqHAtvCCwsrUhVRbmw62W/R6zH4rKyuiZVFXxuyaRXVUlPZL9nvT0iklHrVj9x+nHYqE2QpTv9uJI3qGofXF5ZlfLSUikiarP2c1G7vLIm7HtZ0/kBa+vrEo+JlJXxwU4j6D6YlJYUS3ExURvGz/2Ki73dtLLkvtDj74anG1qYkN6pPn9f2N6pfhmYH5PiomI5UNcmJxp75ETzfjnR2C1NFXV++fVYTGLrMSnjC6kwu94jy7gv9NyXAXwhpeLz792K8lIpomqzBnRnmK2txaS8nC+TM+HVVnO2SdY7VtKAyEWt9Zpadw3uN7/1Xfn9T35C1mIbH+i4pla3C3L6sc7NjeL0Y72dG8lEUTY/rqm1+UX19GN3xPXW5KBcm7y3eT3szMqCVJdWyqnmHjnVujGp01b3hg0z+7Ft6xT2aE4/tm1fTj/W+3H6sd6OkeEEIhe1QbMfu+h94Ycvbd7m59v/9W/kV9/3bj9TsvtxpyGPTUz42ZKZKCrcTpZpKaJW70fU6u2IWpudG03U2gyjErWzK4v+ljpuQqfrE/fk1tSgrMbWpaOmSU4179+4N2zLfump2ydFEu5UYqLWtu8RtTY/olbvR9Tq7RgZTiByUetYtrpPbWrUJi/rxnKf2nA7VpiliNowSumXIWr1dkStzY6otfsVYtTGJS59s6Py5nifXHO31pm4J0Pzk1JaXCJHGzv9bMTutjpnWg9KfXm1GpGoVdP5gUStzY+o1fsRtXo7RoYTiGTUhqMJXsp9MHE/nH4cbJVuCaJW5+ZGEbV6O6LWZkfU2v0KIWqX11eld7Lfz0bsZia+PnFf5leXpK68auPesO5U4uYDcrSpU8qKt+8aOqLWtv8RtTY/olbvR9Tq7RgZToCoDeeUdimi1oAnIkSt3o+o1dsRtTY7otbul49RO7k8J2+O3ZWrDyL2rekhicVj0l3b6k8hPuVOJW7eL121LXagLR6BqLXxErU2P6JW70fU6u0YGU6AqA3nRNQanDINJWr1qESt3o6otdkRtXa/vR617nZXd2eGN+4NO3bPT+w0ujAt5SWlcqypa+NIbMvG6cS1ZVV2kCwegajNAivNokStzY+o1fsRtXo7RoYTIGrDORG1BieidvvxiFqbKbMf2/yYKMrmt9eidmltxd8X1h2JdacT35jol6X1FWmqqJWT7jrYBwF7pLFLSop29zZORK1t3yNqbX5Erd6PqNXbMTKcAFEbzomoNTgRtduPR9TaTIlamx9Ra/Pb7agdWZiSaxPuKOxdfzT27syIX6ED9W3+6Ks/Ctt8QNprGm0rmoPRRK0Nlai1+RG1ej+iVm/HyHACRG04J6LW4ETUbj8eUWszJWptfkStzW8no3Y9HpPbU4MbpxJPuEmd7snk0pxUlJbLicZuH7BuUqeTLT1SVVJhW7EdGE3U2pCJWpsfUav3I2r1dowMJ0DUhnMiag1ORO324xG1NlOi1uZH1Nr8chm1C2tL8uaDa2FdxN6aHBA3U3FrVb2ccgH74FTiQ/XtUrzLpxJrFIlajdrbY4hamx9Rq/cjavV2jAwnsONROzU9I1/40ldkYHA48BV2dbbL5z/3WWlsqA9cdjcWYPZjmzoTRen9iFq9nRtJ1Nr8iFqb33ZG7eDcuLw5cV+ujd3zMds3N+pj9XBDu5xsOeCvh3Uh21xZZ3vRe2Q0UWvbEEStzY+o1fsRtXo7RoYT2PGoTX1ZF5//jnR3dcjTTz25+Z+Wlpflq89dlKc/9Oty/tzZcGuyC0sRtTZ0olbvR9Tq7Yham50bTdTaDLVRuxpbk1vuVOKJexuzEo/fl5mVBakurZSTzd1y2t1Wp+WAHG/qloqSMtuL3KOjiVrbhiFqbX5Erd6PqNXbMTKcwK5GrTtq+2d/8Q35+Md+Ww4e6HnoFV+6fEW+/4O/l888e0EqK/bmdT5EbbidLNNSRK3ej6jV2xG1Njui1u4XNmpnVxbl6vhdfxTWhawL2tXYurTXNPl7wvp7w7bsl/11+6RIiuwvLA8egai1bSSi1uZH1Or9iFq9HSPDCezZqL17r0+++a3vyu9/8hOcfhxuW+bdUkStfpMRtXo7otZmR9Ta/dJFbVzi0jc75k8hvuZurTN5X4bmJqS0uESONHRsXg97pvWg1JdX219Enj4CUWvbcEStzY+o1fsRtXo7RoYT2NWoTZxmfP6xMw+dfuxeujtS+/xffY9rasNtx7xciqjVbzaiVm9H1NrsiFq7n4va+vpKuTHZ9+DWOvfk+sR9mV9dkrryKn87nVOt++V08wE51tQlZcWl9ictkEcgam0bkqi1+RG1ej+iVm/HyHACuxq1iXj9y288L3/8h5/aPAU5MZnUU7/xwUdiN9xq7cxSnH5scyZq9X5Erd6OqLXZEbU6v6H5SR+xNyb65MrwHbkztzFZYldNi5xtPSgnW/bLieYefyoxP5kFiFrb3kHU2vyIWr0fUau3Y2Q4gV2PWvcy082I/Ed/8Ht7epIo97qJ2nA7WaaliFq9H1GrtyNqbXZEbbCfu4VO72S/D1g3mZM7CusmdHKTNx1t6pID1e3yru6jflKn2rKq4AdkiU0Bota2MxC1Nj+iVu9H1OrtGBlOYE9EbbiXuveWImpt24So1fsRtXo7otZmR9Q+6re4vixXRu/KG6N3/MRObkKnWDzmj8KebO6REy375VRzjxyob/O32wk7UZR9SxXeIxC1tm1K1Nr8iFq9H1Grt2NkOAGiNpxT2qWIWgOeiBC1ej+iVm9H1NrsiFqRudXFzYB1MXt7etCjHmvsksdaD8ljbYd9zGY6CkvU6vdBolZv50YStTY/olbvR9Tq7RgZTmDXo9bNcvwnf/rnMjs798gr7upsZ6KocNsxL5ciavWbjajV2xG1NrsoRq27tc7ro7fljbE7/ojs/dkRf8T1WGOnnH0QsWdbDoa+NyxRq98HiVq9HVFrs3OjiVq9IVGrt2NkOIFdjdrk2Y/PnDwuf/t3/13+7e9+1N+X9uLz35F3v+vxPX1dLUdqw+1kmZYiavV+RK3ejqi12UUhaieX5+Ty6G25MnpH3hi9KwPz41LiIrapy0fsuX2H/fWw7hpZzQ9Rq1HbGEPU6u2IWpsdUWvzI2ptfowOFtjVqHUTRP3ZX3xDPv6x3/avNPm+tO6WPt//wd/LZ5694CN3L/4QtbatQtTq/YhavR1Ra7MrxKgdnp/y18K+MfqWXBm/I+7/d/eHPdrYJeceHIl1t9cpL9meW+sQtfp9kKjV2xG1Njui1uZH1Nr8GB0ssGeitqGhXv7jf/4v8u/+zb+WxoZ6caclJ0du8Krs/BJErc2cqNX7EbV6O6LWZlcIUTswNy5XXMSOvOVjdmxxRsqKS+RYU/fGNbH+SOz+nN0flqjV74NErd6OqLXZEbU2P6LW5sfoYIFdjdrk04+ffupJf8pxd1eHvzft9194US69cZUjtcHbMG+XIGr1m46o1dsRtTa7fIxadw3slbF7G0dix+7I1PK8D9bjzd0bR2L3bUzs5P7dTvwQtXplolZvR9Ta7Ihamx9Ra/NjdLDArkZt6stLvl9tXV2t/PEffkoOHugJXotdWoIjtTZ4olbvR9Tq7Yham91ej9q4xOXu9LBcGbsrl8fuyNWxO+ImenKnDp9o6vEB647GnvARW2LHUDwCUatAezCEqNXbEbU2O6LW5kfU2vwYHSywp6I2+OXurSWIWtv2IGr1fkSt3o6otdnttaiNxeP+ljp+UicfsfdkYW3JT+LkIvZc22E52+IitttfJ7sXfoha/VYgavV2RK3Njqi1+RG1Nj9GBwvsiah1k0J98ctff+jV/tEf/N6envnYvViiNngH22oJolbvR9Tq7Yham91uR+16PCa9kwP+CKw7nfjN8fuytL7iI/ZU835/j9jHWg75U4vdjMV78Yeo1W8VolZvR9Ta7Ihamx9Ra/NjdLDArketC9rn/+p7D92PNnHv2t/6zaf99bV79YeotW0ZolbvR9Tq7Yham91OR+1qbF16J/rkjfE78sbIHbkx2SfL66tSUVoup5v3+9vrnHGnEzd1+XvH5sMPUavfSkSt3o6otdkRtTY/otbmx+hggV2N2sREUU9/6NcfOSrLLX2CN16+L0HU6rcgUau3I2ptdrmO2pX1Nbk2cX/z9jq9E/3iwraypFzOtBzwR2LdvWKPNXbmTcSmihO1+n2QqNXbEbU2O6LW5kfU2vwYHSywq1GbfJ/a1AmhuKVP8MbL9yWIWv0WJGr1dkStzW67o3ZpbUWuTtyTKyN3/D1ib04OiDvFuKq04u2IbTno7xlbXFRkf/F74BGIWv1GIGr1dkStzY6otfkRtTY/RgcL7GrUcqQ2eAMV8hJErX7rErV6O6LWZmeN2sW1ZT+h0xujd/wMxW9ND4qb7Km6tFLOtB7wpxOfbT0ohxvckdjCiNhUcaJWvw8StXo7otZmR9Ta/Ihamx+jgwV2NWrdy3P3o33hhy9xTW3wtiq4JYha/SYlavV2RK3NLtuonVtdkDdGH9xeZ/SO3J0ZEXfbnZqySh+vj7UelrP7XMR2SJEUZsQStfZ9LvEIRK3NcnZhWcpLiqWiosz2QBEdPTE9L4111VJcHI3fVdu5mYna7dTksdIJ7HrUuhfF7MfR3DmJWv12J2r1dkStzS4oamdWFuTyyO0H94i9K/dnR/0T1pZV+YhNHIk92NAemYglau37HFG7PYZErc2RqNX7EbV6O0aGE9gTURvupe69pZj92LZNiFq9H1GrtyNqbXapUTuxNCuXR996MLHTPRmcG/dPUF9eLWdcxLYekrP7DsnB+nb7ExfII3D6sX5DcqRWb+dGErU2P6JW70fU6u0YGU6AqA3nlHYpotaAJyJErd6PqNXbEbU2u6H5Sfl5/025OXVf3py8JyMLU5sR6+L1XOtheWzfQdlf12Z7ogIeTdTqNy5Rq7cjam12bjRRqzckavV2jAwnQNSGcyJqDU6ZhhK1elSiVm9H1GZn1z835id0uuIndroj40uz/gEaK2r8rXUe27cRsT21+7J74AgvTdTqNz5Rq7cjam12RK3Nj6i1+TE6WGDHo9bdxucLX/qKDAwOB766rs72hyaQChywwwtwpNYGTtTq/YhavR1Ru7XdvdkRuTJ6189Q7CJ2enneD2iqrN2M2INVHXK0uV3KykptGyKio4la/YYnavV2RK3Njqi1+RG1Nj9GBwvseNQGv6T8WYKotW0rolbvR9Tq7Yjat+3crXTuzAz5iHUB647Izq0u+gWaK+vkMX897GE513pQOmtbNgdOzy1JdUUpUavcDYlaJZyIELV6O6LWZkfU2vyIWpsfo4MFIhm1ybMtBx0NTp2Z+R3nz8pnnr0glRUVQtQG72BbLUHU6v2IWr1d1KP2/uyI/GL4llwauS1Xx++Ju2+s+2mprNs4Ett2WM61HJKO2uaMyEStbf8javV+RK3ejqi12RG1Nj+i1ubH6GCBPRO17rTkP/uLb8jHP/bbcvBAT/ArVy5x916ffO25i/LpZy/453H3yb30xtXNUE19WPffuzra5Py5s7K0vCxffe6itDY3y4VnPkLUKrdBYhhRqwckavV2UYtaF60uYF8d6pXXRm7K2OKMx9tX3SCPtRySs22H/f+21zSGRiVqQ1OlXZCo1fsRtXo7otZmR9Ta/Ihamx+jgwUiF7UuUvsHhnyUup/UyA0iS47guYVVv3hrU23QMP57GgGiVr9bELV6uyhE7a2pAXlt5Ja8NtwrV8fubfyeqqr3R2LPtR2Rsy0HpaOmSY1I1Krp/ECiVu9H1OrtiFqbHVFr8yNqbX6MDhaIXNRefP47XiURtYmJq575nQ/7o7FBP8njOf04SGvr/07U6v2IWr1dIUbt0NyEXBp7Sy6N3JLLI2/562KTIzbbI7FBukRtkNDW/52o1fsRtXo7otZmR9Ta/Ihamx+jgwUiGbXdXR3y9FNPep1sotZdX/v8X31vc0bmRNSWlhQHS7PEIwJr6zEpKS6WoiJwshWIx0XWYzFh38tWbmP5WCwucREpKc7PnW92dUGuTNyVq+NvydXJezK+NCM1pVVyumm/nHGnFDcdlLZq/ZHYINW19bi3470bJLXx30tKS2R9bX1z4dW1mJSV8ncjnMHAEWcAACAASURBVN7DS8XiIvFYXEpK8vO9q1nn7RyzHouLkyvO099922mheSw+t2jUNsZsfG6JSynv3YyIjfXVemBGSiSj1m33bI/UuqD9y288L3/8h5/avOY3EbWNdeyEmvfS7MKS1FSUSzFfCmTNF4/HZHZ+ReprK7MeywA3g+qqxNbjUlVZnhccS+srfmbi10dvy+Wx23J/dlTKi8vkVPN+Od92RB5rPSKHG9qlyH9czf3P/OKyVJaVSEkpt/TRaE/PLkgDfzc0dLK6tiarq+tSXVWhGh/1QQtLK1JWUszM5codYWZuUepqKqWIb/SyFlxfX5el5TWpqea9mwmvlC87s96vkgfsmag1rUUWgzXX1KYLWveUnH6cBXyaRTn9WO/H6cd6OzdycXlF1tfjUrtH/7iuxdblxkSfn+Dp9dFbcmNywH3PLccau+R821F5vO2InGzeL2XFJTYI5WhOP1bCPRjG6cd6P04/1tu5kbMLy1JeUiwVFWW2B4ro6InpeXEHMjjSnf0OwOnH2ZsxIjuBXYna1JmO08187CZw+ua3viu//8lPSGNDfXZrtcXSQbMfu+h94YcvbZ5inHrKcfJDE7W2zULU6v2IWr3dXoxadzL0nelheX3ktr8u1t1qZ3l9VfbX7fMTO53fd0TOtR2SqpK98Q03UWvb/4havR9Rq7cjam12bjRRqzckavV2jAwnELmodSxb3ac2NWrdxFA/ePHlhzTr6mr9acg1dRu3wGD243A7W+pSRK3OzY0iavV2eyVqh+Yn/enE7mjs5dHbMruyMbnTuX2H5R3tR+X8vqPSUFFjW9EcjSZqbbBErd6PqNXbEbU2O6LW5kfU2vwYHSwQyagNZgm3BEdqwzllWoqo1fsRtXq73YpaF63uKKz7x8XsyMK01JRVymMuYt0pxfsOS1dti23Fdmg0UWuDJmr1fkSt3o6otdkRtTY/otbmx+hgAaI22CjjEkStAU9EiFq9H1Grt9upqF1aW5Er43c3InbkLbk7MyzlJaVyuvmAPN6+cUrx4YZOKc7DCUeIWtv+R9Tq/YhavR1Ra7Mjam1+RK3Nj9HBAkRtsBFRazDaaihRq4clavV2uYra9XjsweROt+TS6G3pnegXd63s0cYueXzfEX9K8cnmHikrzv8Zg4la2/5H1Or9iFq9HVFrsyNqbX5Erc2P0cECRG2wEVFrMCJqc4NH1Npct2P2Yxesd93kTqNvyaXhW3Jl4p4sr61Id22rPN52+MEsxYf3zORONrGHRxO1Nk2iVu9H1OrtiFqbHVFr8yNqbX6MDhbYtaj9wpe+IgODw1u+wq7O9s1ZiINXZeeX4PRjmzlHavV+RK3ezo3URu3owrT8YvSWj9jLo2/JzMqCNFfW+VOJH3eTO7UdkaaKWtuLy4PRRK1tIxG1ej+iVm9H1NrsiFqbH1Fr82N0sMCuRG3wy8qPJYha23YiavV+RK3eLpuodZM7ve4nd7otr4/dluH5KakurZRz+w5tHol1R2aj9kPU2rY4Uav3I2r1dkStzY6otfkRtTY/RgcLELXBRhmXIGoNeEwUZcIjak18GY/UunvDXhm7sxGxI7flzsywvwb2VPN+f02su92Ou0Y2Hyd3sok9PJqotWkStXo/olZvR9Ta7Ihamx9Ra/NjdLAAURtsRNQajLYaypFaPSxRq7dzIxOnH1dVlfkJnS65U4pHbvuJnmJxN7lTpzzedsQfjT3dsr8gJneyiRG12+lH1Oo1iVq9HVFrsyNqbX5Erc2P0cECRG2wEVFrMCJqc4NH1Opd3a11Xhns9bfZuTZ130/u1FXTsnmbHTfJkzvFmJ/MAhypte0dRK3ej6jV2xG1Njui1uZH1Nr8GB0sQNQGGxG1BiOiNjd4RG14Vze5k7vFzsb9Ym/7yZ0aK2rlbMsheaLruJ/kyU32xE94AaI2vFW6JYlavR9Rq7cjam12RK3Nj6i1+TE6WICoDTYiag1GRG1u8IjazK5zqwv+KKyL2Eujb8nw/KRUlVY8NLlTS1mDrK/Hpba6IjcbqMAflai1bWCiVu9H1OrtiFqbHVFr8yNqbX6MDhYgaoONiFqDEVGbGzyi9m1XP7nT+F15ffi2vD56W96aHpKy4hI52bxfzrcflcf3HZFjjZ1SXFS8OUh7S5/cbM38e1Si1rbNiFq9H1GrtyNqbXZErc2PqLX5MTpYgKgNNiJqDUZEbW7wohy1sXhMbkz2+4B1R2NvTPTLeiwmR9zkTvsO+5A93XxAyktKM+ITtbb9kqi1+RG1ej+iVm9H1NrsiFqbH1Fr82N0sABRG2xE1BqMiNrc4EUtau/NjvjrYd0MxW+M3pGl9RXprG3xEfuOto1b7dSUhZ/ciai17ZdErc2PqNX7EbV6O6LWZkfU2vyIWpsfo4MFiNpgI6LWYETU5gav0KN2fGlWXhu+uXFd7MgtmV1ZlPryan+bnXd12Cd3Impt+yVRa/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GBG1ucErtKhdi63L1fF78upQr7w6fFPuz45IVUmFPLbvkJxvO+Jjdn/dvm3DJGptlEStzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjotZgRNTmBq8QonZ4fkpeG+6VV4Z75fLoW+ImfDrc0CHvaj/u/znZ0iMlSZM7backUWvTJGptfkSt3o+o1dsRtTY7otbmR9Ta/BgdLEDUBhsRtQYjojY3ePkYte5orJul+JWhG/LKYK8MzI9LbVmVvKP9qD+l+In24/4U4534IWptykStzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjotZgRNTmBi9fotZdG/uzwev+tGI3W7E7Gnu0sXPjaGzHCTnV3JMboIBHJWpt7EStzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjotZgRNTmBm+vRu16PCbXx+/Lz93R2KFecbMWV5dW+qOxv9RxQp7o2LmjsVvJE7W2/ZKotfkRtXo/olZvR9Ta7Ihamx9Ra/NjdLAAURtsRNQajIja3ODtpaidWVnwEev++cXwLVlcW5YDdW0+YF3InmrZL8U5ujZWq0vUauU2xhG1Nj+iVu9H1OrtiFqbHVFr8yNqbX6MDhYgaoONiFqDEVGbG7zdjNpYPC69k/3+2thXh3vl1tSgVJSWy/l9h+UJfzT2hLRU1uVmxbfpUYlaGyRRa/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GBG1ucHb6aidW12QV4dvySuDN+S1kZv+vrFdNS3yROdxH7FnWw5KaXFJblY2B49K1NpQiVqbH1Gr9yNq9XZErc2OqLX5EbU2P0YHCxC1wUZErcGIqM0N3k5ErTsC647EuiOyNyb6fbSeaz0kT3SekCfaT0h7TWNuVm4HHpWotSETtTY/olbvR9Tq7Yhamx1Ra/Mjam1+jA4WIGqDjYhagxFRmxu8XEStuxbWXRPrro19bfimTC7PSVt1g5+p2B2NPbfvsFSUlOVmhXb4UYlaGzhRa/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GBG1ucHbrqi9Pzsirwz3ys8Hb8ib4/elSEROtxzYmKm487j01O7LzQrs8qMStbYNQNTa/IhavR9Rq7cjam12RK3Nj6i1+TE6WICoDTYiag1GRG1u8LRR6+4T6+4X666NdTE7tjgjzZV18q72Y/5o7DvajkplaXluXvQeelSi1rYxiFqbH1Gr9yNq9XZErc2OqLX5EbU2P0YHCxC1wUZErcGIqM0NXjZROzg3vnk09ur4XXH3kj3R3LNxNLb9uBxq6MjNi9zDj0rU2jYOUWvzI2r1fkSt3o6otdkRtTY/otbmx+hgAaI22IioNRgRtbnB2ypqV2Pr8sbYHX9t7KtDN2RoflLqy6vlne3H5N0dJ+R8+1GpLavKzQvLk0clam0biqi1+RG1ej+iVm9H1NrsiFqbH1Fr82N0sABRG2xE1BqMiNrc4KVGrTuN2EWsm6n48uhb4k4zPtbYJU90uEmejsuxpm4p8lfM8uMEiFrbfkDU2vyIWr0fUau3I2ptdkStzY+otfkxOliAqA02ImoNRkRtbvBW1lbl53235MbsPXllqFf65kalpqzSXxO7ccud4/7oLD/pBYha255B1Nr8iFq9H1GrtyNqbXZErc2PqLX5MTpYgKgNNiJqDUZE7fbhTS3P+6Ox7p/Xh2/L4vqyHKpvl3d1HPfXx55s7pHiouLte8ICfiSi1rZxiVqbH1Gr9yNq9XZErc2OqLX5EbU2P0YHCxC1wUZErcGIqNXjxeJxuTHRt3Fa8XCv3JkeksqScjnfdsSH7PHqA3K4rTBvuaNXCzeSqA3nlGkpotbmR9Tq/YhavR1Ra7Mjam1+RK3Nj9HBAkRtsBFRazAiarPDm1lZkNeGb8rPhm7IpeFbMre6KN21rZtHY8+0HJDS4hLJZvbj7F5BNJYmam3bmai1+RG1ej+iVm9H1NrsiFqbH1Fr82N0sABRG2xE1BqMiNqt8eISl1tTg/66WDfJ083JASkrKZHHWg9v3HKn44S0VTc88iBErW2nJGptfkStzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwUiGbWXLl+RL375616nq7NdPv+5z0pjQ/2WWnfv9ck3v/Vd+f1PfmJzWffBxP20NtUGS7PEIwKTswtSX1UpJaXRug50YW1JXhu+Ja8MbpxW7I7Ottc0yrvaN66NPbfvsJQVl265xxC1tjcUUWvzI2ptfkSt3o+o1dsRtTY7otbmR9Ta/BgdLBC5qHVx+rXnLsqnn70gBw/0yPdfeFEuvXFVPvPsBamsqHhEbGp6Rr7wpa/IwODwIwFM1AbvYFstEaWovTMzLK8O9frrY69P3PcTOrlTiV3Euutj3SnG2fwQtdloPbosUWvzI2ptfkSt3o+o1dsRtTY7otbmR9Ta/BgdLBC5qHUR2z8wJBee+YjXSY3cTGQcqQ3embJdopCj1t0n9hcjt+Tng9f9NbLjS7PSUlkn72w/Jr/UeVLO7zsilaXl2ZJtLk/Uqun8QKLW5kfU2vyIWr0fUau3I2ptdkStzY+otfkxOlggclF78fnveJVE1CaOxD7zOx+W8+fOZhTbKmqb6rkfaPCu9ugS0/OLUltZISUlhXH6sZvU6WdD1+Wng9fk0uhtWYvF5GRTj79n7Dvbj8vB+jYNU9oxLmpn5pelsa5q2x4zSg+0tLIq6+txqanSf7EQJa/UdZ1dWJbK8hIpK936NPlCN4qHXUG3YNHbC0/NLEgjfzfC6j203OramqysrEtN9aNnVqkecAcGJW36HXi2rZ9ibnFFykuKpLy8bNdfSz6+gCl32VRNlRQX76Wtmh+Sq+vrsrS0KnU1lfnxgnfhVRbK5+FdoPNPGcmo7e7qkKefetIDbEfU8stNt/vGYnEpLip66MOe7pF2b9T40oy8NtYrr470Su90n5QWlcjZ5kPyRNtJebz1iNSU5u6Xt/fjD6tq48fjGzlS5PY/frIWKIT3btYrnWZA2L3HfVBZX49tPsJ6LC4lvHdVmyDm3rrx/PrdF/rLD5VIdoM2fvcVCb/6snNLLM3fXZ2bHxUXcbcq5HNLZsPmhhoDMEMjGbVus2/nkVomitK9kfL19GN3fexPBq7JTwbelLemh6SmrFLe23lK3tN1St7ZdkzKS3J/9IrTj3X7XGIUpx/b/Dj92ObH6cd6P04/1tu5ke4si/KSYqmo4EitRnJiel4a66oJMwUepx8r0BiSlUDkopZrarPaP3K6cD5F7dWxe/LjwTflxwNXZXRhWlqr6uV9XWfkvV2n5LHWQzl1SvfgRK2NnKi1+RG1Nj+iVu9H1OrtiFqbnRtN1OoNiVq9HSPDCUQuaoNmP3bR+8IPX3rkNj9MFBVuh8pmqb0ctauxNbk0clt+PPCm/Gzwur/tzoG6Nh+x7+s+LUcaOrNZ1W1flqi1kRK1Nj+i1uZH1Or9iFq9HVFrsyNqbX5Erc2P0cECkYtaR7LVfWpTozb5lj4Jzg89+QF/+jK39AnewbZaYq9Frbt/rLvlzo/7r8mrIzdlZW1VTrb0yPs6T8v7u89IW3WjbYW3cTRRa8Mkam1+RK3Nj6jV+xG1ejui1mZH1Nr8iFqbH6ODBSIZtcEs4ZYgasM5ZVpqL0TtxNKs/HTgmj8i+8bYHT9x1eP7jsj7us/IezpPSn353pzZmqi17XtErc2PqLX5EbV6P6JWb0fU2uyIWpsfUWvzY3SwAFEbbJRxCaLWgCciuxW1fXOjDyZ6uia9k/1SXVrpb7vz/u7T/j6ylvvH2kTCjyZqw1ulW5KotfkRtTY/olbvR9Tq7Yhamx1Ra/Mjam1+jA4WIGqDjYhag9FWQ3cqauMSlxsT/X62Yjdr8cD8uDRX1vkjse6IrJvoqaQov+6VS9Tadkqi1uZH1Nr8iFq9H1GrtyNqbXZErc2PqLX5MTpYgKgNNiJqDUa7FbVrsXW5PHZHftJ/VX46eF0ml+eku7Z1Y6KnrlNyvKknR2u1Mw9L1NqciVqbH1Fr8yNq9X5Erd6OqLXZEbU2P6LW5sfoYAGiNtiIqDUY7WTULq2tyCvDvf762FcGe2VxfVmON3X72Yrf33laOmtbcrQmO/+wRK3NnKi1+RG1Nj+iVu9H1OrtiFqbHVFr8yNqbX6MDhYgaoONiFqDUa6jdnp5Xn4yeN2fWnx59LbE4nE5t++wvLfrtD8q21RRm6NXv7sPS9Ta/Ilamx9Ra/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GOUiaofmJ+XHg2/6U4uvT/RLRUmZvKvjuD+t+Jc6TkhVaUWOXvHeeVii1rYtiFqbH1Fr8yNq9X5Erd6OqLXZEbU2P6LW5sfoYAGiNtiIqDUYbVfU3poa8JM8uVOL78+OSkNFjbyn46S8t/u0vwVPWXFJjl7l3nxYota2XYhamx9Ra/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GGmjNhaPyZXxu/Lj/jflp4PXZGxxRjpqmuS9naflfV2n5WRLjxRJUY5e2d5/WKLWto2IWpsfUWvzI2r1fkSt3o6otdkRtTY/otbmx+hgAaI22IioNRhlE7XL66vy2vDNjYmehnplbnVRjjZ2bl4fe6CuLUevJP8elqi1bTOi1uZH1Nr8iFq9H1GrtyNqbXZErc2PqLX5MTpYgKgNNiJqDUZBUVtcGpdXRnv9EdlLo7dkLRaTMy0H5P1dp+U9Xaeltao+R8+e3w9L1Nq2H1Fr8yNqbX5Erd6PqNXbEbU2O6LW5kfU2vwYHSxA1AYbEbUGo3RDRxem/dHYH92/Ijen+6SsuFTe0XbUXx/77o4TUltWtc3PWHgPR9TatilRa/Mjam1+RK3ej6jV2xG1Njui1uZH1Nr8GB0sQNQGGxG1BqPE0Dszw/62Oz8euCZ3pod8uJ5vPSq/0nNWnug8LuUlpdvwLNF5CKLWtq2JWpsfUWvzI2r1fkSt3o6otdkRtTY/otbmx+hgAaI22IioVRi5+8VeG78vPx686mctHlmYkn3VDfKezlPy/q4zcrplv7gPxvVVlVJSWqx4hmgPIWpt25+otfkRtTY/olbvR9Tq7Yhamx1Ra/Mjam1+jA4WIGqDjYjakEarsTX5xcgt+Un/m/KzoRsys7IgB+vb5b2dp+R93aflcEPHQ480ObtA1Ia0TV2MqFXCPRhG1Nr8iFqbH1Gr9yNq9XZErc2OqLX5EbU2P0YHCxC1wUZE7RZGC2tL8rPBG/4aWTdz8cr6mpxq2e9vu+P+aatuzDiaqNXvfESt3s6NJGptfkStzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjojZFwIXsP/RflR/dvyyvj77l/+sT7cfl/d1n5N2dJ6W+vDqUKlEbiintQkSt3o6otdm50UStzZCo1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjolZEltZW5CeD1+RHfW/Iz4du+BmL39t1Sn6564y8s/2YVJaWZy1J1GZNtjmAqNXbEbU2O6LW7kfU6g2JWr0dUWuzI2ptfkStzY/RwQJEbbBRZKPWXSP7ylCvvNR3WV4ZuiFu8qd3th2TD+x/TN7dcVIVssmYRK1+5yNq9XZErc2OqLX7EbV6Q6JWb0fU2uyIWpsfUWvzY3SwAFEbbBSpqF2Px+TS6G350b3L/vY7y7EVOdd6WD6w/5y8v/u0VJdWGsQeHkrU6imJWr0dUWuzI2rtfkSt3pCo1dsRtTY7otbmR9Ta/BgdLEDUBhtFImqvjN2Vl++/Lj/qvyLzq0tyqrlHfm3/efnlnrOhr5HNlpKozVbs7eWJWr0dUWuzI2rtfkSt3pCo1dsRtTY7otbmR9Ta/BgdLEDUBhsVbNTenBqQl+9fln/oe0PGl2blSEOnfODAY/Kr3eektareIBNuKFEbzindUkSt3o6otdkRtXY/olZvSNTq7Yhamx1Ra/Mjam1+jA4WIGqDjQoqavvmRuWle5fl5b7LMjQ/Kd21rf7U4l/rOScdtc0GjeyHErXZmyVGELV6O6LWZkfU2v2IWr0hUau3I2ptdkStzY+otfkxOliAqA02yvuoHVmYlh/1XZaX7l+WuzPD/t6xv9r9mHzgwDk5VN9uELANJWr1fkSt3o6otdkRtXY/olZvSNTq7Yhamx1Ra/Mjam1+jA4WIGqDjfIyaqeX5/3td166/7rcmOyXpspa+eXus/LB/Y/LiaZuw1pv31CiVm9J1OrtiFqbHVFr9yNq9YZErd6OqLXZEbU2P6LW5sfoYAGiNtgob6J2bnVR/mngTXnp3uviJn6qKauUX+4+408vPtNyUIqLigxru/1DiVq9KVGrtyNqbXZErd2PqNUbErV6O6LWZkfU2vyIWpsfo4MFiNpgoz0dtUtrK/LToet+wqfXhm9KeXGZvLfrpA/Z821HpaSo2LCGuR1K1Op9iVq9HVFrsyNq7X5Erd6QqNXbEbU2O6LW5kfU2vwYHSxA1AYb7bmoXY2tyavDN/01sq8M3ZC4xOWJjhPywZ5z8kTHcSkrLjWs1c4NJWr11kSt3o6otdkRtXY/olZvSNTq7Yhamx1Ra/Mjam1+jA4WIGqDjfZE1MbiMXl99C1/jeyPB67JyvqqvLP9mHxg/2Pyno5TUllabliT3RlK1OrdiVq9HVFrsyNq7X5Erd6QqNXbEbU2O6LW5kfU2vwYHSxA1AYb7VrUuiOw18bv+5D9x/6r4q6ZPdtyyM9a/P6u01JbVmV49bs/lKjVbwOiVm9H1NrsiFq7H1GrNyRq9XZErc2OqLX5EbU2P0YHCxC1wUY7HrW3pgb9NbL/0P+GjC3OyKnmHvlAzzn5lZ7HpKGixvCK99ZQola/PYhavR1Ra7Mjau1+RK3ekKjV2xG1Njui1uZH1Nr8GB0sQNQGG+1I1A7Mjcv/uPe6vNz/hgzOjcvhhg4/2ZOL2daqesOr3LtDiVr9tiFq9XZErc2OqLX7EbV6Q6JWb0fU2uyIWpsfUWvzY3SwAFEbbJSzqB1ZmJYf9V+Wl+9dljszw9Jd2+qvkXUh21XbYnhl+TGUqNVvJ6JWb0fU2uyIWrsfUas3JGr1dkStzY6otfkRtTY/RgcLELXBRtsatdPL8/IPfW/IS32X5fpEn7RVN8ivdD/mj8q6o7NR+iFq9VubqNXbEbU2O6LW7kfU6g2JWr0dUWuzI2ptfkStzY/RwQJEbbCRfP+FF+X5b/+1X/Id58/KZ569IJUVFeI+mLif1qbaLR9lYW1J/rH/TXnp3utyZfyONJTXyPt7zvpb8Jxs7gnxCgpzEaJWv12JWr0dUWuzI2rtfkSt3pCo1dsRtTY7otbmR9Ta/BgdLEDUBhhdunxFnv+r78nnP/dZaWyol4vPf8ePuPDMR7aM2qW1FfnZ0HV/L9lfjNySypJyP2PxBw88LmdaDkpxUVHw1inwJYha/QYmavV2RK3Njqi1+xG1ekOiVm9H1NrsiFqbH1Fr82N0sABRG2DkIra7q0OefupJv2Ry5K7Fiv2/SxypXY2ty6vDvX7m4p8P3ZAiKZL3dJ70IXt+3xEpLS4J3iIRWoKo1W9solZvR9Ta7Ihaux9RqzckavV2RK3Njqi1+RG1Nj9GBwsQtVsYLS0vy1efuyjnHzuzGbV37/XJ1567KJ9+9oLU1DVKLB6TwfUxefne6/JPA9dkNbYmT3Qclw/uPydPtJ+Q8pLS4K0Q0SWIWv2GJ2r1dkStzY6otfsRtXpDolZvR9Ta7Ihamx9Ra/NjdLAAURsiap/+0K/L+XNn/ZKpUfvZf/i6zK0uymNNh+W9HaflHa3HpbKkLFieJRBAAAEEEEAAAQQQQACBEHP0gLS1AFEbImq3OlL785Frcrr5kNSUVrKvIYAAAggggAACCCCAAAJZCwRNPJv1A0ZsAFEbsMGzuaY2YvuOeXU5/VhPyOnHejs3cnF5RdbX41JbXWF7oIiOnp5bkuqKUikr4/IKzS7A6ccatY0xnH6st3MjZxeWpbykWCoqOKNMIzkxPS+NddVSXMxkn9n6cfpxtmIsn60AURsgpp39ONsNEcXliVr9Vidq9XZErc3OjSZqbYZErd6PqNXbEbU2OzeaqNUbErV6O0aGEyBqQzhZ71Mb4ikiuQhRq9/sRK3ejqi12RG1dj+iVm9I1OrtiFqbHVFr8yNqbX6MDhYgaoONMi7hPpi4H86B1yEStTo3N4qo1dsRtTY7otbuR9TqDYlavR1Ra7Mjam1+RK3Nj9HBAkRtsBFRazDaaihRq4clavV2RK3Njqi1+xG1ekOiVm9H1NrsiFqbH1Fr82N0sABRG2xE1BqMiNrc4BG1NlcmirL5cU2tzY+o1fsRtXo7otZmR9Ta/Ihamx+jgwWI2mAjotZgRNTmBo+otbkStTY/otbmR9Tq/YhavR1Ra7Mjam1+/yL+pwAAEAlJREFURK3Nj9HBAkRtsBFRazAianODR9TaXIlamx9Ra/MjavV+RK3ejqi12RG1Nj+i1ubH6GABojbYiKg1GBG1ucEjam2uRK3Nj6i1+RG1ej+iVm9H1NrsiFqbH1Fr82N0sABRG2xE1BqMiNrc4BG1Nlei1uZH1Nr8iFq9H1GrtyNqbXZErc2PqLX5MTpYgKgNNmIJBBBAAAEEEEAAAQQQQACBPSpA1O7RDcPLQgABBBBAAAEEEEAAAQQQCBYgaoONWAIBBBBAAAEEEEAAAQQQQGCPChC1e3TD8LIQQAABBBBAAAEEEEAAAQSCBYjaYKO0S3z/hRfl+W//tf9v7zh/Vj7z7AWprKhQPlphDltaXpavPndRfnHpil/BZz76L+Xpp54MXFln2z8wJBee+UjgsoW8wKXLV+SLX/66X8Wuznb5/Oc+K40N9WlX+e69PvmTP/1zmZ2dC7V8Ibsl1i2b92iqX9Tf09r3rrO/+Px35Oq1G1vur4W+/01Nz8gXvvQVGRgc9qv6R3/we3L+3NmMq+3MfvDiyw/997C/LwvRMpv3rlt/y/5aaH7ZWKTupwmLoL83hWaWvD7ZvndT/3ZE+X3rHLP53OKWT36vR3m/K+T31E6uG1Gr0HZv2uf/6nubH9rcBxL3E/UIS6VMdkn8oXjmdz6c8cNd8i/DDz35gUh7uj+UX3vuonz62Qty8ECP/8V/6Y2rGb88cXYDQyObXxo4+7GJich+2ZLte9T5dnW0be6bUX9PZ/veTbz3E3EW5Q8niag4/9gZ/35MfS+n+5MT9f0t2STb926qt+JPekEN0b53k78MjOqXytm+d1M/14T5nFNQO1vKymg+t6R+lo7y55ZC3jd2at2IWoW0+6PR3dWxGRCpf4QVD1lwQ9wv9z/7i2/Ixz/22z7K3E/YD24cqd349jL5g0WYD8ZbfTAsuB0sYIWs79GgLxEK2VP73k3ss+9+1+MPfelXyFbp1s29V7/5re/K73/yE/7MijDRFfZ3YxQss33v8vfi7b1C+95NPEK68VHY5xLrmO17N/Xvcpj3eiF7ZvO5JZ1Vtp9zCtmSddMJELVZuvFGDAeW7pdT2FDgQ8qjXwBk+w1wWOtwWzO/lrK+RxPjW5ubI3m2gOa9m7y/Xb9xM9JRm+5LzqBoTT39OKqnMGreu6l2dXW18sd/+KnNL1Pz67eX7dVq3rvJzxj1v73a9+5Pfv6a3+fcT/IXWratmX+jU3/PbfW5Jd17PdvPOfknxCvOtQBRm6Vw4o349Id+ffNURb5dehQx9RtPt0TY0Ir6H1ZnlXq0Iptf9lHfHy3v0cQH5ChfU5vte9d9EPz+D/5+81T3qJ+5kuqReD+7/w1ziUriGr1//4lntrwON8s/XXmxeLbv3XTLu78fL/zwpUhe053tezd5p4j6UVpnoXnv+t933/5rmZ1f8HNaRPULKc3nltTPhNl8zsmLX2i8yB0XIGqzJNd8k5zlUxTE4pZvjIla/ZHaKH8gTrxxtuM9GvYLmIJ4s6asRLbv3eSJPpIfKqrX1WqO9qTuR6lfahXifpZunbJ976aL2ih/MM72vZu8DYLOJojCPpjtezf1S4TEvvfUb3ww1KSYhWaazZFat+6pk5q5fxflMy0KbX/YjfUhahXq2V7zo3iKvB9iubaHqNVdU0vQvv22sb5H0x3xyPs3ZcgVsLx3E0c7kif/CPm0BbNYttflpVvxqEZtuqM9QUf+053VkjqfQ8HsXAEron3vRv3sngRrtu9dzZHdQt4Xs7mmNp2D8//bv/vv8m9/96PcTaSQd5QcrhtRq8DNdnZGxVMUxJCtZmHc6htNolYemTE19chhasDyoeTht0zQezT1FMVv/9e/kV9937sfmtQsyrMwat+7RO3bRx8yzX6c+t51vwtffOkf5V/8L/+T34mj/l7O9r3rlv/Lbzy/eR1tlM+ySHwp4P7Xneqe7qh1upnxOUq78fcjaPbj1M8t6d7L7lZeUT1SGzT78VaXBkT5DIuC+MC/R1aCqFVuiGzvo6d8mrwettX98tJFbfItfRIrHnR/x7wGCnjxW93vLfWPaaZTQKPst9V7NPWPa+q+F+VrapM/3KW7x3TQKXZBR9YK+T2bWLet7nWZ+t5NdwpelN+3zjCb927q8lE97T2x7wXdpzY1anm/Pvwbaav3bpjPLVG+pjbxpeYXv/x1j5r6Xkz9u5tszWnHUfjLmPt1JGpzb8wzIIAAAggggAACCCCAAAII5EiAqM0RLA+LAAIIIIAAAggggAACCCCQewGiNvfGPAMCCCCAAAIIIIAAAggggECOBIjaHMHysAgggAACCCCAAAIIIIAAArkXIGpzb8wzIIAAAggggAACCCCAAAII5EiAqM0RLA+LAAIIIIAAAggggAACCCCQewGiNvfGPAMCCCCAAAIIIIAAAggggECOBIjaHMHysAgggAACCCCAAAIIIIAAArkXIGpzb8wzIIAAAggggAACCCCAAAII5EiAqM0RLA+LAAIIIIAAAggggAACCCCQewGiNvfGPAMCCCCAAAIIIIAAAggggECOBIjaHMHysAgggAACCCCAAAIIIIAAArkXIGpzb8wz/P/t3durVFUcB/D1pg9ZIWJmkaCRkIVBEBQYGSooVCBFdj0PipDdi6AgeoigIMouZuCFOIUV5EM9lJCSUf9AUgraBbSypBCP9qBvsQb2sM92z8w+s2bOQuZzXsQ5s9Zvrc/MPHzPugwBAgQIECBAgAABAgQIDElAqB0SrG4JECBAgAABAgQIECBAYPgCQu3wjVUgQIAAAQIECBAgQIAAgSEJCLVDgtUtAQIECBAgQIAAAQIECAxfQKgdvrEKBAgQINBDYM/e/eHAT4fCU5s2hJkzZlwQXgd+PBjGP94dXnr+6XDpJRfXjnk65nX23Lnw1tYdYel114bVK5dfEHYGSYAAAQIEBikg1A5SU18ECBAgMEng6LE/wiuvvxPOnPmvo8zYA/e0fifU9vfmaRJqT02cDi+/tjmsvP3WpOBb1PrhwMHWYONrVw7STYJ+f7PUigABAgQIdBYQar07CBAgQGDaBDqtXE7HiuagJ9kkwE3HvJqE2kHNvTyfEyf+CW9v3RGe3LQhLLjqylCMY/WK28LS65cMqqR+CBAgQIBATwGhtieRJxAgQIDAoAR6hdrly24Jm7dsb5WbNeui8OJzT7QCU/FTXfldsXxZ2DB2X+vXRcgcu//usGXbeGt1OK4kzp83t7VN+K41q8L7Oz+a1Pehwz+H8V2ftR6bf/llk7YSx7EWv6sbT7+hdsf4J2Hf/u9r51isqB7/60R7zuU5Fg9WxxYfr66all+zot9oEwNnnVV8/gvPPto1kMaxx59oXg2xsc89+769oLaQD+p9rR8CBAgQyCsg1Ob1V50AAQIjJdAt1MYAWQ5wMUD9e/JkOyTFQFu3Mjhn9uxWyIqh6tU33gs3LF0yKVgVj1f7jsGy+lgR2OK/cawxEBerjvH/e7/5rh18+wm11TnFPmIAL8J7DJ+7P/8yPLhubetscd224eo4mqzU1oXaqlW137o3ZqdQu/iaq8P2D3aFO9esmvRHiJF6c5ssAQIECGQTEGqz0StMgACB0RPotVJbviiqGhpjoLpi/ryOZziPHvu99uKmuvDZ9LHyKxSD4ZvvbgvrH17XCm5TDbVnz55rnWstVktj300CaTT78/jfreBeDadN++i0Ulu+5Kr6R4O6d2en7cdxxbsYY3klutvq8ei9+82YAAECBIYlINQOS1a/BAgQIHCeQL+hdubMGa0bfosLisodF9uGhxFqywGtqFls0Z1qqI1nUHd++Gl45vGNk25LLofWWKPucq1i9bl6jnW6Q23dRVE333RjO+yfmphob0GuG6uPBAECBAgQGIaAUDsMVX0SIECAQK1Aaqjt9rU1nUJm01XZ8vPi4OOq6ty5c9pbmZusdlYnXV3Z7BVqi7Oy5bOtvfpostrbZOxNVmrrXtRyKO925tZHggABAgQIDEtAqB2WrH4JECBA4DyBfkNt/B7YcmCqox1kqJ2YOH3eqmqTYNgt1DbZfly3xbrbjcOxXs5QW92SLdT60BMgQIBADgGhNoe6mgQIEBhRgZRQW1z4VD6nWb5Y6fCRXwZ2pjaG2vj9uo9tHGtfFFVsRe53+3G8+KnXRVF1l2PFcSxauKC9YlwN98Xqbj+3H0/1TG1daI+PFd9VW74B2fbjEf2QmzYBAgQyCAi1GdCVJECAwKgKpITaaFZ33rQIc4NcqY0rw0WILl6rR9Y/FL746uv2RU9TPVMbQ2386faVPtUzq/Es7eJFC8PhX39rh9rqc+5de0fr9922ZjdZZZ7q9uP4/Lrt1C6KGtVPt3kTIEAgn4BQm89eZQIECBAgQIAAAQIECBBIFBBqEwE1J0CAAAECBAgQIECAAIF8AkJtPnuVCRAgQIAAAQIECBAgQCBRQKhNBNScAAECBAgQIECAAAECBPIJCLX57FUmQIAAAQIECBAgQIAAgUQBoTYRUHMCBAgQIECAAAECBAgQyCcg1OazV5kAAQIECBAgQIAAAQIEEgWE2kRAzQkQIECAAAECBAgQIEAgn4BQm89eZQIECBAgQIAAAQIECBBIFBBqEwE1J0CAAAECBAgQIECAAIF8AkJtPnuVCRAgQIAAAQIECBAgQCBRQKhNBNScAAECBAgQIECAAAECBPIJCLX57FUmQIAAAQIECBAgQIAAgUQBoTYRUHMCBAgQIECAAAECBAgQyCcg1OazV5kAAQIECBAgQIAAAQIEEgWE2kRAzQkQIECAAAECBAgQIEAgn4BQm89eZQIECBAgQIAAAQIECBBIFBBqEwE1J0CAAAECBAgQIECAAIF8AkJtPnuVCRAgQIAAAQIECBAgQCBRQKhNBNScAAECBAgQIECAAAECBPIJCLX57FUmQIAAAQIECBAgQIAAgUQBoTYRUHMCBAgQIECAAAECBAgQyCcg1OazV5kAAQIECBAgQIAAAQIEEgWE2kRAzQkQIECAAAECBAgQIEAgn4BQm89eZQIECBAgQIAAAQIECBBIFBBqEwE1J0CAAAECBAgQIECAAIF8AkJtPnuVCRAgQIAAAQIECBAgQCBRQKhNBNScAAECBAgQIECAAAECBPIJCLX57FUmQIAAAQIECBAgQIAAgUQBoTYRUHMCBAgQIECAAAECBAgQyCcg1OazV5kAAQIECBAgQIAAAQIEEgWE2kRAzQkQIECAAAECBAgQIEAgn4BQm89eZQIECBAgQIAAAQIECBBIFBBqEwE1J0CAAAECBAgQIECAAIF8AkJtPnuVCRAgQIAAAQIECBAgQCBRQKhNBNScAAECBAgQIECAAAECBPIJCLX57FUmQIAAAQIECBAgQIAAgUQBoTYRUHMCBAgQIECAAAECBAgQyCcg1OazV5kAAQIECBAgQIAAAQIEEgWE2kRAzQkQIECAAAECBAgQIEAgn8D/1erfHt+sKjcAAAAASUVORK5CYII=", "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": 52, "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": 53, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 53, "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": 56, "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": 57, "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": 58, "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": 59, "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": 60, "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": 61, "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": 62, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 63, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)...from_storage_MWstorage_level_MWhhp_output_MWhhp_input_MWhto_storage_ndg_MWhfrom_storage_ndg_MWhto_storage_vdg_MWhfrom_storage_vdg_MWhto_storage_MWhfrom_storage_MWh
2019-07-19 03:16:00+02:0033.0728.5628.5650.0548.4010.7030.015.7965.986120.288...0.035.3190.346-0.0990.00.00.00.00.00.0
2019-03-21 21:54:00+01:0043.9232.0232.0235.4433.8314.6324.554.7366.060126.308...0.014.0640.380-0.1240.00.00.00.00.00.0
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2 rows × 35 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-07-19 03:16:00+02:00 33.07 28.56 28.56 50.05 48.40 \n", "2019-03-21 21:54:00+01:00 43.92 32.02 32.02 35.44 33.83 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-07-19 03:16:00+02:00 10.70 30.01 \n", "2019-03-21 21:54:00+01:00 14.63 24.55 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-07-19 03:16:00+02:00 5.79 65.986 120.288 \n", "2019-03-21 21:54:00+01:00 4.73 66.060 126.308 \n", "\n", " ... from_storage_MW storage_level_MWh \\\n", "2019-07-19 03:16:00+02:00 ... 0.0 35.319 \n", "2019-03-21 21:54:00+01:00 ... 0.0 14.064 \n", "\n", " hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n", "2019-07-19 03:16:00+02:00 0.346 -0.099 0.0 \n", "2019-03-21 21:54:00+01:00 0.380 -0.124 0.0 \n", "\n", " from_storage_ndg_MWh to_storage_vdg_MWh \\\n", "2019-07-19 03:16:00+02:00 0.0 0.0 \n", "2019-03-21 21:54:00+01:00 0.0 0.0 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2019-07-19 03:16:00+02:00 0.0 0.0 \n", "2019-03-21 21:54:00+01:00 0.0 0.0 \n", "\n", " from_storage_MWh \n", "2019-07-19 03:16:00+02:00 0.0 \n", "2019-03-21 21:54:00+01:00 0.0 \n", "\n", "[2 rows x 35 columns]" ] }, "execution_count": 63, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 64, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean41.19580140.39106042.55408224.3545810.89404523.460537
std11.27817351.22693152.0032527.1519662.6333766.814125
min-9.020000-487.650000-487.6500000.0000000.0000000.000000
25%34.10000024.47000025.53000022.7600000.00000022.676000
50%39.70000031.11000032.16000026.9800000.00000026.441000
75%47.39250040.90000042.54000028.0100000.00000027.690000
max121.460000936.120000936.12000031.00000025.00000030.900000
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" ], "text/plain": [ " DAM POS NEG hp_output_MW \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 41.195801 40.391060 42.554082 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": 64, "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": 65, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2019-08-11 18:34:00+02:0034.1645.6545.6526.5580.0000.026.558
2019-01-08 06:38:00+01:0053.9623.3323.3331.0003.8460.027.154
2019-10-24 00:04:00+02:0033.55128.12128.1220.6900.00025.020.690
2019-12-06 02:24:00+01:0022.0033.0033.0026.9040.0000.026.904
2019-07-17 22:31:00+02:0050.6428.5228.5231.00011.5310.019.469
2019-03-07 18:42:00+01:0043.9536.6736.6729.6840.0000.029.684
2019-10-19 07:29:00+02:0029.7023.8023.8029.0460.0000.029.046
2019-11-07 01:58:00+01:0035.9529.7429.7422.9160.0000.022.916
2019-10-15 13:34:00+02:0046.6426.2426.244.4880.0000.04.488
2019-05-12 10:04:00+02:0038.90166.71166.7120.8360.00025.020.836
2019-05-30 11:43:00+02:0036.0433.1933.1927.8150.0000.027.815
2019-05-03 04:54:00+02:0033.1033.1633.1627.9200.0000.027.920
2019-05-13 01:05:00+02:0042.5929.02180.0222.9350.0000.022.935
2019-01-10 05:39:00+01:0049.80102.16102.1626.8620.00025.026.862
2019-08-09 22:00:00+02:0034.2620.0130.4020.8500.0000.020.850
2019-01-30 00:16:00+01:0043.0045.7145.7127.5780.0000.027.578
2019-11-27 03:37:00+01:0030.2322.7322.7326.4040.0000.026.404
2019-07-27 01:55:00+02:0037.5926.4626.4622.8100.0000.022.810
2019-06-09 22:23:00+02:0041.4925.3729.6922.9040.0000.022.904
2019-03-04 02:50:00+01:0039.8033.0437.8927.9200.0000.027.920
\n", "
" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-08-11 18:34:00+02:00 34.16 45.65 45.65 26.558 0.000 \n", "2019-01-08 06:38:00+01:00 53.96 23.33 23.33 31.000 3.846 \n", "2019-10-24 00:04:00+02:00 33.55 128.12 128.12 20.690 0.000 \n", "2019-12-06 02:24:00+01:00 22.00 33.00 33.00 26.904 0.000 \n", "2019-07-17 22:31:00+02:00 50.64 28.52 28.52 31.000 11.531 \n", "2019-03-07 18:42:00+01:00 43.95 36.67 36.67 29.684 0.000 \n", "2019-10-19 07:29:00+02:00 29.70 23.80 23.80 29.046 0.000 \n", "2019-11-07 01:58:00+01:00 35.95 29.74 29.74 22.916 0.000 \n", "2019-10-15 13:34:00+02:00 46.64 26.24 26.24 4.488 0.000 \n", "2019-05-12 10:04:00+02:00 38.90 166.71 166.71 20.836 0.000 \n", "2019-05-30 11:43:00+02:00 36.04 33.19 33.19 27.815 0.000 \n", "2019-05-03 04:54:00+02:00 33.10 33.16 33.16 27.920 0.000 \n", "2019-05-13 01:05:00+02:00 42.59 29.02 180.02 22.935 0.000 \n", "2019-01-10 05:39:00+01:00 49.80 102.16 102.16 26.862 0.000 \n", "2019-08-09 22:00:00+02:00 34.26 20.01 30.40 20.850 0.000 \n", "2019-01-30 00:16:00+01:00 43.00 45.71 45.71 27.578 0.000 \n", "2019-11-27 03:37:00+01:00 30.23 22.73 22.73 26.404 0.000 \n", "2019-07-27 01:55:00+02:00 37.59 26.46 26.46 22.810 0.000 \n", "2019-06-09 22:23:00+02:00 41.49 25.37 29.69 22.904 0.000 \n", "2019-03-04 02:50:00+01:00 39.80 33.04 37.89 27.920 0.000 \n", "\n", " from_storage_MW Total demand \n", "2019-08-11 18:34:00+02:00 0.0 26.558 \n", "2019-01-08 06:38:00+01:00 0.0 27.154 \n", "2019-10-24 00:04:00+02:00 25.0 20.690 \n", "2019-12-06 02:24:00+01:00 0.0 26.904 \n", "2019-07-17 22:31:00+02:00 0.0 19.469 \n", "2019-03-07 18:42:00+01:00 0.0 29.684 \n", "2019-10-19 07:29:00+02:00 0.0 29.046 \n", "2019-11-07 01:58:00+01:00 0.0 22.916 \n", "2019-10-15 13:34:00+02:00 0.0 4.488 \n", "2019-05-12 10:04:00+02:00 25.0 20.836 \n", "2019-05-30 11:43:00+02:00 0.0 27.815 \n", "2019-05-03 04:54:00+02:00 0.0 27.920 \n", "2019-05-13 01:05:00+02:00 0.0 22.935 \n", "2019-01-10 05:39:00+01:00 25.0 26.862 \n", "2019-08-09 22:00:00+02:00 0.0 20.850 \n", "2019-01-30 00:16:00+01:00 0.0 27.578 \n", "2019-11-27 03:37:00+01:00 0.0 26.404 \n", "2019-07-27 01:55:00+02:00 0.0 22.810 \n", "2019-06-09 22:23:00+02:00 0.0 22.904 \n", "2019-03-04 02:50:00+01:00 0.0 27.920 " ] }, "execution_count": 65, "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": 66, "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": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 67, "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": 67, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 68, "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', 'Tsource (VDG)','Tsink (VDG)']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 69, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MWTsource (VDG)Tsink (VDG)
2019-12-31 23:40:00+01:0037.2138.0638.0622.820-8.26822.8202.7600.00.065.080129.980
2019-12-31 23:41:00+01:0037.2138.0638.0622.811-8.26122.8112.7610.00.065.077129.979
2019-12-31 23:42:00+01:0037.2138.0638.0622.802-8.25522.8022.7620.00.065.074129.978
2019-12-31 23:43:00+01:0037.2138.0638.0622.793-8.24922.7932.7630.00.065.071129.977
2019-12-31 23:44:00+01:0037.2138.0638.0622.784-8.24222.7842.7640.00.065.068129.976
2019-12-31 23:45:00+01:0037.2111.2053.1822.775-8.23622.7752.7650.00.065.065129.975
2019-12-31 23:46:00+01:0037.2111.2053.1822.766-8.23022.7662.7660.00.065.062129.974
2019-12-31 23:47:00+01:0037.2111.2053.1822.757-8.22422.7572.7670.00.065.059129.973
2019-12-31 23:48:00+01:0037.2111.2053.1822.748-8.21722.7482.7680.00.065.056129.972
2019-12-31 23:49:00+01:0037.2111.2053.1822.739-8.21122.7392.7690.00.065.053129.971
2019-12-31 23:50:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:51:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:52:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:53:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:54:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:55:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:56:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:57:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:58:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:59:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2019-12-31 23:40:00+01:00 37.21 38.06 38.06 22.820 -8.268 \n", "2019-12-31 23:41:00+01:00 37.21 38.06 38.06 22.811 -8.261 \n", "2019-12-31 23:42:00+01:00 37.21 38.06 38.06 22.802 -8.255 \n", "2019-12-31 23:43:00+01:00 37.21 38.06 38.06 22.793 -8.249 \n", "2019-12-31 23:44:00+01:00 37.21 38.06 38.06 22.784 -8.242 \n", "2019-12-31 23:45:00+01:00 37.21 11.20 53.18 22.775 -8.236 \n", "2019-12-31 23:46:00+01:00 37.21 11.20 53.18 22.766 -8.230 \n", "2019-12-31 23:47:00+01:00 37.21 11.20 53.18 22.757 -8.224 \n", "2019-12-31 23:48:00+01:00 37.21 11.20 53.18 22.748 -8.217 \n", "2019-12-31 23:49:00+01:00 37.21 11.20 53.18 22.739 -8.211 \n", "2019-12-31 23:50:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:51:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:52:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:53:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:54:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:55:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:56:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:57:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:58:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:59:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "\n", " hp_output_MW cop to_storage_MW \\\n", "2019-12-31 23:40:00+01:00 22.820 2.760 0.0 \n", "2019-12-31 23:41:00+01:00 22.811 2.761 0.0 \n", "2019-12-31 23:42:00+01:00 22.802 2.762 0.0 \n", "2019-12-31 23:43:00+01:00 22.793 2.763 0.0 \n", "2019-12-31 23:44:00+01:00 22.784 2.764 0.0 \n", "2019-12-31 23:45:00+01:00 22.775 2.765 0.0 \n", "2019-12-31 23:46:00+01:00 22.766 2.766 0.0 \n", "2019-12-31 23:47:00+01:00 22.757 2.767 0.0 \n", "2019-12-31 23:48:00+01:00 22.748 2.768 0.0 \n", "2019-12-31 23:49:00+01:00 22.739 2.769 0.0 \n", "2019-12-31 23:50:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:51:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:52:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:53:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:54:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:55:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:56:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:57:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:58:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:59:00+01:00 22.730 2.770 0.0 \n", "\n", " from_storage_MW Tsource (VDG) Tsink (VDG) \n", "2019-12-31 23:40:00+01:00 0.0 65.080 129.980 \n", "2019-12-31 23:41:00+01:00 0.0 65.077 129.979 \n", "2019-12-31 23:42:00+01:00 0.0 65.074 129.978 \n", "2019-12-31 23:43:00+01:00 0.0 65.071 129.977 \n", "2019-12-31 23:44:00+01:00 0.0 65.068 129.976 \n", "2019-12-31 23:45:00+01:00 0.0 65.065 129.975 \n", "2019-12-31 23:46:00+01:00 0.0 65.062 129.974 \n", "2019-12-31 23:47:00+01:00 0.0 65.059 129.973 \n", "2019-12-31 23:48:00+01:00 0.0 65.056 129.972 \n", "2019-12-31 23:49:00+01:00 0.0 65.053 129.971 \n", "2019-12-31 23:50:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:51:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:52:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:53:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:54:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:55:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:56:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:57:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:58:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:59:00+01:00 0.0 65.050 129.970 " ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.tail(20)" ] }, { "cell_type": "code", "execution_count": 70, "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 -11.588144\n", "hp_output_MW 24.354581\n", "cop 2.328529\n", "to_storage_MW 0.894045\n", "from_storage_MW 0.888908\n", "Tsource (VDG) 63.658798\n", "Tsink (VDG) 138.637674\n", "dtype: float64" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 121.46\n", "POS 936.12\n", "NEG 936.12\n", "Total demand 30.90\n", "hp_input_MW -0.00\n", "hp_output_MW 31.00\n", "cop 5.05\n", "to_storage_MW 25.00\n", "from_storage_MW 25.00\n", "Tsource (VDG) 70.07\n", "Tsink (VDG) 166.02\n", "dtype: float64" ] }, "execution_count": 71, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.max()" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM -9.020\n", "POS -487.650\n", "NEG -487.650\n", "Total demand 0.000\n", "hp_input_MW -21.396\n", "hp_output_MW 0.000\n", "cop 0.824\n", "to_storage_MW 0.000\n", "from_storage_MW 0.000\n", "Tsource (VDG) 25.310\n", "Tsink (VDG) 82.480\n", "dtype: float64" ] }, "execution_count": 72, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.min()" ] }, { "cell_type": "code", "execution_count": 73, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 74, "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": 75, "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": 77, "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": 78, "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": 80, "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": 81, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.0618920009545536" ] }, "execution_count": 81, "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": 82, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.101683860406411" ] }, "execution_count": 82, "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": 83, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGForeNegForePosGas prices (€/MWh)CO2 prices (€/ton)CO2 prices (€/MWh)Tsource (VDG)Tsink (VDG)MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.990143.3600.020.510147.6200.00.00.00.0NaN0.00.0
2019-01-01 00:01:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.985143.0890.020.387147.6420.00.00.00.0NaN0.00.0
2019-01-01 00:02:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.980142.8180.020.264147.6640.00.00.00.0NaN0.00.0
2019-01-01 00:03:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.975142.5470.020.141147.6860.00.00.00.0NaN0.00.0
2019-01-01 00:04:00+01:0068.9234.8558.01NaNNaN20.8334.246.664.970142.2760.020.018147.7080.00.00.00.0NaN0.00.0
\n", "
" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 NaN NaN \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 NaN NaN \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-01-01 00:00:00+01:00 20.83 34.24 \n", "2019-01-01 00:01:00+01:00 20.83 34.24 \n", "2019-01-01 00:02:00+01:00 20.83 34.24 \n", "2019-01-01 00:03:00+01:00 20.83 34.24 \n", "2019-01-01 00:04:00+01:00 20.83 34.24 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-01-01 00:00:00+01:00 6.6 64.990 143.360 \n", "2019-01-01 00:01:00+01:00 6.6 64.985 143.089 \n", "2019-01-01 00:02:00+01:00 6.6 64.980 142.818 \n", "2019-01-01 00:03:00+01:00 6.6 64.975 142.547 \n", "2019-01-01 00:04:00+01:00 6.6 64.970 142.276 \n", "\n", " MW (VDG) Tsource (NDG) Tsink (NDG) MW (NDG) \\\n", "2019-01-01 00:00:00+01:00 0.0 20.510 147.620 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 20.387 147.642 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 20.264 147.664 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 20.141 147.686 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 20.018 147.708 0.0 \n", "\n", " Total demand hp_output_MW hp_input_MW cop \\\n", "2019-01-01 00:00:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:01:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:02:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:03:00+01:00 0.0 0.0 0.0 NaN \n", "2019-01-01 00:04:00+01:00 0.0 0.0 0.0 NaN \n", "\n", " hp_output_MWh hp_input_MWh \n", "2019-01-01 00:00:00+01:00 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 0.0 " ] }, "execution_count": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 84, "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": 85, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "storage_level_MWh", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vis_data.loc['2019-01-01', :].iplot(subplots=True, shape=(5,1), dimensions=(1000, 800))" ] }, { "cell_type": "code", "execution_count": 86, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "storage_level_MWh 47.500\n", "to_storage_MW 25.000\n", "from_storage_MW 25.000\n", "cop 3.651\n", "cop 5.050\n", "dtype: float64" ] }, "execution_count": 86, "metadata": {}, "output_type": "execute_result" } ], "source": [ "vis_data.max()" ] }, { "cell_type": "code", "execution_count": 87, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(7832.109, 7792.947)" ] }, "execution_count": 87, "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": 88, "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": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 89, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 89, "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": 90, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_31648\\4223154146.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' 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": "hp_output_MW", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pd.concat([hp_output, demand_and_to_storage], axis=1).resample('H').sum().iplot()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Financials" ] }, { "cell_type": "code", "execution_count": 92, "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": 93, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'ForeNeg', 'ForePos', 'Gas prices (€/MWh)',\n", " 'CO2 prices (€/ton)', 'CO2 prices (€/MWh)', 'Tsource (VDG)',\n", " 'Tsink (VDG)', 'MW (VDG)', 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)',\n", " 'Total demand', 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg',\n", " 'tsource_ndg', 'to_storage_ndg_MW', 'from_storage_ndg_MW',\n", " 'to_storage_vdg_MW', 'from_storage_vdg_MW', 'to_storage_MW',\n", " 'from_storage_MW', 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh'],\n", " dtype='object')" ] }, "execution_count": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 94, "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": 95, "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": 97, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_31648\\1396106630.py:1: FutureWarning:\n", "\n", "'H' is deprecated and will be removed in a future version, please use 'h' instead.\n", "\n", "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 01:00:00+01:00", "2019-01-01 02:00:00+01:00", "2019-01-01 03:00:00+01:00", "2019-01-01 04:00:00+01:00", "2019-01-01 05:00:00+01:00", "2019-01-01 06:00:00+01:00", "2019-01-01 07:00:00+01:00", "2019-01-01 08:00:00+01:00", "2019-01-01 09:00:00+01:00", "2019-01-01 10:00:00+01:00", "2019-01-01 11:00:00+01:00", "2019-01-01 12:00:00+01:00", "2019-01-01 13:00:00+01:00", "2019-01-01 14:00:00+01:00", "2019-01-01 15:00:00+01:00", "2019-01-01 16:00:00+01:00", "2019-01-01 17:00:00+01:00", "2019-01-01 18:00:00+01:00", "2019-01-01 19:00:00+01:00", "2019-01-01 20:00:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "demands_fig = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].resample('H').mean().iplot(\n", " kind='box',\n", " title='Smurfit Kappa: Source and Sink temperatures',\n", " color=recoygreen,\n", " yTitle='Temperature in degrees C',\n", " legend=False,\n", " asFigure=True,\n", " dimensions=(800, 400)\n", ")\n", "demands_fig" ] }, { "cell_type": "code", "execution_count": 99, "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": 99, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 100, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_31648\\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. 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "temp_comparison = pd.concat([s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']], s.storage_case_PCM.data[['Tsource (NDG)', 'Tsource (VDG)']]], axis=1)\n", "temp_comparison.columns = ['Tsource (NDG) -after', 'Tsource (VDG) - after', 'Tsource (NDG) - before', 'Tsource (VDG) - before']\n", "temp_comparison.resample('15T').mean().iplot()" ] }, { "cell_type": "code", "execution_count": 101, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "tsource_ndg 2019-01-18 19:20:00+01:00\n", "tsource_vdg 2019-01-22 17:00:00+01:00\n", "dtype: datetime64[ns, Europe/Amsterdam]" ] }, "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 102, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 103, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(0,\n", " 0,\n", " 0,\n", " 0,\n", " 29.635,\n", " 21.42,\n", " 0,\n", " 0,\n", " 0,\n", " 0,\n", " HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5),\n", " Heatpump(name='Heatpump VDG', max_thermal_power=23.3, cop_curve=, min_th_power=0.0),\n", " Heatpump(name='Heatpump NDG', max_thermal_power=7.7, cop_curve=, min_th_power=0.0))" ] }, "execution_count": 103, "metadata": {}, "output_type": "execute_result" } ], "source": [ "case = s.storage_case_PCM\n", "hp_vdg = case.assets['Heatpump VDG']\n", "hp_ndg = case.assets['Heatpump NDG']\n", "ws = case.assets['HotWaterStorage']\n", "ws.storage_level = 47.083 + 25\n", "pos = 35.650\n", "neg = 43.850\n", "dam = 68.400\n", "demand_vdg = 0\n", "demand_ndg = 0\n", "tsource_vdg = 29.635\n", "tsink_vdg = 134.840\n", "tsource_ndg = 21.420\n", "tsink_ndg = 118.755\n", "\n", "hp_storage_opt_enginge(c, ws, hp_vdg, hp_ndg, pos, neg, dam, demand_vdg, demand_ndg, tsource_vdg, tsink_vdg, tsource_ndg, tsink_ndg)" ] }, { "cell_type": "code", "execution_count": 104, "metadata": {}, "outputs": [], "source": [ "#e_load_vdg, th_load_vdg, e_load_ndg, th_load_ndg, tsource_vdg, tsource_ndg, to_storage_vdg_MW, from_storage_vdg_MW, to_storage_ndg_MW, from_storage_ndg_MW, ws, hp_vdg, hp_ndg" ] }, { "cell_type": "code", "execution_count": 105, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 105, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_VDG_before = s.hpcase.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_after = s.storage_case_PCM.data['Tsource (VDG)'].round(2)\n", "Tsource_VDG_before.equals(Tsource_VDG_after)" ] }, { "cell_type": "code", "execution_count": 106, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Tsource_NDG_before = s.hpcase.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_after = s.storage_case_PCM.data['Tsource (NDG)'].round(2)\n", "Tsource_NDG_before.equals(Tsource_NDG_after)" ] }, { "cell_type": "code", "execution_count": 107, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "test_hp = Heatpump(\n", " name='Heatpump for Testing',\n", " max_th_power=1,\n", " min_th_power=0.3,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# Tsrc_vdg, Tsnk_vdg, Tsrc_ndg, Tsnk_ndg = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].mean().to_list()\n", "# mean_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].mean() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].mean()\n", "# )\n", "\n", "# max_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].max() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].max()\n", "# )\n", "\n", "# min_gas_price = (s.optcase1.data['Gas prices (€/MWh)'].min() \n", "# + s.eb_ode_g \n", "# + s.optcase1.data['CO2 prices (€/MWh)'].min()\n", "# )\n", "\n", "# Tsrc_vdg_min, Tsnk_vdg_min, Tsrc_ndg_min, Tsnk_ndg_min = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].min().to_list()\n", "# Tsrc_vdg_max, Tsnk_vdg_max, Tsrc_ndg_max, Tsnk_ndg_max = s.demand[['Tsource (VDG)', 'Tsink (VDG)', 'Tsource (NDG)', 'Tsink (NDG)']].max().to_list()" ] }, { "cell_type": "code", "execution_count": 109, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import plotly.graph_objs as go\n", "def create_load_trace(gas_price, Tsnk, Tsrc, name):\n", " loads = []\n", " eprices = list(range(1000))\n", " for eprice in eprices:\n", " _, load = test_hp.set_opt_load(\n", " electricity_cost=eprice + s.eb_ode_e,\n", " alt_heat_price=gas_price / 0.9,\n", " demand=1, \n", " Tsink=Tsnk,\n", " Tsource=Tsrc\n", " )\n", " loads.append(load)\n", " trace = go.Scatter(x=eprices, y=loads, name=name)\n", " return trace" ] }, { "cell_type": "code", "execution_count": 110, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# import plotly.graph_objects as go\n", "# import numpy as np\n", "\n", "# fig = go.Figure()\n", "\n", "# configs = {\n", "# 'mean': [mean_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_gas': [min_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'fav_gas': [max_gas_price, Tsnk_vdg, Tsrc_vdg],\n", "# 'unfav_all': [min_gas_price, Tsnk_vdg_max, Tsrc_vdg_min],\n", "# 'fav_all': [max_gas_price, Tsnk_vdg_min, Tsrc_vdg_max],\n", "# }\n", "\n", "# for name, config in configs.items():\n", "# trace = create_load_trace(*config, name)\n", "# fig.add_trace(trace)\n", "\n", "# fig.update_layout(title='Switch prices for different configurations')\n", "# fig.show()" ] }, { "cell_type": "code", "execution_count": 111, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 112, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-01 00:01:00+01:00", "2019-01-01 00:02:00+01:00", "2019-01-01 00:03:00+01:00", "2019-01-01 00:04:00+01:00", "2019-01-01 00:05:00+01:00", "2019-01-01 00:06:00+01:00", "2019-01-01 00:07:00+01:00", "2019-01-01 00:08:00+01:00", "2019-01-01 00:09:00+01:00", "2019-01-01 00:10:00+01:00", "2019-01-01 00:11:00+01:00", "2019-01-01 00:12:00+01:00", "2019-01-01 00:13:00+01:00", "2019-01-01 00:14:00+01:00", "2019-01-01 00:15:00+01:00", "2019-01-01 00:16:00+01:00", "2019-01-01 00:17:00+01:00", "2019-01-01 00:18:00+01:00", "2019-01-01 00:19:00+01:00", "2019-01-01 00:20:00+01:00", "2019-01-01 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_heatpump = s.hpcase.data[['Total demand', 'hp_output_MW']].abs().loc[date, :].iplot(\n", " subplots=True, \n", " title=f'Heatpump only case on {date}', \n", " subplot_titles=['Total demand', 'Heatpump output (MW)'],\n", " legend=False,\n", " dimensions=(800, 400),\n", " colors=[recoydarkblue, recoygreen], \n", " asFigure=True,\n", " shape = (2, 1)\n", ")\n", "fig_heatpump" ] }, { "cell_type": "code", "execution_count": 114, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# fig_optcase = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# date = '2019-09-04'\n", "\n", "# fig_optcase2 = s.optcase1.data[['hp_output_MW', 'gb_output_MW', 'NEG']].loc[date, :].iplot(\n", "# subplots=True, \n", "# title=f'Hybrid case on {date}',\n", "# subplot_titles=['Heatpump output (MW)', 'Steam boiler output (MW)', 'Imbalance price (€/MWh)'],\n", "# legend=False,\n", "# dimensions=(800, 600),\n", "# colors=[recoydarkblue, recoygreen, recoyred],\n", "# asFigure=True,\n", "# shape=(3,1)\n", "# )\n", "# fig_optcase2" ] }, { "cell_type": "code", "execution_count": 116, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Total net volume (MWh)-99,674-101,513
Total exported to grid (MWh)--
Total consumed from grid (MWh)99,674101,513
Total nominated volume (MWh)-99,674-99,674
Absolute imbalance volume (MWh)-3,550
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4139
Total day-ahead result (€)-4,111,974-4,111,974
Total POS result (€)-129,326
Total NEG result (€)--23,183
Total imbalance result (€)-106,142
Total combined result (€)-4,111,974-4,005,832
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -99,674 -101,513\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 99,674 101,513\n", "Total nominated volume (MWh) -99,674 -99,674\n", "Absolute imbalance volume (MWh) - 3,550\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 39\n", "Total day-ahead result (€) -4,111,974 -4,111,974\n", "Total POS result (€) - 129,326\n", "Total NEG result (€) - -23,183\n", "Total imbalance result (€) - 106,142\n", "Total combined result (€) -4,111,974 -4,005,832" ] }, "execution_count": 116, "metadata": {}, "output_type": "execute_result" } ], "source": [ "report = ComparisonReport(\n", " cases=s.optcases, \n", " kind='electr_market_results',\n", ")\n", "report.show()" ] }, { "cell_type": "code", "execution_count": 117, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\reports.py:46: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage_PCM
Gasboiler OPEX (€)--
Gas consumption costs (€)3,090,1643,090,164
CO2 emission costs (€)1,124,5721,124,572
Gas taxes (€)790,305790,305
Heatpump VDG OPEX (€)-46,600-46,600
Heatpump NDG OPEX (€)-15,400-15,400
Result on electricity market (€)-4,111,974-4,005,832
Electricity taxes (€)-94,691-96,437
Grid transport costs (€)-997,811-1,018,205
HotWaterStorage OPEX (€)--10,000
EBITDA (€)-261,435-187,433
Depreciation (€)-248,000-268,000
EBITDA + depr (€)-509,435-455,433
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Gasboiler OPEX (€) - -\n", "Gas consumption costs (€) 3,090,164 3,090,164\n", "CO2 emission costs (€) 1,124,572 1,124,572\n", "Gas taxes (€) 790,305 790,305\n", "Heatpump VDG OPEX (€) -46,600 -46,600\n", "Heatpump NDG OPEX (€) -15,400 -15,400\n", "Result on electricity market (€) -4,111,974 -4,005,832\n", "Electricity taxes (€) -94,691 -96,437\n", "Grid transport costs (€) -997,811 -1,018,205\n", "HotWaterStorage OPEX (€) - -10,000\n", "EBITDA (€) -261,435 -187,433\n", "Depreciation (€) -248,000 -268,000\n", "EBITDA + depr (€) -509,435 -455,433" ] }, "execution_count": 117, "metadata": {}, "output_type": "execute_result" } ], "source": [ "casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.baseline, comparison='relative')\n", "casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 118, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\styling.py:42: FutureWarning:\n", "\n", "DataFrame.applymap has been deprecated. Use DataFrame.map instead.\n", "\n" ] }, { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-6,231,000
Regular Earnings (€)-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436
Irregular Cashflows (€)------------
EBITDA (€)-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436
Income tax (Vpb.) (€)------------
NOPLAT (€)-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436-509,436
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,000-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436-261,436
Simple Payback PeriodN/A
IRR (%)N/A
WACC (%)10%
NPV of explicit period (€)-7,283,947
Discounted residual value (€)1,037,143
NPV (€)-7,283,947
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) -261,436 -261,436 -261,436 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) -261,436 -261,436 -261,436 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 \n", "EBIT (€) -509,436 -509,436 -509,436 \n", "Income tax (Vpb.) (€) - - - \n", "NOPLAT (€) -509,436 -509,436 -509,436 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 -261,436 -261,436 -261,436 \n", "Simple Payback Period N/A \n", "IRR (%) N/A \n", "WACC (%) 10% \n", "NPV of explicit period (€) -7,283,947 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) -7,283,947 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -261,436 -261,436 -261,436 -261,436 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -261,436 -261,436 -261,436 -261,436 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) -509,436 -509,436 -509,436 -509,436 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -509,436 -509,436 -509,436 -509,436 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) -261,436 -261,436 -261,436 -261,436 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -261,436 -261,436 -261,436 -261,436 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -261,436 -261,436 -261,436 -261,436 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) -509,436 -509,436 -509,436 -509,436 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -509,436 -509,436 -509,436 -509,436 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) -261,436 -261,436 -261,436 -261,436 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) -261,436 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) -261,436 \n", "Depreciations (€) -/- -248,000 \n", "EBIT (€) -509,436 \n", "Income tax (Vpb.) (€) - \n", "NOPLAT (€) -509,436 \n", "Depreciations (€) +/+ 248,000 \n", "Free Cash Flow (€) -261,436 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 118, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 119, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. Convert using index.astype(str) or index.map(formatter) instead.\n", "\n" ] }, { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", "2019-01-04 00:00:00+01:00", "2019-01-05 00:00:00+01:00", "2019-01-06 00:00:00+01:00", "2019-01-07 00:00:00+01:00", "2019-01-08 00:00:00+01:00", "2019-01-09 00:00:00+01:00", "2019-01-10 00:00:00+01:00", "2019-01-11 00:00:00+01:00", "2019-01-12 00:00:00+01:00", "2019-01-13 00:00:00+01:00", "2019-01-14 00:00:00+01:00", "2019-01-15 00:00:00+01:00", "2019-01-16 00:00:00+01:00", "2019-01-17 00:00:00+01:00", "2019-01-18 00:00:00+01:00", "2019-01-19 00:00:00+01:00", "2019-01-20 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#price chart\n", "from copy import deepcopy\n", "\n", "data = deepcopy(s.baseline.data)\n", "data = data[data.columns[:2]]\n", "data[data.columns[1]] = MWh_gas_to_tonnes_CO2(data[data.columns[1]])\n", "data = data.rename(columns={\"CO2 prices (€/ton)\": \"CO2 prices (€/MWh)\"})\n", "\n", "data.resample('D').mean().iplot(dimensions=(800, 300), title='Gasprices vs. CO2 prices', colors=recoycolors)" ] }, { "cell_type": "code", "execution_count": 120, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# #price chart\n", "# from copy import deepcopy\n", "\n", "# s.optcase1.data['DAM'].resample('D').mean().iplot(dimensions=(800, 300), title='Electricity Prices', colors=recoycolors)\n", "\n", "# _source_output = s.optcase1.data[['hp_output_MWh', 'gb_output_MWh']].resample('M').sum()\n", "# _total_output = _source_output.sum(axis=1)\n", "# _data = _source_output.divide(_total_output, axis=0).rename(\n", "# columns={'hp_output_MWh':'Heat pump', 'gb_output_MWh':'Gasboiler'}\n", "# ) * 100\n", "\n", "# production_fig = _data.iplot(\n", "# kind='bar',\n", "# barmode='stack',\n", "# colors=[recoydarkblue, recoygreen],\n", "# title='Hybrid case: Heat production per Month by Source in % share',\n", "# yTitle='Share of production in %',\n", "# dimensions=(600, 400),\n", "# asFigure=True\n", "# )\n", "\n", "# production_fig = production_fig.update_layout(legend_traceorder=\"reversed\")\n", "# production_fig" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cashflow_report = ComparisonReport(cases = s.cases, kind='cashflows')\n", "\n", "fig = cashflow_report.report.T.iplot(\n", " kind='bar',\n", " barmode='relative',\n", " colors=recoycolors,\n", " title='OPEX breakdown',\n", " asFigure=True,\n", " yTitle='€',\n", " dimensions=(800, 600)\n", ")\n", "\n", "ebitda_report = ComparisonReport(cases=s.cases, kind='ebitda_calc')\n", "scat = go.Scatter(\n", " mode='markers',\n", " y=ebitda_report.report.loc['EBITDA (€)', :].values, \n", " x=ebitda_report.report.columns, \n", " line=go.scatter.Line(color=recoydarkgrey),\n", " marker=dict(\n", " color=recoydarkgrey,\n", " size=20,\n", " line=dict(\n", " color=recoydarkgrey,\n", " width=3\n", " ),\n", " symbol='line-ew'\n", " ),\n", " name='EBITDA (€)'\n", ")\n", "fig.add_trace(scat)\n", "fig" ] }, { "cell_type": "code", "execution_count": 123, "metadata": {}, "outputs": [], "source": [ "# 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h9uZbbi1vfMs7yr59960M5eSnnFguf92l5fE7jx87pNHtp6np7bQ1RoAAAQIECBAgQIAAgQUTWLpQe8NXbiy33XFXOe+F56yMcs/eD5W777mnXHLh7rJj+/bDxtuE2iuv2lMuvnB3OeP0Uxds/HaHAAECBAgQIECAAAECdQssXagdHVcTcvd+8KMbnq0Vaus+wHVPgAABAgQIECBAgMBiCyx9qL3m2uvKDV+9adMztW0uV17sw8XeEdhc4KGHHykPPPiDsvO4Y1ARIECAAIGxAvfue7A89pijy2OO2kaIAAECMxFY6lCbnIUdvVz5vvv3z2QQFiGwCAIHDx4qDz1ysGx/jD9UFmGe9mE2Alu3bisHDz4ym8WsQmABBA489Eh5zLatZevWLQuwN3aBwGwEjn3cjtkstKSrLG2oHdwA6jcu2FXOevaZU4+/qXvv1R8ul110wcrNpfYfeHjqWhsSWHSBgwcPlh/84JGyY8djFn1X7R+BqQW2bN1SDh08NPX2NiSw6AL79z9Ujj56W9m6deui76r9IzC1wI7tR029rQ0PF1jKUJsG2oZvNNQ6qAgQ+C8CLj92NBAgQIDAJAGXH08S8jgBAm0Fli7UTrrkuPmM7bWf+uzajaM+c/3ny1PPOG3tzsfN5cfNz+5d57e1tj2BhRcQahd+xHaQAAECnQWE2s6EFiBAYERg6UJtE1r3fuAjhx0Iv/maV61chjwaapu7I7/pinevbX/2WWdueFMpRxeBZRcQapf9CLD/BAgQmCwg1E42sgUBAu0Eli7UtuOxNQECbQSE2jZatiVAgMByCgi1yzl3e03g0RQQah9NXWsTWDIBoXbJBm53CRAgEAgItQGaEgIENhUQah0gBAjMTEConRmlhQgQILCwAkLtwo7WjhGYm4BQOzd6T0xg8QSE2sWbqT0iQIDArAWE2lmLWo8AAaHWMUCAwMwEhNqZUVqIAAECCysg1C7saO0YgbkJCLVzo/fEBBZPQKhdvJnaIwIECMxaQKidtaj1CBAQah0DBAjMTEConRmlhQgQILCwAkLtwo7WjhGYm4BQOzd6T0xg8QSE2sWbqT0iQIDArAWE2lmLWo8AAaHWMUCAwMwEhNqZUVqIAAECCysg1C7saO0YgbkJCLVzo/fEBBZPQKhdvJnaIwIECMxaQKidtaj1CBAQah0DBAjMTEConRmlhQgQILCwAkLtwo7WjhGYm4BQOzd6T0xg8QSE2sWbqT0iQIDArAWE2lmLWo8AAaHWMUCAwMwEhNqZUVqIAAECCysg1C7saO0YgbkJCLVzo/fEBBZPQKhdvJnaIwIECMxaQKidtaj1CBAQah0DBAjMTEConRmlhQgQILCwAkLtwo7WjhGYm4BQOzd6T0xg8QSE2sWbqT0iQIDArAWE2lmLWo8AAaHWMUCAwMwEhNqZUVqIAAEC1Qq8833/Z7n6I59Y6/+fX/Ly8ks//9Nr/32jUPu7n/j9cvN37iwXveJXqt13jRMgMB8BoXY+7p6VwEIKCLULOVY7RYAAgakFHtz/g7Lng/+x/JNf+bnyhJ3HlW/dcnu5+J+/o/yL1/z35e8/5xkr64yG2j/58tfKr/3PV6w89vIX/7xQO7W2DQkQGAgItY4FAgRmJiDUzozSQgQIEFgIgSbk/u9XXl1+4uxnrp2tdaZ2IUZrJwj0SkCo7dU4NEOg3wKDd9zvuOtvVho98xk/VN72v/3Gyrvxzc9Gofa79+4r/+KK95eLd7+4/PDpT+n3TuqOAAECBGYm0Pz+v/R/fVe56BW/vOGZ2sGTufx4ZuwWIrB0AkLt0o3cDhPIBZpLxL5z+1+vvdvefG7qrr/+bvlfLn55OWbH0YeF2sE79L/36T8uJ53wd8qV//LVQm3Or5IAAQLVCTSvE83P8OdknamtbowaJtB7AaG29yPSIIH+CjQh953v+9ja2Vpnavs7K50RIEDgSAuMvvE5eH6h9khPwvMRWHwBoXbxZ2wPCTxqAs2lYl/40p9veKZ28MQuP37URmBhAgQI9FJgo0DbNCvU9nJkmiJQtYBQW/X4NE9gfgLN52vfcMX7y+Wv+dW1S4qdqZ3fPDwzAQIE+iIw7pLj4Tc5X/36d5Rf/sXnlf/2vJ9Z17LP1PZlgvogUJ+AUFvfzHRMYO4C476ioWlKqJ37aDRAgACBuQoMbgx149f+cl0fv/D8n1y5qmf/gQNlNNQOf6XPoOi3/tVr1m4sNdcd8uQECFQhINRWMSZNEuiPwEaBVqjtz4x0QoAAgT4LbHT5cZ971hsBAv0WEGr7PR/dEeiVwLhLjocb/J1rPls+9vHryzve+Oq1r/lpHveZ2l6NUTMECBCYq4BQO1d+T05gIQWE2oUcq50i8OgINJ93+pdvv/qwxQeXiY2G2uGv9BkUDS5Ba74CyA8BAgQILJ+AULt8M7fHBB5tAaH20Ra2PoElEtjoM7VLRGBXCRAgQGCCgFDrECFAYNYCQu2sRa1HYIkFhNolHr5dJ0CAwJQCQu2UUDYjQGBqAaF2aiobEiAwSUConSTkcQL9Erjpb24pb/vCR8u2rdv61ZhuFlrg4MFDZcuWUrY0/58fAkdI4GlPOLlc9uO/UrZt2XqEntHTHEkBofZIansuAgsuINQu+IDt3sIJvOdLHy9/ds8t5ZRjn7hw+2aH+ivw0MMHy7ZtW8pWoba/Q1rAzv749q+Xvf/N/1SOOco9PRZwvEWoXcSp2icCcxIQaucE72kJhAL/9oaPl7/47m3lqTtPCFdQRqC9wA8eeqQctW1r2brVmdr2eipSgeu+/eWy9xeF2tSv73VCbd8n1KG/b3z3O+XWfXd3WEEpgXYCjzxysPzgoYeLOxu3c7N1d4GfOe3ZLikLGIXaAE1JZwGhtjOhBQIBoTZAq6hEqK1oWG1afeDhA+XXP/GOcsJjd7Ypsy2BTgKHDpVy8GBzWZnPq3SCVNxK4N4f3F/OOf3scv6PntOqzsalCLWOgnkICLXzUPecQu1iHwNC7YT53vCVG8ubrnj32lZnn3VmueTC3WXH9u29PjLuf2h/ecU1/7o8/7Tn9LpPzS2WQHPzj4cfOViOfoybzizWZPu9N391753l6U88rbzyOb/Q70Z72J1Q28OhLEFLQu0SDLmHuyjU9nAoM2xJqJ2Aec2115WTTzqhnPXsM8v+AwfK26/aU570xCeW3bvOn+EYZr+UUDt7UytOFhBqJxvZYvYCQm1uKtTmdipzAaE2t1OZCwi1uV0NlUJtyyk1IfeGr97U+7O1Qm3Lwdp8JgJC7UwYLdJSQKhtCTa0uVCb26nMBYTa3E5lLiDU5nY1VAq1Lae0Z++HViqcqW0JZ/OlEBBql2LMvdtJoTYfiVCb26nMBYTa3E5lLiDU5nY1VAq1LabUfL527wc/Wi5/3aXl8TuPX6m8+7v3tVjhyG3a3Cjqn33u35TnnvijR+5JPROBUsqhUoovaXAoHEmBb9/31+WHjz+5vORHXnAkn3bq53rMY7aVhx56ZOrtj+SGH/z6/1du3ndHOfXYJx3Jp/VcSy7gdWLJD4A57f7n7vyz8rZ/dGHZsa2f31P7pCccOyeZxXhaoXbKOTaB9l3v2Vte/9pXlzNOP3WtqvnF3Mef5vLjV17zr8vPulFUH8ezsD0dWr1RVPNHvB8CR0qgOVP7jCeeVl7R0xtFNW/y9PW1Ys/q99Se4Xtqj9Th6nlKWXmTp/me2i2+p9bxcAQFPv3tL5d/1+PvqXVCoNvBINRO4bdRoJ2idG6b+Ezt3OiX+oldfrzU45/bzrv8OKd3+XFupzIXcPlxbqcyF3D5cW5XQ6VQO2FK4y45rmGwQm0NU1q8HoXaxZtpDXsk1OZTEmpzO5W5gFCb26nMBYTa3K6GSqF2wpSaG0N98rrr12113HHHHnYZct+GLdT2bSLL0Y9Quxxz7tteCrX5RITa3E5lLiDU5nYqcwGhNreroVKorWFKQY9CbYCmpLOAUNuZ0AKBgFAboK2WCLW5ncpcQKjN7VTmAkJtbldDpVBbw5SCHoXaAE1JZwGhtjOhBQIBoTZAE2pzNJWdBYTazoQWCASE2gCtohKhtqJhtWlVqG2jZdtZCQi1s5K0ThsBobaN1vptnanN7VTmAkJtbqcyFxBqc7saKoXaGqYU9CjUBmhKOgsItZ0JLRAICLUB2mqJUJvbqcwFhNrcTmUuINTmdjVUCrU1TCnoUagN0JR0FhBqOxNaIBAQagM0oTZHU9lZQKjtTGiBQECoDdAqKhFqKxpWm1aF2jZatp2VgFA7K0nrtBEQattord/WmdrcTmUuINTmdipzAaE2t6uhUqitYUpBj0JtgKaks4BQ25nQAoGAUBugrZYItbmdylxAqM3tVOYCQm1uV0OlUFvDlIIehdoATUlnAaG2M6EFAgGhNkATanM0lZ0FhNrOhBYIBITaAK2iEqG2omG1aVWobaNl21kJCLWzkrROGwGhto3W+m2dqc3tVOYCQm1upzIXEGpzuxoqhdoaphT0KNQGaEo6Cwi1nQktEAgItQHaaolQm9upzAWE2txOZS4g1OZ2NVQKtTVMKehRqA3QlHQWEGo7E1ogEBBqAzShNkdT2VlAqO1MaIFAQKgN0CoqEWorGlabVoXaNlq2nZWAUDsrSeu0ERBq22it39aZ2txOZS4g1OZ2KnMBoTa3q6FSqK1hSkGPQm2ApqSzgFDbmdACgYBQG6Ctlgi1uZ3KXECoze1U5gJCbW5XQ6VQW8OUgh6F2gBNSWcBobYzoQUCAaE2QBNqczSVnQWE2s6EFggEhNoAraISobaiYbVpVahto2XbWQkItbOStE4bAaG2jdb6bZ2pze1U5gJCbW6nMhcQanO7GiqF2hqmFPQo1AZoSjoLCLWdCS0QCAi1AdpqiVCb26nMBYTa3E5lLiDU5nY1VAq1NUwp6FGoDdCUdBYQajsTWiAQEGoDNKE2R1PZWUCo7UxogUBAqA3QKioRaisaVptWhdo2WradlYBQOytJ67QREGrbaK3f1pna3E5lLiDU5nYqcwGhNreroVKorWFKQY9CbYCmpLOAUNuZ0AKBgFAboK2WCLW5ncpcQKjN7VTmAkJtbldDpVBbw5SCHoXaAE1JZwGhtjOhBQIBoTZAE2pzNJWdBYTazoQWCASE2gCtohKhtqJhtWlVqG2jZdtZCQi1s5K0ThsBobaN1vptnanN7VTmAkJtbqcyFxBqc7saKoXaGqYU9CjUBmhKOgsItZ0JLRAICLUB2mqJUJvbqcwFhNrcTmUuINTmdjVUCrU1TCnoUagN0JR0FhBqOxNaIBAQagM0oTZHU9lZQKjtTGiBQECoDdAqKhFqKxpWm1aF2jZatp2VgFA7K0nrtBEQattord/WmdrcTmUuINTmdipzAaE2t6uhUqitYUpBj0JtgKaks4BQ25nQAoGAUBugrZYItbmdylxAqM3tVOYCQm1uV0OlUFvDlIIehdoATUlnAaG2M6EFAgGhNkATanM0lZ0FhNrOhBYIBITaAK2iEqG2omG1aVWobaNl21kJCLWzkrROGwGhto3W+m2dqc3tVOYCQm1upzIXEGpzuxoqhdoaphT0KNQGaEo6Cwi1nQktEAgItQHaaolQm9upzAWE2txOZS4g1OZ2NVQKtTVMKehRqA3QlHQWEGo7E1ogEBBqAzShNkdT2VlAqO1MaIFAQKgN0CoqEWorGlabVoXaNlq2nZWAUDsrSeu0ERBq22it39aZ2txOZS4g1OZ2KnMBoTa3q6FSqK1hSkGPQm2ApqSzgFDbmdACgYBQG6Ctlgi1uZ3KXECoze1U5gJCbW5XQ6VQW8OUgh6F2gBNSWcBobYzoQUCAaE2QBNqczSVnQWE2s6EFggEhNoAraISobaiYbVpVahto2XbWQkItbOStE4bAaG2jdb6bZ2pze1U5gJCbW6nMhcQanO7GiqF2hqmFPQo1AZoSjoLCLWdCS0QCAi1AdpqiVCb26nMBYTa3E5lLiDU5nY1VC5tqP3evd9VLetdAAAgAElEQVQvb33ne8orX/6Scsbpp244q5tvubW88S3vKPv23be2zclPObFc/rpLy+N3Ht/bGQu1vR3NQjcm1C70eHu7c0JtPhqhNrdTmQsItbmdylxAqM3taqhculC7/8CB8var9pQv3XBjOe64Y8vrX/vqiaH2yqv2lIsv3L3pdn0btlDbt4ksRz9C7XLMuW97KdTmExFqczuVuYBQm9upzAWE2tyuhsqlC7WDobQ5UyvU1nAo67EPAkJtH6awfD0ItfnMhdrcTmUuINTmdipzAaE2t6uhUqhteflxDZceNweeM7U1/PNbvB6F2sWbaQ17JNTmUxJqczuVuYBQm9upzAWE2tyuhkqhdkKoHR3inr0fKnffc0+55MLdZcf27WX/gYd6OecHHtpffv1TV5afPvnv9bI/TS2mwKFDh0oTbLdt27qYO2iveilw8/fvKk9/winl5c/6uV72t6WUcqiXnZXy/hs/Ub517+3l9OOe3NMOtbWIAo88crBs3bqlbNnS/OvwQ+DICFz/na+W/+PcS8sxRx19ZJ6w5bPs2P6YlhU2HxYQaluG2ubGUe+9+sPlsosuWLlR1L779/fyiHrg4f3l1Z95V/mpp5zZy/40taACh0o5eOjQyh8rfggcKYFb9t1V/u7OU8o/eea5R+opWz1P84d784ZPH3+u/rNry19+//ZymlDbx/EsbE/Nm59bm0DrpWJhZ9zHHfuD224s737+q8uOnoba4x63o49s1fQk1HYMtX2dtMuP+zqZxe7L5ceLPd++7p3Lj/PJuPw4t1OZC7j8OLdTmQu4/Di3q6FSqB0Jtddce1259lOfXfvKns9c//ny1DNOW7vzcXP5cfOze9f5vZ6vUNvr8Sxsc0Ltwo621zsm1ObjEWpzO5W5gFCb26nMBYTa3K6GyqULtcNf6TMY0Nlnnbn2GdnRUHvDV24sb7ri3WuzHN62zwMWavs8ncXtTahd3Nn2ec+E2nw6Qm1upzIXEGpzO5W5gFCb29VQuXShtoahzKJHoXYWitZoKyDUthWz/SwEhNpcUajN7VTmAkJtbqcyFxBqc7saKoXaGqYU9CjUBmhKOgsItZ0JLRAICLUB2mqJUJvbqcwFhNrcTmUuINTmdjVUCrU1TCnoUagN0JR0FhBqOxNaIBAQagM0oTZHU9lZQKjtTGiBQECoDdAqKplrqG1uuvTJ665f4Tr3nOf1/uZLFc21CLU1TWtxehVqF2eWNe2JUJtPy5na3E5lLiDU5nYqcwGhNreroXJuoba5IdMNX71p7QZNTcA95eSTynkvPKcGt973KNT2fkQL2aBQu5Bj7f1OCbX5iITa3E5lLiDU5nYqcwGhNreroXIuoXZwB+Lzzn1+OevZZ6443XzLreW9V3+4XHbRBeXxO4+vwa7XPQq1vR7PwjYn1C7saHu9Y0JtPh6hNrdTmQsItbmdylxAqM3taqicS6j93r3fL29953vKK4e+I3bc/1YDYF97FGr7OpnF7kuoXez59nXvhNp8MkJtbqcyFxBqczuVuYBQm9vVUNmrUPuGN7+t7Hrpi9bO3tYA2Ncehdq+Tmax+xJqF3u+fd07oTafjFCb26nMBYTa3E5lLiDU5nY1VAq1NUwp6FGoDdCUdBYQajsTWiAQEGoDtNUSoTa3U5kLCLW5ncpcQKjN7WqonFuobc7K3nb7nZsanfyUE8vlr7vUZ2yDI0moDdCUdBYQajsTWiAQEGoDNKE2R1PZWUCo7UxogUBAqA3QKiqZS6ityKfaVoXaakdXdeNCbdXjq7Z5oTYfnTO1uZ3KXECoze1U5gJCbW5XQ6VQW8OUgh6F2gBNSWcBobYzoQUCAaE2QFstEWpzO5W5gFCb26nMBYTa3K6GyrmH2ub7aT953fXrrM4953ll967za/DrbY9CbW9Hs9CNCbULPd7e7pxQm49GqM3tVOYCQm1upzIXEGpzuxoq5xZqm6/waT5Xe8IJTyqXXLi77Ni+fcVr8B22d911t8/TdjiChNoOeEpjAaE2plPYQUCozfGE2txOZS4g1OZ2KnMBoTa3q6FybqG2OUPb/Gx0RnbS4zXgzrNHoXae+sv73ELt8s5+nnsu1Ob6Qm1upzIXEGpzO5W5gFCb29VQOZdQOzgbe965z9/wO2lv+MqN5ZpPfnrdWdwaQPvSo1Dbl0ksVx9C7XLNuy97K9TmkxBqczuVuYBQm9upzAWE2tyuhsq5hNrm0uO3vvM95ZUvf0k54/RTxzrdfMut5b1Xf7hcdtEFvtInOJKE2gBNSWcBobYzoQUCAaE2QFstEWpzO5W5gFCb26nMBYTa3K6GyrmEWmdqH/1DQ6h99I09w+ECQq2jYh4CQm2uLtTmdipzAaE2t1OZCwi1uV0NlXMJtQ3MpM/MTnq8Btx59ijUzlN/eZ9bqF3e2c9zz4XaXF+oze1U5gJCbW6nMhcQanO7GirnFmrd/fjRPTyE2kfX1+rjBYRaR8Y8BITaXF2oze1U5gJCbW6nMhcQanO7GirnFmoHONdce13Z+4GPrLPyPbXdDx2htruhFdoLCLXtzVR0FxBqc0OhNrdTmQsItbmdylxAqM3taqice6itAanGHoXaGqdWf89Cbf0zrHEPhNp8akJtbqcyFxBqczuVuYBQm9vVUCnU1jCloEehNkBT0llAqO1MaIFAQKgN0FZLhNrcTmUuINTmdipzAaE2t6uhcm6htvke2jdd8e7ym6951WHfVbvZYzWg9qFHobYPU1i+HoTa5Zt5H/ZYqM2nINTmdipzAaE2t1OZCwi1uV0NlXMLtZPubjzp8Rpw59mjUDtP/eV9bqF2eWc/zz0XanN9oTa3U5kLCLW5ncpcQKjN7WqonEuoHdz5eNdLX3TYWdoBWnO2du8HP1ouf92l5fE7j6/Bslc9CrW9GsfSNCPULs2oe7WjQm0+DqE2t1OZCwi1uZ3KXECoze1qqJxbqH3rO99TXvnyl5QzTj91rNPNt9xa3nv1h8tlF10g1AZHklAboCnpLCDUdia0QCAg1AZoqyVCbW6nMhcQanM7lbmAUJvb1VA5l1C7/8CB8var9pTzzn3+pmdqr/nkp8slF+4uO7Zvr8GyVz0Ktb0ax9I0I9Quzah7taNCbT4OoTa3U5kLCLW5ncpcQKjN7WqonEuobWCa76f9zm13lN27zh/r1Hym9pSTTyrnvfCcGhx716NQ27uRLEVDQu1SjLl3OynU5iMRanM7lbmAUJvbqcwFhNrcrobKuYXawdnaBmn4bOzgf7/rrrt9nrbDESTUdsBTGgsItTGdwg4CQm2OJ9TmdipzAaE2t1OZCwi1uV0NlXMLtQOc5ozt3g98ZJ3Vrpe92BnajkePUNsRUHkkINRGbIo6Cgi1OaBQm9upzAWE2txOZS4g1OZ2NVTOPdTWgFRjj0JtjVOrv2ehtv4Z1rgHQm0+NaE2t1OZCwi1uZ3KXECoze1qqBRqa5hS0KNQG6Ap6Swg1HYmtEAgINQGaKslQm1upzIXEGpzO5W5gFCb29VQKdTWMKWgR6E2QFPSWUCo7UxogUBAqA3QhNocTWVnAaG2M6EFAgGhNkCrqESorWhYbVoVatto2XZWAkLtrCSt00ZAqG2jtX5bZ2pzO5W5gFCb26nMBYTa3K6GSqF2yindfMut5b1Xf7hcdtEF5fE7j5+yan6bCbXzs1/mZxZql3n689t3oTa3F2pzO5W5gFCb26nMBYTa3K6GSqF2wpS+d+/3yxve/LZy2+13lpOfcmI1XzMk1Nbwz2/xehRqF2+mNeyRUJtPSajN7VTmAkJtbqcyFxBqc7saKoXaKafkTO2UUDZbagGhdqnHP7edF2pzeqE2t1OZCwi1uZ3KXECoze1qqBRqp5ySUDsllM2WWkCoXerxz23nhdqcXqjN7VTmAkJtbqcyFxBqc7saKoXaKae0Uai9d9+DU65wZDd74OH95ZLr311+6qQzj+wTe7alFjh06FBp/t/WLVuX2sHOH1mBW/bdVZ628+Tysmece2SfeMpn27p1S2ne8Onjz2//+bXlr/bdUU479sl9bE9PCypw8NDBsqX5f1u2LOge2q0+Cvz+7TeWd/3sRWXHtqP72F7ZedwxveyrlqaE2ikntVGo/cFDD0+5wpHdrPlM7a998u3leac8+8g+sWdbaoEm1D7yyMFy1FHbltrBzh9ZgZu/f2d5+hNOLbvO/Lkj+sTNH+XT/DRv9Ey77TTrzXKb933198o3v3dbOeP4E2a5rLWGBPr5dsZ8R/Tww4+Ubdu2CrXzHcPSPftnb/1K+bc/d1k55qh+htqjH3PU0s1kljss1E6p6fLjKaFsttQCLj9e6vHPbeddfpzTu/w4t1OZC7j8OLdTmQu4/Di3q6FSqJ1ySkLtlFA2W2oBoXapxz+3nRdqc3qhNrdTmQsItbmdylxAqM3taqgUaidMafgrfQabnnvO88ruXef3er6+0qfX41nY5oTahR1tr3dMqM3HI9TmdipzAaE2t1OZCwi1uV0NlUJtDVMKehRqAzQlnQWE2s6EFggEhNoAbbVEqM3tVOYCQm1upzIXEGpzuxoqhdoaphT0KNQGaEo6Cwi1nQktEAgItQGaUJujqewsINR2JrRAICDUBmgVlQi1FQ2rTatCbRst285KQKidlaR12ggItW201m/rTG1upzIXEGpzO5W5gFCb29VQKdTWMKWgR6E2QFPSWUCo7UxogUBAqA3QVkuE2txOZS4g1OZ2KnMBoTa3q6FSqK1hSkGPQm2ApqSzgFDbmdACgYBQG6AJtTmays4CQm1nQgsEAkJtgFZRiVBb0bDatCrUttGy7awEhNpZSVqnjYBQ20Zr/bbO1OZ2KnMBoTa3U5kLCLW5XQ2VQm0NUwp6FGoDNCWdBYTazoQWCASE2gBttUSoze1U5gJCbW6nMhcQanO7GiqF2hqmFPQo1AZoSjoLCLWdCS0QCAi1AZpQm6Op7Cwg1HYmtEAgINQGaBWVCLUVDatNq0JtGy3bzkpAqJ2VpHXaCAi1bbTWb+tMbW6nMhcQanM7lbmAUJvb1VAp1NYwpaBHoTZAU9JZQKjtTGiBQECoDdBWS4Ta3E5lLiDU5nYqcwGhNreroVKorWFKQY9CbYCmpLOAUNuZ0AKBgFAboAm1OZrKzgJCbWdCCwQCQm2AVlGJUFvRsNq0KtS20bLtrASE2llJWqeNgFDbRmv9ts7U5nYqcwGhNrdTmQsItbldDZVCbQ1TCnoUagM0JZ0FhNrOhBYIBITaAG21RKjN7VTmAkJtbqcyFxBqc7saKoXaGqYU9CjUBmhKOgsItZ0JLRAICLUBmlCbo6nsLCDUdia0QCAg1AZoFZUItRUNq02rQm0bLdvOSkConZWkddoICLVttNZv60xtbqcyFxBqczuVuYBQm9vVUCnU1jCloEehNkBT0llAqO1MaIFAQKgN0FZLhNrcTmUuINTmdipzAaE2t6uhUqitYUpBj0JtgKaks4BQ25nQAoGAUBugCbU5msrOAkJtZ0ILBAJCbYBWUYlQW9Gw2rQq1LbRsu2sBITaWUlap42AUNtGa/22ztTmdipzAaE2t1OZCwi1uV0NlUJtDVMKehRqAzQlnQWE2s6EFggEhNoAbbVEqM3tVOYCQm1upzIXEGpzuxoqhdoaphT0KNQGaEo6Cwi1nQktEAgItQGaUJujqewsINR2JrRAICDUBmgVlQi1FQ2rTatCbRst285KQKidlaR12ggItW201m/rTG1upzIXEGpzO5W5gFCb29VQKdTWMKWgR6E2QFPSWUCo7UxogUBAqA3QVkuE2txOZS4g1OZ2KnMBoTa3q6FSqK1hSkGPQm2ApqSzgFDbmdACgYBQG6AJtTmays4CQm1nQgsEAkJtgFZRiVBb0bDatCrUttGy7awEhNpZSVqnjYBQ20Zr/bbO1OZ2KnMBoTa3U5kLCLW5XQ2VQm0NUwp6FGoDNCWdBYTazoQWCASE2gBttUSoze1U5gJCbW6nMhcQanO7GiqF2hqmFPQo1AZoSjoLCLWdCS0QCAi1AZpQm6Op7Cwg1HYmtEAgINQGaBWVCLUVDatNq0JtGy3bzkpAqJ2VpHXaCAi1bbTWb+tMbW6nMhcQanM7lbmAUJvb1VAp1NYwpaBHoTZAU9JZQKjtTGiBQECoDdBWS4Ta3E5lLiDU5nYqcwGhNreroVKorWFKQY9CbYCmpLOAUNuZ0AKBgFAboAm1OZrKzgJCbWdCCwQCQm2AVlGJUFvRsNq0KtS20bLtrASE2llJWqeNgFDbRmv9ts7U5nYqcwGhNrdTmQsItbldDZVCbQ1TCnoUagM0JZ0FhNrOhBYIBITaAG21RKjN7VTmAkJtbqcyFxBqc7saKoXaGqYU9CjUBmhKOgsItZ0JLRAICLUBmlCbo6nsLCDUdia0QCAg1AZoFZUItRUNq02rQm0bLdvOSkConZWkddoICLVttNZv60xtbqcyFxBqczuVuYBQm9vVUCnU1jCloEehNkBT0llAqO1MaIFAQKgN0FZLhNrcTmUuINTmdipzAaE2t6uhUqitYUpBj0JtgKaks4BQ25nQAoGAUBugCbU5msrOAkJtZ0ILBAJCbYBWUclShtobvnJjedMV714Z08lPObFc/rpLy+N3Hj92bDffcmt541veUfbtu2/t8Uk1fZi/UNuHKSxfD0Lt8s28D3ss1OZTcKY2t1OZCwi1uZ3KXECoze1qqFy6UNuE1Cuv2lMuvnB3OeP0U8s1115XbvjqTeWSC3eXHdu3Hzaz0e1rGGrTo1Bby6QWq0+hdrHmWcveCLX5pITa3E5lLiDU5nYqcwGhNreroXLpQm0TYr9z2x1l967zV+YzKbROeryvQxZq+zqZxe5LqF3s+fZ174TafDJCbW6nMhcQanM7lbmAUJvb1VC5dKF2z94PrcxlEGq/d+/3yxve/Lay66UvKmc9+8zDZjZ6+fHopcfNH/F9/GlC7e5PXFF+9tTn9LE9PS2owMFDh8ojjxwsjzlq24Luod3qo8DfhtpTyyue/Qt9bK9s3XqoHDy4pZe97fnyNeWb37utnHH8Cb3sT1OLKfDQw4+Ubdu2lq1b+vnvYjHV7dWnb/1yef8vvLYcc9TRvcTYutW/hy6DWcpQe8rJJ5XzXnjOitukUDuK24Tiu++5Z+1y5Xvuvb+L/6NW+8DDB8plf3BVee6Jz3rUnsPCBMYKHDpUij9UHBxHUODb991Vnnb8KeX8p7/gCD7r9E/VvMnT/BHfx58PfO2T5a/23VFOPfbJfWxPT4sq4HViUSfb6/363B03lSuf96qyY1s/Q+0Tdz6u1359b24pQ20zlGnP1I4OsDlz+96rP1wuu+iCDW8u1Yehu/y4D1NYvh5cfrx8M+/DHrv8OJ+Cy49zO5W5gMuPczuVuYDLj3O7GiqXLtS2/UytUFvDYazHvggItX2ZxHL1IdTm8xZqczuVuYBQm9upzAWE2tyuhsqlC7WT7n7chN5rP/XZta/5+cz1ny9PPeO0lTslNz+jn8nt65Cdqe3rZBa7L6F2sefb170TavPJCLW5ncpcQKjN7VTmAkJtbldD5dKF2mYom31P7WioHd62qT37rDM3/PqfPg1cqO3TNJanF6F2eWbdpz0VavNpCLW5ncpcQKjN7VTmAkJtbldD5VKG2hoG07VHobaroPpEQKhN1NR0FRBqc0GhNrdTmQsItbmdylxAqM3taqgUamuYUtCjUBugKeksINR2JrRAICDUBmirJUJtbqcyFxBqczuVuYBQm9vVUCnU1jCloEehNkBT0llAqO1MaIFAQKgN0ITaHE1lZwGhtjOhBQIBoTZAq6hEqK1oWG1aFWrbaNl2VgJC7awkrdNGQKhto7V+W2dqczuVuYBQm9upzAWE2tyuhkqhtoYpBT0KtQGaks4CQm1nQgsEAkJtgLZaItTmdipzAaE2t1OZCwi1uV0NlUJtDVMKehRqAzQlnQWE2s6EFggEhNoATajN0VR2FhBqOxNaIBAQagO0ikqE2oqG1aZVobaNlm1nJSDUzkrSOm0EhNo2Wuu3daY2t1OZCwi1uZ3KXECoze1qqBRqa5hS0KNQG6Ap6Swg1HYmtEAgINQGaKslQm1upzIXEGpzO5W5gFCb29VQKdTWMKWgR6E2QFPSWUCo7UxogUBAqA3QhNocTWVnAaG2M6EFAgGhNkCrqESorWhYbVoVatto2XZWAkLtrCSt00ZAqG2jtX5bZ2pzO5W5gFCb26nMBYTa3K6GSqG2hikFPQq1AZqSzgJCbWdCCwQCQm2Atloi1OZ2KnMBoTa3U5kLCLW5XQ2VQm0NUwp6FGoDNCWdBYTazoQWCASE2gBNqM3RVHYWEGo7E1ogEBBqA7SKSoTaiobVplWhto2WbWclINTOStI6bQSE2jZa67d1pja3U5kLCLW5ncpcQKjN7WqoFGprmFLQo1AboCnpLCDUdia0QCAg1AZoqyVCbW6nMhcQanM7lbmAUJvb1VAp1NYwpaBHoTZAU9JZQKjtTGiBQECoDdCE2hxNZWcBobYzoQUCAaE2QKuoRKitaFhtWhVq22jZdlYCQu2sJK3TRkCobaO1fltnanM7lbmAUJvbqcwFhNrcroZKobaGKQU9CrUBmpLOAkJtZ0ILBAJCbYC2WiLU5nYqcwGhNrdTmQsItbldDZVCbQ1TCnoUagM0JZ0FhNrOhBYIBITaAE2ozdFUdhYQajsTWiAQEGoDtIpKhNqKhtWmVaG2jZZtZyUg1M5K0jptBITaNlrrt3WmNrdTmQsItbmdylxAqM3taqgUamuYUtCjUBugKeksINR2JrRAICDUBmirJUJtbqcyFxBqczuVuYBQm9vVUCnU1jCloEehNkBT0llAqO1MaIFAQKgN0ITaHE1lZwGhtjOhBQIBoTZAq6hEqK1oWG1aFWrbaNl2VgJC7awkrdNGQKhto7V+W2dqczuVuYBQm9upzAWE2tyuhkqhtoYpBT0KtQGaks4CQm1nQgsEAkJtgLZaItTmdipzAaE2t1OZCwi1uV0NlUJtDVMKehRqAzQlnQWE2s6EFggEhNoATajN0VR2FhBqOxNaIBAQagO0ikqE2oqG1aZVobaNlm1nJSDUzkrSOm0EhNo2Wuu3daY2t1OZCwi1uZ3KXECoze1qqBRqa5hS0KNQG6Ap6Swg1HYmtEAgINQGaKslQm1upzIXEGpzO5W5gFCb29VQKdTWMKWgR6E2QFPSWUCo7UxogUBAqA3QhNocTWVnAaG2M6EFAgGhNkCrqESorWhYbVoVatto2XZWAkLtrCSt00ZAqG2jtX5bZ2pzO5W5gFCb26nMBYTa3K6GSqG2hikFPQq1AZqSzgJCbWdCCwQCQm2Atloi1OZ2KnMBoTa3U5kLCLW5XQ2VQm0NUwp6FGoDNCWdBYTazoQWCASE2gBNqM3RVHYWEGo7E1ogEBBqA7SKSoTaiobVplWhto2WbWclINTOStI6bQSE2jZa67d1pja3U5kLCLW5ncpcQKjN7WqoFGprmFLQo1AboCnpLCDUdia0QCAg1AZoqyVCbW6nMhcQanM7lbmAUJvb1VAp1NYwpaBHoTZAU9JZQKjtTGiBQECoDdCE2hxNZWcBobYzoQUCAaE2QKuoRKitaFhtWhVq22jZdlYCQu2sJK3TRkCobaO1fltnanM7lbmAUJvbqcwFhNrcroZKoXaKKV1z7XVl7wc+srLl2WedWS65cHfZsX37FJXz20SonZ/9Mj+zULvM05/fvgu1ub1Qm9upzAWE2txOZS4g1OZ2NVQKtROmdMNXbix7P/jRcvnrLi2P33l82bP3QysVu3ed3+v5CrW9Hs/CNifULuxoe71jQm0+HqE2t1OZCwi1uZ3KXECoze1qqBRqJ0ypCbGnnHxSOe+F56xsORpy+zpkobavk1nsvoTaxZ5vX/dOqM0nI9TmdipzAaE2t1OZCwi1uV0NlULtJlPaf+BAeftVe8pZf+9Za6H25ltuLVdetadcfOHucsbpp/Z2xkJtb0ez0I0JtQs93t7unFCbj0aoze1U5gJCbW6nMhcQanO7GiqF2ilC7XnnPr+c9ewzV7YcDbV3f/e+Xs75gYcPlMs+d1U57XFP6mV/miJAgMCsBO79wf3l7L/zI+WlT/+vZ7Xk0qzz779+bfny33yr7Dz6sUuzz3aUAIHlFPj2/XeXt/+jV5Ud247uJcCTnnBsL/uqpSmhdopQu9mZ2r6G2loOQH0SIECAAAECBAgQWHYBobbbESDUTvCr9TO13Q4L1QQIECBAgAABAgQIEKhDQKidMKda735cx+GnSwIECBAgQIAAAQIECHQTEGqn8Kvxe2qn2C2bEFgKgVruWL4Uw7CTBAgQIECAAIFHQUCofRRQLUlgVgLNGyo3fPWmcsmFu8uO7dtXlp3VHbhntc6s9vXRWkeofbRkrUtguQX8fu4+/+/d+/3yhje/rdx2+51ri5191pkrr3n79x9YeWzXS1+0drPO7s94ZFZoXnfedMW7157suOOOLa9/7avXfWvGRtuceOKTV75546677i6Xv+7S8vidx6+sM7Bq/u/h//3I7JFnIdB/AaG2/zPS4RIL+KOp+/CF2u6GViBA4HABv5+7HRXjvjaxWfED/+F3yk//w58oO3ceX3Wo3fvBj66Fz+Z16F3v2bsWbJtj52O/e826oNu80fz7f/iF8iv/+BdXQu399z1Qfuof/vjaV0o2NZ/7wy+W+x94QKjtduipXlABoXZBB2u3FkNg2j+aNrpEfvRd8ME74I1O86L5pRtuXIP6zde8qtx2x10rZ4Yfd8wx5Q/+8IsrjzX/e/OVVoO1ht81H76RWtPD5//oT1Zqvv4X31qr/cKffrl88rrr163V/Jem9sEHHyz3P/jgSh/j3skenuLovgz6mrTWcKj9/B//yWFnvps+mp/du85fjIPGXhAgcEQE/H4ez9z8Tv2JHxTAUpAAAAomSURBVHvOxLOrk64WatYZvHY0z7TrZS9eCXhN3Rvf8o6yb9996143Bq8Rz3vuT5aPX3vdSnPN2dGbvvaNsvcDH1n3Wjf4msbB68fw8wxeJ5urozZ73dnsIBt9M3UQ4JuviDzj9NM2DeuDbZ/74z9WPv/FPy2/9op/uvJUv/W+3y7N//Z/f/w/CbVH5F+4J6lNQKitbWL6XSqBaf5oara59lOfXXuRGw6azQtr8zMcSl/4gp9Z+8Pgyqv2lIsv3L12SdQgHA8C4/ALc7PO6KVgo6F2+J3n0bVG96Wp/aMv/ud171yPXmo9GPboO/qDP2p+44JdK/u22Vpf+/pflME75s16b33ne8orX/6SlX2e9EfVUh1sdpYAgVYCfj93C7WDwHjCCU9a9xGbwarj3kgd/d+Gz4AOzuwOr9e8dlzziU+V837+BSsf4Rl9vRz33wevQ4PLn4dfM9979YfLZRddsHZJ8EYHzGioHe67qRk+izu6xnAAbt5obn5OPumElTedm//crLbVAWxjAgsmINQu2EDtzmIJDJ+BHd6zwVnNwWdvhr9LuXkxveaTnx77R8LwWclxgW70j7ThF+Jx7y6PhtrhUDr6oj7pTuKbBcxxjw3vy+jZ1mGD4VDbfDap2cfv3HbHypnZ4f97sY4ce0OAwKMt4Pdzt1DbVI/7TO3gjOy4ULvRGdDmNfC5P/n3J16uPPxaMu71c/g1cPS1YzhsDp/pHacw2udweL75lm9v+BrdrDV6Vrd5I/axjztm5YxtUyvUPtr/sq1fq4BQW+vk9L0UApPOBAxelIcvI25ghi+fGr2E69xznrcS6KYJtZMumZplqG3+gBk+izo84KbX0XfIhwNpm1A7WOtVF+wq7//AfyjN5WCT/kBZioPNThIg0ErA7+e/5RoXTIchByF1GtzBzZOaq4XGvZE67k3bwevQRqF2+HLlpofRN4WHXwNGQ+3wzZ4G/Q9/9GWjfRq9CdTJTzlx3edrpz1TO7gS6ZSTT1q5wso9IqY5imyzrAJC7bJO3n5XITDtH00bBbPmxf7ue+5ZO2vrTO3f3kWycWj+0HncsY8de0a7ioNDkwQIzFXA7+fx/NN+pnZc9fBHTcaF1LZnakc/qtL2TO1GVz1NOvA2C5/jzkAPr7fZGWGhdpK8x5dZQKhd5unb994LTPqjqflc6OhngoY/Q/TvP/yxlX1szswOXiif9MQnrvz3cS+so883/N+bdZqbSw0udR78sfDLv3TeyjvIo7VtLz/e7IZNo72P+0ztYD+b/9zs8uPB48078G3OIPT+YNEgAQJHVMDv526htvk9/rsf/0/lf/jVl439yrpxlwcPXrcGn3Md95na4ZsZjl6RNO4uxIOPzQxe45r/HP5KocFzDV47mv+cdHXPpPDZHDuT7n487s3qSese0X8AnoxAzwSE2p4NRDsEhgWm+aOp2X70s10b3SXyuMc9tjzrR5+xdqff4brB3Y+H7xI5fMlU8zzDl3E1lzg3d0n+u0/7oTjUbnTHyXFHwaS7H7cJteMuZ3bkESBAoI2A38/dQu3gzcrhj8+M3gV/+DLeae9+PPq9tsMfwWlutNT8DG6QONxD89zPOfOZ5Zhjjll7jRx93Rl9TdzoeJkmfE76nlqhts2/RtsSKEWodRQQILAmMO6PtEeLZ55fpdPsZ/PTnGH2Q4AAgRoEluX38zxnMXyfiHn24bkJEGgvINS2N1NBYGEFluGPps1uSLWwg7VjBAhUL7AMv5+P9JBGbyI1uJHiZn2M1oxu62MtR3qKno/A3woItY4EAgQIECBAgAABAgQIEKhWQKitdnQaJ0CAAAECBAgQIECAAAGh1jFAgAABAgQIECBAgAABAtUKCLXVjk7jBAgQIECAAAECBAgQICDUOgYIECBAgAABAgQIECBAoFoBobba0WmcAAECBAgQIECAAAECBIRaxwABAgQIECBAgAABAgQIVCsg1FY7Oo0TIECAAAECBAgQIECAgFDrGCBAgAABAgQIECBAgACBagWE2mpHp3ECBAgQIECAAAECBAgQEGodAwQIECBAgAABAgQIECBQrYBQW+3oNE6AAAECBAgQIECAAAECQq1jgAABAgQIECBAgAABAgSqFRBqqx2dxgkQIECAAAECBAgQIEBAqHUMECBAgAABAgQIECBAgEC1AkJttaPTOAECBAgQIECAAAECBAgItY4BAgQIECBAgAABAgQIEKhWQKitdnQaJ0CAAAECBAgQIECAAAGh1jFAgAABAgQIECBAgAABAtUKCLXVjk7jBAgQIECAAAECBAgQICDUOgYIECBAgAABAgQIECBAoFoBobba0WmcAAECBAgQIECAAAECBIRaxwABAgQIECBAgAABAgQIVCsg1FY7Oo0TIECAAAECBAgQIECAgFDrGCBAgAABAgQIECBAgACBagWE2mpHp3ECBAgQIECAAAECBAgQEGodAwQIECBAgAABAgQIECBQrYBQW+3oNE6AAAECBAgQIECAAAECQq1jgAABAgQIECBAgAABAgSqFRBqqx2dxgkQIECAAAECBAgQIEBAqHUMECBAgAABAgQIECBAgEC1AkJttaPTOAECBAgQIECAAAECBAgItY4BAgQIECBAgAABAgQIEKhWQKitdnQaJ0CAAAECBAgQIECAAAGh1jFAgAABAgQIECBAgAABAtUKCLXVjk7jBAgQIECAAAECBAgQICDUOgYIECBAgAABAgQIECBAoFoBobba0WmcAAECBAgQIECAAAECBIRaxwABAgQIECBAgAABAgQIVCsg1FY7Oo0TIECAAAECBAgQIECAgFDrGCBAgAABAgQIECBAgACBagWE2mpHp3ECBAgQIECAAAECBAgQEGodAwQIECBAgAABAgQIECBQrYBQW+3oNE6AAAECBAgQIECAAAECQq1jgAABAgQIECBAgAABAgSqFRBqqx2dxgkQIECAAAECBAgQIEBAqHUMECBAgAABAgQIECBAgEC1AkJttaPTOAECBAgQIECAAAECBAgItY4BAgQIECBAgAABAgQIEKhWQKitdnQ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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Sensitivity analysis" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "We have agreed that for the sensitivity analysis we will vary the following key assumptions in the flex-model:\n", "1. Market prices of gas and electricity. We will use the actual prices for 2019, the actual prices for 2020.\n", "2. aFRR prices +/- 30%\n", "3. CAPEX\n", "4. CO2 price\n", "5. Tsource +/- 10 degrees Celsius\n", "6. Tsink\n", " * Roam off the peak / lower pressure\n", " * Stabalize / running average per hour/ 2 hours\n", "7. __A scenario with a constraint on grid capacity and a scenario without grid capacity as a constraint__\n", "8. Energy Tax and ODE +/- 30%" ] }, { "cell_type": "code", "execution_count": 131, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup():\n", " _c = Config()\n", " s = setup_model(c=_c)\n", " return s\n", "\n", "def routine(c, s):\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " #s = preprocessing(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " #s = postprocessing(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": 132, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "testetss\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:41: UserWarning:\n", "\n", "The chosen timeperiod spans 365.99930555555557 days, which is not a full year. Beware that certain functions that use yearly rates might return incorrect values.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:62: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\forecasts.py:115: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\framework.py:54: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 5.38 s\n", "Wall time: 15.7 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_31648\\3838043831.py:3: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] } ], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": 133, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:531: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\prices.py:443: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 4.45 s\n", "Wall time: 13.1 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:369: FutureWarning:\n", "\n", "'T' is deprecated and will be removed in a future version, please use 'min' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\casestudy.py:372: FutureWarning:\n", "\n", "'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:540: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:541: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n", "C:\\Users\\z004yn8c\\OneDrive - Siemens AG\\Documents\\GitHub\\Mooi-Kickstart\\pyrecoy\\pyrecoy\\pyrecoy2\\financial.py:542: FutureWarning:\n", "\n", "Downcasting object dtype arrays on .fillna, .ffill, .bfill is deprecated and will change in a future version. Call result.infer_objects(copy=False) instead. To opt-in to the future behavior, set `pd.set_option('future.no_silent_downcasting', True)`\n", "\n" ] }, { "data": { "text/plain": [ "-7283946.963984945" ] }, "execution_count": 133, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "36e89621c5074b9f8a400cc5cf731718", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/4 [00:00 6\u001b[1;33m \u001b[0msens\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mSensitivityAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mroutine\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mparam\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mvalues\u001b[0m\u001b[1;33m,\u001b[0m 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49\u001b[0m \u001b[1;32mfor\u001b[0m \u001b[0mcase\u001b[0m \u001b[1;32min\u001b[0m \u001b[0m_s\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcases\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 50\u001b[0m \u001b[0moutput_dict\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mkpi\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mname\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mkpi\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mnan\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_31648\\3648020848.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(c, s)\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[1;32mdef\u001b[0m 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s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 10\u001b[1;33m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mrun_optimisation\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 11\u001b[0m \u001b[1;31m#s = postprocessing(c=c, s=s)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 12\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcollect_cashflows\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mc\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 13\u001b[0m \u001b[0ms\u001b[0m \u001b[1;33m=\u001b[0m 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"\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_31648\\2183127480.py\u001b[0m in \u001b[0;36m?\u001b[1;34m(case)\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;32mdef\u001b[0m \u001b[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[0mgasboiler\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mlist\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0massets\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[0mdata\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mcase\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdata\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m 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"source": [ "# sensitivity:Storage temperature\n", "values = range(80, 120, 10)\n", "param = 'storage_temperature'\n", "kpis = ['npv','irr','spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: Water storage volume" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "(_s.demand['MW (VDG)'] + _s.demand['MW (NDG)']).to_list()[:3]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(100, 500, 100)\n", "param = 'storage_volume'\n", "kpis = ['npv','irr','spp']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "[case.name for case in s.cases][1:]" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: Storage volume',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('irr', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='irr in %',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: IRR',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='volume(m3)',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: COP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MW storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(4_000, 10_000, 2_000)\n", "param = 'storage_capex_per_MW'\n", "kpis = ['npv', 'irr', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX',\n", " yTitle='NPV in Euro',\n", " yrange=[output.min().min()*1.1, 0],\n", " title='Sensitivity: NPV in euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MW',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: CAPEX per MWh storage" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(1_000, 5_000, 1000)\n", "param = 'storage_capex_per_MWh'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX/MWh',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: Payback time',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sensitivity: threshold price" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "values = range(10, 60, 10)\n", "param = 'threshold'\n", "kpis = ['npv', 'spp', 'mean_cop']\n", "\n", "sens = SensitivityAnalysis(c, _s, routine, param, values, kpis)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='NPV',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: NPV in Euro',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='years',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SPP in years',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=[case.name for case in s.cases][1:])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='threshold',\n", " yTitle='COP',\n", " yrange=[output.min().min()*1.2, 0],\n", " title='Sensitivity: SOP',\n", " colors=recoycolors,\n", " dimensions=(600, 400),\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "interpreter": { "hash": "fea6e7ab4c0ed1d184e153838ac4b2d24a0985a5f17e99f4f437a114b66796b8" }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": 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