{ "cells": [ { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Imports" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from datetime import timedelta\n", "import json\n", "import pprint\n", "from copy import deepcopy\n", "\n", "import cufflinks\n", "import numpy as np\n", "from numpy.polynomial import Polynomial\n", "import pandas as pd\n", "from tqdm.notebook import tqdm\n", "\n", "from pyrecoy.assets import Heatpump, Eboiler, GasBoiler, HotWaterStorage\n", "from pyrecoy.colors import *\n", "from pyrecoy.converters import *\n", "from pyrecoy.financial import calculate_eb_ode, get_tax_tables, get_tax_rate, get_grid_tariffs_electricity\n", "from pyrecoy.framework import TimeFramework\n", "from pyrecoy.casestudy import CaseStudy\n", "from pyrecoy.plotting import ebitda_bar_chart, npv_bar_chart\n", "from pyrecoy.reports import CaseReport, ComparisonReport, BusinessCaseReport, SingleFigureComparison\n", "from pyrecoy.sensitivity import SensitivityAnalysis\n", "from pyrecoy.prices import get_tennet_data, get_afrr_capacity_fees_nl\n", "from pyrecoy.forecasts import Mipf\n", "\n", "%load_ext autoreload\n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "#### Development backlog" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "* aFRR (can improve the optimisation case)\n", "* Report\n", "\n", "--\n", "* Create strategy on imbalance POS (buy 100% day-ahead, and respond to high prices)\n", "* Graphs\n", " * EBITDA vs. baseline (earnings vs baseline)\n", "* Show COP curves in different cases, just for illustration\n", "* Energy report --> Check + add gas\n", "* Fix comparison reports\n", "* Model verification" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "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": 2, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Config():\n", " start = '2019-01-01'\n", " end = '2019-12-31'\n", " \n", " hp_vdg_e_power = 23.3 # MW\n", " hp_ndg_e_power = 7.7 # MW\n", " hp_min_load = 0\n", " hp_lifetime = 25\n", " hp_capex = 200_000 # EUR/MWth\n", " hp_opex = 0.01 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 35 # MW\n", " gb_efficiency = 0.9\n", " \n", " storage_power = 10\n", " storage_volume = 1000\n", " storage_cap_per_volume = 50 * 1e-3\n", " storage_lifetime = 25\n", " storage_temperature = 95\n", " storage_min_level = 5\n", " storage_capex_per_MW = 8_000\n", " storage_capex_per_MWh = 10_000\n", " storage_opex_perc_of_capex = 0.02\n", " storage_initial_level = 5\n", " \n", " tax_bracket_g = 4 \n", " tax_bracket_e = 4\n", " \n", " include_transport_costs = False\n", " grid_operator = 'Liander'\n", " connection_type = 'TS/MS'\n", " \n", " discount_rate = 0.1\n", " project_duration = 12\n", "\n", " forecast = 'ForeNeg'\n", " gas_price_multiplier = 1\n", " e_price_multiplier = 1\n", " e_price_volatility_multiplier = 1\n", " co2_price_multiplier = 1\n", " tsource_delta = 0\n", " tsink_delta = 0\n", " energy_tax_multiplier = 1\n", " \n", " # Review the SDE implementation\n", " sde_base_amount = 81\n", " longterm_gas_price = 24.00\n", " longterm_co2_price = 37.90\n", " sde_switch_price_correction = 40\n", " \n", " day_ahead_buying_perc = 0.3\n", " \n", " afrr_capacity_fee = 25_000\n", "\n", "c = Config()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "class Store():\n", " pass" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Model set-up" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_demand_data(c, s):\n", " demand = pd.read_csv('data/smurfit_demand_preprocessed.csv', delimiter=';', decimal=',')\n", " dt_index = pd.date_range(\n", " start=s.time_fw.start,\n", " end=s.time_fw.start + timedelta(days=365), freq='1T',\n", " closed='left',\n", " tz='Europe/Amsterdam')\n", " demand.index = dt_index\n", " demand['Total demand'] = demand['MW (VDG)'] + demand['MW (NDG)']\n", " demand = demand[c.start:c.end]\n", " return demand" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "s = Store()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\mekre\\AppData\\Local\\Temp\\ipykernel_19804\\332434720.py:3: FutureWarning:\n", "\n", "Argument `closed` is deprecated in favor of `inclusive`.\n", "\n" ] } ], "source": [ "def setup_model(c):\n", " s = Store()\n", " \n", " s.time_fw = TimeFramework(start=c.start, end=c.end)\n", " mipf = Mipf(start=s.time_fw.start, end=s.time_fw.end, tidy=True, include_nextQ=True).data\n", " \n", " s.baseline = CaseStudy(time_fw=s.time_fw, freq='1T', name='Baseline')\n", " s.hpcase = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump only', data=mipf)\n", " #s.hpcase_sde = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + SDE', data=mipf)\n", " #s.optcase1 = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation', data=mipf)\n", " #s.afrr_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Optimisation + aFRR', data=mipf)\n", " s.storage_case = CaseStudy(time_fw=s.time_fw, freq='1T', name='Heatpump + Storage', data=mipf)\n", " \n", " s.cases = list(CaseStudy.instances.values())\n", " #s.optcases = [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.optcases = [s.hpcase, s.storage_case]\n", " #s.sde_cases = [s.hpcase_sde, s.optcase1, s.afrr_case]\n", " s.sde_cases = []\n", " \n", " s.demand = load_demand_data(c, s)\n", " return s\n", "\n", "s = setup_model(c)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "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 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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
\n", "
" ], "text/plain": [ " Tsource (VDG) Tsink (VDG) MW (VDG) Tsource (NDG) \\\n", "count 525600.000000 525600.000000 525600.000000 525600.000000 \n", "mean 63.658798 138.637674 17.636712 62.176305 \n", "std 6.422773 14.328580 5.123252 10.252555 \n", "min 25.310000 82.480000 0.000000 13.540000 \n", "25% 64.892000 126.074000 17.014000 63.516000 \n", "50% 64.991000 142.450000 19.892000 64.313000 \n", "75% 65.076000 151.730000 20.819000 65.546000 \n", "max 70.070000 166.020000 23.250000 73.470000 \n", "\n", " Tsink (NDG) MW (NDG) Total demand \n", "count 525600.000000 525600.000000 525600.000000 \n", "mean 145.351645 5.823824 23.460537 \n", "std 14.896056 1.691697 6.814125 \n", "min 106.330000 0.000000 0.000000 \n", "25% 131.551500 5.612000 22.676000 \n", "50% 148.490000 6.540000 26.441000 \n", "75% 158.100000 6.880000 27.690000 \n", "max 172.050000 7.650000 30.900000 " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.demand.describe()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Load in data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def add_afrr_prices(c, case):\n", " try:\n", " aFRR_signal = pd.read_csv(f'data/aFRR_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_signal.index = case.data.index\n", " except:\n", " data = get_tennet_data('balansdelta2017', pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = data[[\"datum\", \"tijd\"]].apply(lambda x: \" \".join(x), axis=1)\n", " data.index = pd.to_datetime(data.index, format=\"%d-%m-%Y %H:%M\").tz_localize(\n", " \"Europe/Amsterdam\", ambiguous=True\n", " )\n", " data = data[~data.index.duplicated(keep=\"first\")]\n", " date_ix = pd.date_range(\n", " data.index[0], data.index[-1], freq=\"1T\", tz=\"Europe/Amsterdam\"\n", " )\n", " data = data.reindex(date_ix)\n", " aFRR_signal = data[['Hoogste_prijs_opregelen', 'Mid_prijs_opregelen', 'Laagste_prijs_afregelen']]\n", " aFRR_signal.to_csv(f'data/aFRR_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", "\n", " try:\n", " aFRR_prices = pd.read_csv(f'data/aFRR_prices_{c.start}.csv', delimiter=';', decimal=',', index_col='datetime')\n", " aFRR_prices.index = case.data.index\n", " except:\n", " data = get_aFRR_prices_nl(pd.to_datetime(c.start), pd.to_datetime(c.end))\n", " data.index = pd.date_range(\n", " start=c.start,\n", " end=pd.to_datetime(c.end) + timedelta(days=1),\n", " tz='Europe/Amsterdam', \n", " freq='15T', \n", " closed='left'\n", " )\n", " aFRR_prices = data.reindex(case.data.index, method='ffill')\n", " aFRR_prices.to_csv(f'data/aFRR_prices_{c.start}.csv', sep=';', decimal=',', index_label='datetime')\n", " \n", " case.data = pd.concat([case.data, aFRR_signal, aFRR_prices], axis=1)\n", " return case" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def increase_volatility_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " new_diff = diff_to_mean * factor\n", " return mean + new_diff\n", "\n", "def multiply_by_factor(col, factor):\n", " mean = col.mean()\n", " diff_to_mean = col - mean\n", " \n", " cond = diff_to_mean > 0\n", " diff_to_mean[cond] *= factor\n", " diff_to_mean[~cond] /= factor\n", " return mean + diff_to_mean" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def load_data(c, s):\n", " if hasattr(s, 'afrr_case'):\n", " s.afrr_case = add_afrr_prices(c, s.afrr_case)\n", " \n", " for case in s.cases:\n", " case.add_gasprices()\n", " case.add_co2prices(perMWh=True)\n", " \n", " case.data['Gas prices (€/MWh)'] *= c.gas_price_multiplier\n", " case.data['CO2 prices (€/MWh)'] *= c.co2_price_multiplier\n", " case.data['CO2 prices (€/ton)'] *= c.co2_price_multiplier\n", " \n", " for case in s.optcases:\n", " case.data['NEG'] = multiply_by_factor(case.data['NEG'], c.e_price_multiplier)\n", " case.data['ForeNeg'] = multiply_by_factor(case.data['ForeNeg'], c.e_price_multiplier)\n", " case.data['DAM'] = multiply_by_factor(case.data['DAM'], c.e_price_multiplier)\n", " \n", " case.data['NEG'] = increase_volatility_by_factor(case.data['NEG'], c.e_price_volatility_multiplier)\n", " case.data['ForeNeg'] = increase_volatility_by_factor(case.data['ForeNeg'], c.e_price_volatility_multiplier)\n", " \n", " if hasattr(s, 'afrr_case'):\n", " for case in [s.afrr_case]:\n", " case.data['Hoogste_prijs_opregelen'] = multiply_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_multiplier)\n", " case.data['Hoogste_prijs_opregelen'] = increase_volatility_by_factor(case.data['Hoogste_prijs_opregelen'], c.e_price_volatility_multiplier)\n", " case.data['aFRR_up'] = multiply_by_factor(case.data['aFRR_up'], c.e_price_multiplier)\n", " case.data['aFRR_up'] = increase_volatility_by_factor(case.data['aFRR_up'], c.e_price_volatility_multiplier)\n", "\n", " s.demand[['Tsource (VDG)', 'Tsource (NDG)']] += c.tsource_delta\n", " s.demand[['Tsink (VDG)', 'Tsink (NDG)']] += c.tsink_delta\n", " for case in s.cases:\n", " case.data = pd.concat([case.data, s.demand], axis=1) \n", "\n", " s.eb_ode_g = get_tax_rate('gas', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.eb_ode_e = get_tax_rate('electricity', 2020, 4)['EB+ODE'] * c.energy_tax_multiplier\n", " s.grid_fees = get_grid_tariffs_electricity(c.grid_operator, 2020, c.connection_type)\n", " s.grid_fee_per_MWh = s.grid_fees['kWh tarief'] * 1000\n", " return s\n", "\n", "s = load_data(c, s)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas 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+01:0068.9234.8558.012.046.8352.70NaNNaN22.3824.984.8264.990143.3600.020.510147.6200.00.0
2019-01-01 00:01:00+01:0068.9234.8558.012.032.1254.45NaNNaN22.3824.984.8264.985143.0890.020.387147.6420.00.0
2019-01-01 00:02:00+01:0068.9234.8558.012.030.9748.64NaNNaN22.3824.984.8264.980142.8180.020.264147.6640.00.0
2019-01-01 00:03:00+01:0068.9234.8558.012.051.1348.3557.7173.0522.3824.984.8264.975142.5470.020.141147.6860.00.0
2019-01-01 00:04:00+01:0068.9234.8558.012.048.0452.0163.6079.0722.3824.984.8264.970142.2760.020.018147.7080.00.0
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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n", "2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n", "\n", " CO2 prices (€/ton) CO2 prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 24.98 4.82 \n", "2019-01-01 00:01:00+01:00 24.98 4.82 \n", "2019-01-01 00:02:00+01:00 24.98 4.82 \n", "2019-01-01 00:03:00+01:00 24.98 4.82 \n", "2019-01-01 00:04:00+01:00 24.98 4.82 \n", "\n", " Tsource (VDG) Tsink (VDG) MW (VDG) \\\n", "2019-01-01 00:00:00+01:00 64.990 143.360 0.0 \n", "2019-01-01 00:01:00+01:00 64.985 143.089 0.0 \n", "2019-01-01 00:02:00+01:00 64.980 142.818 0.0 \n", "2019-01-01 00:03:00+01:00 64.975 142.547 0.0 \n", "2019-01-01 00:04:00+01:00 64.970 142.276 0.0 \n", "\n", " Tsource (NDG) Tsink (NDG) MW (NDG) Total demand \n", "2019-01-01 00:00:00+01:00 20.510 147.620 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 20.387 147.642 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 20.264 147.664 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 20.141 147.686 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 20.018 147.708 0.0 0.0 " ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.0829055118110236} + \\text{0.8682755905511811}\\,x$" ], "text/plain": [ "Polynomial([1.08290551, 0.86827559], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 13)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{2.052671641791045} + \\text{1.6458358208955224}\\,x$" ], "text/plain": [ "Polynomial([2.05267164, 1.64583582], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve\n", ")" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 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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": 23, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.0005426*Tlift**2 - 0.1178*Tlift + 6.962\n", " c1 = 6.7058 \n", " c2 = -1.79\n", " \n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{19.2496754} + \\text{6.7058}\\,x - \\text{1.79}\\,x^{2}$" ], "text/plain": [ "Polynomial([19.2496754, 6.7058 , -1.79 ], domain=[-1, 1], window=[-1, 1])" ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "heatpump = Heatpump(\n", " name='Heatpump',\n", " max_th_power=1,\n", " min_th_power=0,\n", " cop_curve=cop_curve_new\n", ")" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "import itertools\n", "\n", "source_Ts = np.arange(25, 75) + 273\n", "sink_Ts = np.arange(80, 170) + 273\n", "\n", "df = pd.DataFrame(columns=list(sink_Ts), index=list(source_Ts))\n", "for sourceT, sinkT in itertools.product(source_Ts, sink_Ts):\n", " df.loc[sourceT, sinkT] = heatpump.get_cop(heat_output=0.5, Tsink=sinkT, Tsource=sourceT)\n", " \n", "#df.to_csv('cops_at_50perc_load.csv', sep=';', decimal=',')" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sourceT = 63 + 273\n", "sinkT = 140 + 273\n", "loads = np.arange(0, 1, 0.01)\n", "\n", "cop_series = pd.Series(index=loads, dtype='float')\n", "load_series = pd.Series(index=loads, dtype='float')\n", "for load in loads:\n", " cop = heatpump.get_cop(heat_output=load, Tsink=sinkT, Tsource=sourceT)\n", " cop_series[load] = cop\n", " load_series[load] = load / cop " ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", "x": [ 0, 0.01, 0.02, 0.03, 0.04, 0.05, 0.06, 0.07, 0.08, 0.09, 0.1, 0.11, 0.12, 0.13, 0.14, 0.15, 0.16, 0.17, 0.18, 0.19, 0.2, 0.21, 0.22, 0.23, 0.24, 0.25, 0.26, 0.27, 0.28, 0.29, 0.3, 0.31, 0.32, 0.33, 0.34, 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aa5Ix80iTlfhlX+t2QEp7dN0kSOe9yzV/+3cPJDV2nmremZ3k8ju/+4ll8m21b87OPjoz6VyWKl+Xlxw2VFR8Zs9Hp5hor7HX3oV5ZK7003k/IrW7Sc7OfW7z9i9j9Frq3i52s3vq1m+3pb4rLett76sM+25MO59xV+6rPWfdDhDqJQG7/Uzqtb9rt/2KV9sLtr3WPN9vRcSn9N1ZU/tycR/iU8bI86z5Fp8ybvvP8s6fR6s9A6t9fSXx2Wsf0W4/S4o8P6vVxNchAAEIQAACEIAABCAAAQg0QQDx2QR1hzG1HiyRd0msw63TFAIQgAAEIAABCEAAAhCAAAQgAAEIQAACuQkgPnOj0nEh4lNHDlQBAQhAAAIQgAAEIAABCEAAAhCAAAQgoJsA4lN3Pi+rDvEZWGCUCwEIQAACEIAABCAAAQhAAAIQgAAEINAIAcRnI9gZFAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEKiSAOKzSrr0DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCDRCAPHZCHYGhQAEIAABCEAAAhCAAAQgAAEIQAACEIAABKokgPiski59QwACEIAABCAAAQhAAAIQgAAEIAABCEAAAo0QQHw2gp1BIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgSoJID6rpEvfEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQCMEEJ+NYGdQCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEoCiM8q6dI3BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0AgBxGcj2BkUAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQqJIA4rNKuvQNAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEINEIA8dkIdgaFAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEqiSA+KySLn1DAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACjRBAfDaCnUEhAAEIQAACEIAABCAAAQhAAAIQgAAEIACBKgkgPqukS98QgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAIwQQn41gZ1AIQAACEIAABCAAAQhAAAIQgAAEIAABCECgSgKIzyrp0jcEIAABCEAAAhCAAAQgAAEIQAACEIAABCDQCAHEZyPYGRQCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCokgDis0q69A0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQg0QgDx2Qh2BoUABCAAAQhAAAIQgAAEIAABCEAAAhCAAASqJID4rJIufUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAKNEEB8NoKdQSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEqCSA+q6RL3xCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAjBBCfjWBnUAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKBKAojPKunSNwQgAAEIQAACEIAABCAAAQhAAAIQgAAEINAIAcRnI9gZFAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEKiSAOKzSrr0DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCDRCAPHZCHYGhQAEIAABCEAAAhCAAAQgAAEIQAACEIAABKokgPiski59QwACEIAABCAAAQhAAAIQgAAEIAABCEAAAo0QQHw2gp1BIQABCEAAAhCAAAQgAAEIQAACEIAABCAAgSoJID6rpEvfEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQCMEEJ+NYGdQCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoEoCiM8q6dI3BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQg0AgBxGcj2BkUAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQqJIA4rNKuvQNAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEINEIA8dkIdgaFAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEqiSA+KySLn1DAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACjRBAfDaCnUEhAAEIQAACEIAABCAAAQhAAAIQgAAEIACBKgkgPqukS98QgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAIwQQn41gZ1AIQAACEIAABCAAAQhAAAIQgAAEIAABCECgSgKIzyrp0jcEIAABCEAAAhCAAAQgAAEIQAACEIAABCDQCAHEZyPYGRQCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCokgDis0q69A0BCEAAAhCAAAQgAAEIQAACEIAABCAAAQg0QgDx2Qh2BoUABCAAAQhAAAIQgAAEIAABCEAAAhCAAASqJID4rJIufUMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAKNEEB8NoKdQSEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEqCSA+q6RL3xCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAjBBCfjWBnUAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKBKAohPB7pHT0wnrbdsHHfohaYaCZw7d96cPDVjNq1fq7E8anIkMDU9a0aGh8zQYL9jTzTXRuDs/IKZO7NgJsZHtJVGPR4IHD952mxYP2bW9PV56I0uNBE4PXvW5mrM6MiQprKoxQOBxXPnzNSpObPRfu/yio/A5KlZMzY6ZAYH+J0qtnTPnF0w8nvVurX8ThVbtnI/x+zvVJvsz+U+fqeKMV7uqYMA4tPhkUB8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpiE8PEJV2gfhUGoyHshCfHiAq7gLxqTgcx9IQn44AlTdHfCoPiPK8EkB8OuBEfDrAU94U8ak8IMfyEJ+OABU3R3wqDsdDaYhPDxCVdoH4VBqMh7IQnx4gKu4C8ak4HMfSEJ+OAJU3R3wqD4jyvBJAfDrgRHw6wFPeFPGpPCDH8hCfjgAVN0d8Kg7HQ2mITw8QlXaB+FQajIeyEJ8eICruAvGpOBzH0hCfjgCVN0d8Kg+I8rwSQHw64ER8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpiE8PEJV2gfhUGoyHshCfHiAq7gLxqTgcx9IQn44AlTdHfCoPiPK8EkB8OuBEfDrAU94U8ak8IMfyEJ+OABU3R3wqDsdDaYhPDxCVdoH4VBqMh7IQnx4gKu4C8ak4HMfSEJ+OAJU3R3wqD4jyvBJAfDrgRHw6wFPeFPGpPCDH8hCfjgAVN0d8Kg7HQ2mITw8QlXaB+FQajIeyEJ8eICruAvGpOBzH0hCfjgCVN0d8Kg+I8rwSQHw64ER8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpiE8PEJV2gfhUGoyHshCfHiAq7gLxqTgcx9IQn44AlTdHfCoPiPK8EkB8OuBEfDrAU94U8ak8IMfyEJ+OABU3R3wqDsdDaYhPDxCVdoH4VBqMh7IQnx4gKu4C8ak4HMfSEJ+OAJU3R3wqD4jyvBJAfDrgRHw6wFPeFPGpPCDH8hCfjgAVN0d8Kg7HQ2mITw8QlXaB+FQajIeyEJ8eICruAvGpOBzH0hCfjgCVN0d8Kg+I8rwSQHw64ER8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpiE8PEJV2gfhUGoyHshCfHiAq7gLxqTgcx9IQn44AlTdHfOoKaHb+jJk8O2NO2bepM6ftm/14ftacPDNt5hcXzP/w6v9KV8GBVYP4dAgM8ekAT3lTxKfygBzLQ3w6AlTcHPGpOBwPpSE+PUBU2gXiU2kwHspCfHqAqLgLxKficBxLQ3w6AlTeHPFZXUCL588l4nLq7Glz6sysmRSROX/hY5GbieS018jXTp2dNfPnFpYVND44aiZG1pr1Q2NmnX37X9/wruoKvgh6Rnw6hIz4dICnvCniU3lAjuUhPh0BKm6O+FQcjofSEJ8eICrtAvGpNBgPZSE+PUBU3AXiU3E4jqUhPh0BKm+O+Mwf0MzCnJmcE5HZNiNTZmYmb7Nmam46eZ8IzbnT5rS9vv013D9o5eWofbMicyQVmZnQnBgeMxPDa82E/fqE/fpES3T2r1mTv0CuXJUA4nNVRL0vQHw6wFPeFPGpPCDH8hCfjgAVN0d8Kg7HQ2mITw8QlXaB+FQajIeyEJ8eICruAvGpOBzH0hCfjgCVN79YxefCucVUVtol5FN2NqbMykwEpiwtTz5uzdBMPk+XnS/YGZztLxGU64ZFVFppKW8iLq3ATIWmFZz281RsyvtRMzI4rPxpiL88xKdDxohPB3jKmyI+lQfkWB7i0xGg4uaIT8XheCgN8ekBotIuEJ9Kg/FQFuLTA0TFXSA+FYfjWBri0xGg8uaxiM/Tdh/MSRGYIjJbsy5FWJ5MlpCnQjNbdi6iU2Zvtr9kNub6RFpamSmzLkVayixMEZfZe/vxhkR2pjMz+/r6lKdLeZ0EEJ8OzwTi0wGe8qaIT+UBOZaH+HQEqLg54lNxOB5KQ3x6gKi0C8Sn0mA8lIX49ABRcReIT8XhOJaG+HQEqLy5RvF51h7ik8hKebNLyydlj0wrNmUmpiw1T/fGtLMys2Xn8zNG/j8me4mOTGZd2r0x02Xj6fJymZ25PpGWMjsznZk5MZh+PDIwpDwpyvNBAPHpQBHx6QBPeVPEp/KAHMtDfDoCVNwc8ak4HA+lIT49QFTaBeJTaTAeykJ8eoCouAvEp+JwHEtDfDoCVN68DvEpojI5wCebedk64EfEZnKoT3IAULqcfNLO1pxbOLOM2qiVkomkbFtOnsnMCVlqPjye7o3ZkpgyW5MXBLoRQHw6PBeITwd4ypsiPpUH5Fge4tMRoOLmiE/F4XgoDfHpAaLSLhCfSoPxUBbi0wNExV0gPhWH41ga4tMRoPLmRcXn2cV5KyuzfS/tezvb8mRrX8z05PLpdEam/TiZoWk/Pn/+/BKFNX1rlmZgrrfSMpmZacWlzMbM9sJc2itTRKb9+vDAoHKKlBcKAcSnQ1KITwd4ypsiPpUH5Fge4tMRoOLmiE/F4XgoDfHpAaLSLhCfSoPxUBbi0wNExV0gPhWH41ga4tMRoPLmzx45atYMn7OSUg74SUVmupy8dcCPPZ08W3Yu72cXzi67o9HBkfQgn9aMTNkPM1tOnh78k+6ZuWEok5tjyolQXswEEJ8O6SI+HeApb4r4VB6QY3mIT0eAipsjPhWH46E0xKcHiEq7QHwqDcZDWYhPDxAVd4H4VByOY2mIT0eANTafs1IyFZhWWmbLx5eWk6czMNPTyuUkc5Gcs8tmY/bb2ZgiKbMZmOsTaSl7YKbLyZOvtUSmyE352lD/QI13yFAQcCOA+HTgh/h0gKe8KeJTeUCO5SE+HQEqbo74VByOh9IQnx4gKu0C8ak0GA9lIT49QFTcBeJTcTiOpSE+HQGWbH7OLg9ftjdmIi1lr8yWuJSTy+2emCIyZW/MKTtT88zC/LLRxgZGUmkpB/zIyeSJrBR52TqpXPbCPLvG7Nqw0WwYXWvWDo6WrJZmEAiDAOLTISfEpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i4Qn4rDcSwN8ekIsNV8Zv5MMhszm3U5ZWddykE+yX6YreXk8vXstHJZct7+GljTn+x3mc7ATPe+XJ+cTJ5KzXSvzAsnmMvXpM1qr6J7fK7WH1+HgGYCiE+HdBCfDvCUN0V8Kg/IsTzEpyNAxc0Rn4rD8VAa4tMDRKVdID6VBuOhLMSnB4iKu0B8Kg7HsTTE58sBymzM7BTydLZla9Zl69AfEZoiNmV2ZrLs3MrNs4sLyzqS2ZWpuBSJaffItNJSPk9mZyafZx+nonOt3Uuzihfiswqq9KmVAOLTIRnEpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i4Qn4rDcSztYhCfs3Y2ppw+LhJT9r1MZKaVmDL7MtkzU/bLlK/J7Ez7+bR93/4aXDPQ2hvTLu6hKGQAACAASURBVCWXw32ymZkiNUfaBaZITZGdo7lmYzpGl6s54jMXJi6KhECU4vMDH77bHDh4KIlo184d5pMfu2vVuO770pfN177+TfPZez6+7Np7/vBe881vPfyy9vfd+2mD+FwVa7AXID6DjS5X4YjPXJiCvAjxGWRsuYtGfOZGFdyFiM/gIstdMOIzN6ogL0R8BhlbrqJDE58L5xaXTiifskvIZe9LmXWZ7o2ZyUv7b9nJ5VZ0znfMxhy3szEzgSn7YqZLydODfZb2ypRrrMTcYL8+Ojici6XGixCfGlOhpqoIRCc+7/69T5nJqakl2SkSdP3EhLnrt9/fleEDDz5kPvO5zydfWzc+3lV87n/2ua7yFPFZ1WPZfL+Iz+YzqLICxGeVdJvtG/HZLP+qR0d8Vk24uf4Rn82xr3pkxGfVhJvtH/HZLP8qR29afJ5OZmDKkvFMYMr7dAn5pCwtbz/gx15zen5uGY7h/sFEWsoS8nWt08nXy1LybK/M1r6Yyddb+2Su6eurEqmqvhGfquKgmIoJRCc+33Pnh8y73/kOc9uttyToRGx+4Yv3v0xodnJdacYn4rPip1Bh94hPhaF4LAnx6RGmsq4Qn8oC8VwO4tMzUEXdIT4VheG5FMSnZ6DKukN8KgvEYzk+xafMxkxkZbLv5YUZmLKUXP5NvpbunSmfpx9Lm/ZXJjBl9qUIzURWjrSkpQjOkXEzkczGTL8+FvBsTI8x9uwK8VkHZcbQQiAq8fnUvv3mI3d/wnz0rg+avVfuSRh3+7du8PMudW+fFcqMTy2Psf86EJ/+mWrqEfGpKQ2/tSA+/fLU1hviU1si/upBfPpjqa0nxKe2RPzWg/j0y1NTbyuJT5mNebJtyfip1l6Ysl9mckL5nD3gpzU7U0TnTJfZmLLnZbKcvHXAj7xfPzyezs6U/TAH0+XksvRcJOfFNBuzjucA8VkHZcbQQgDx2Uqil/jsDEqWzstL9g3NxOfE+KiWPKnDE4Hz9sS+6ZkzZt3aak7R81Qm3ZQkMDN3xgwNDpiB/v6SPdBMK4GFxUVzdn7RjI0MaS2RuhwInDo9Z8bHhk3fRbQUzQFXUE3nzs6bNbbioaHBoOqm2NUJnDt/zszMnDXj/E61OqwAr5iZPWOGhwZMP79TBZheWrKcOj5t98NMZmTa9zLjUqTlydnpZG/M2UV7AFBy+I+diWmFpxzwI/9BI3v1mb6lGZjJLMzWAT/jyfLx7PTyMSP7Z64XkWkF53A/v6c1/cDI71Tr7O9U9peqpkth/BwEhgb5uzUHpp6XID5baPKKz2xP0PbDjXgIXR5BnW2t9zQiUAYH+AGjMyG3qhYWzpk1a9bYN7d+aK2PgMzWlreBAcLVl457RfNWag/YX/z4Fd2dpbYeFhft//HaYPvXkK62bFzrSX+nOmd/p+LnsitLje3n7e9U/f32dyq+ddXEM53IydlUYso+mVZUyr+lQlM+nkv+XfbIPLUwa+YWzi6rfcTujTluZ1uus6JybUtWjg+NJP+WLCUXeTkwaj8fSWZsitDkFR4BmSgwyO9UwQTHZDu3qKISn4LC9x6fnXi7ic8tG8fdUqC1OgIsdVcXideCWOruFaeqzljqrioO78Ww1N07UjUdstRdTRTeC2Gpu3ekqjpkqXu1cZxZmE/EZbbv5ZSVlZMiNWWvTLvUPP2a7JEpgnM62T9TVq5lL5mNmc66XGvft/bFbC0nT/6tdfhPenp5OkNzyIpPefnc47NaSvRehgBL3ctQo02oBKITn6ud6t6+VL09tF4zPkWkfvaejy9dKp9fdunO5JR49vgM9bFfvW7E5+qMQr4C8RlyeivXjviMN1u5M8RnvPkiPuPNFvEZb7ZyZ4jPYvmKuJQDfKZk2bjsgXnGykorLZcO+MkO95Gv249fNhtzYDiVlVZepntjiqyUfTKtuEz2xkw/Tg4AaonOYhVeuBrxWZZcGO0Qn2HkRJV+CEQnPgWLyM0DBw8lhHbt3JHsx5m9OsVnNoOzHeebbn69ufO9dyT/1N6XfH7tK69JpKe8EJ9+HkKNvSA+NabirybEpz+W2npCfGpLxG89iE+/PDX1hvjUlIbfWhCffnlq6+1iFp8iJZODfLL9L62olI+TWZjtMjM5pTwVnu2v/r41ySzL5JCfkZasTA78ScWm7IW5ftCKTPu1RGzat6H+gdoeAcRnbagbGQjx2Qh2Bm2IQJTisy6WiM+6SNc/DuKzfuZ1joj4rJN2vWMhPuvlXfdoiM+6idc3HuKzPtZ1j4T4rJt4vePFIj5leXgqLGfMSSspl5aWJ8vJRWame2JmBwDJtbIMvf01NiB7XrZmXdqZmLL/ZSIvW6eXp5IzlZqy7Fz2z9T8QnxqTse9NsSnO0N6CIcA4tMhK8SnAzzlTRGfygNyLA/x6QhQcXPEp+JwPJSG+PQAUWkXiE+lwXgoC/HpAaLiLrSKz7l5exJ5csBPS1bKbMzWXpmTc6nYTE4ut/tiprMzl8/GHLCzMVNxKQIznXGZ7ZWZfC5vMhszWU4u+2eOmYE1cR2KivhU/I3noTTEpweIdBEMAcSnQ1SITwd4ypsiPpUH5Fge4tMRoOLmiE/F4XgoDfHpAaLSLhCfSoPxUBbi0wNExV3UIT7PyWzM1hJymWmZLC2X5eOt/TBlFqbMyhSBOSki0wrNs4sLy6ittbMx14+0RGayN2YqK9M9MWUWZva1dKm59tmYdTwSiM86KDc3BuKzOfaMXD8BxKcDc8SnAzzlTRGfygNyLA/x6QhQcXPEp+JwPJSG+PQAUWkXiE+lwXgoC/HpAaLiLsqIz+Sk8uTwntZBP4nMTOVlNhtTBOfJRHDOmumO2ZiDdp/LCbtMPJGVcrhPa/9LOeQnOeDHzsRc+lgO+bFiM7bZmHU8EojPOig3Nwbiszn2jFw/AcSnA3PEpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i5EfA6PDJiZxblkj0wRl5P2pHKRltnszMm56Qti0/77rD0UqP0le2OuTw7wac2+HJETy1OhmS4zT+WliE75t9HBYcVE4ikN8RlPlt3uBPEZd77c3XICiE+HJwLx6QBPeVPEp/KAHMtDfDoCVNwc8ak4HA+lIT49QFTaBeJTaTAeykJ8eoDYQBeylFwkphz0kwpMKy/tQT/pqeXpvpknk387babnZ5dVKGJyQ7KUXASmPdxHDvOxy8xTmSnysnVSub1GZm7KDE5e+gggPvVl4rMixKdPmvSlnQDi0yEhxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaReIT6XBeCgL8ekBoocuZuxhP0szMJPTyaftUvN0T8x0dqYsM28JTvu57KuZvQbtoT2ydDwRmCIrZXm5fb/Bfj54ftBsGZ8wm8fWpV+zcnO4f9BDxXTRNAHEZ9MJVDs+4rNavvSuiwDi0yEPxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaReIT6XBeCgL8ekBYpcuFs4tJrMvkxmYcmK5FZknui0vT041P21kX83s1Wf6lg72kZmYMjszPbVcZmam77PPN9jPZSl6r1eZPT6rIUKvvgkgPn0T1dUf4lNXHlRTLQHEpwNfxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaReIT6XBeCgL8ZkfYrqEvDXzMvs4+fzC8vJEcNrPZxbmlnW8dnDEbEiWk6cH+yRLypc+H0tmZy4tN7df9/VCfPoiqa8fxKe+THxWhPj0SZO+tBNAfDokhPh0gKe8KeJTeUCO5SE+HQEqbo74VByOh9IQnx4gKu0C8ak0GA9lXcziU+Sk7IWZzcxcWl4ue2NaoSl7ZCbLzVufX1hcbsyQXS6+3i4pT4Rlx/LypX0zk+Xn6WzNpvbJRHx6+CZR2gXiU2kwnspCfHoCSTdBEEB8OsSE+HSAp7wp4lN5QI7lIT4dASpujvhUHI6H0hCfHiAq7QLxqTQYD2XFJD7PLi5cWF6eHfiTCMzWAUAdp5fL9dlrTd+aZQf9pLMys+Xly5ebb7DCc2QgjJPLEZ8evkmUdoH4VBqMp7IQn55A0k0QBBCfDjEhPh3gKW+K+FQekGN5iE9HgIqbIz4Vh+OhNMSnB4hKu0B8Kg3GQ1maxacc4NN+YnkyAzMRmq3l5cn+mOn+mSI3Z+0BQe2v8UErLmVPzGx5+dLMTJmlmR4AlC45H0uWoMf4QnzGmGp6T4jPeLOVO0N8xp0vd7ecAOLT4YlAfDrAU94U8ak8IMfyEJ+OABU3R3wqDsdDaYhPDxCVdoH4VBqMh7LqFp+n5+3ScbsH5mRLYHYuJ2//XCRn+2tkYKglLLPDfVr7Zcpy86HR1uE/6enmstx8wJ52frG/EJ/xPgGIz3izRXzGnS1393ICiE+HpwLx6QBPeVPEp/KAHMtDfDoCVNwc8ak4HA+lIT49QFTaBeJTaTAeynIVn2cW51vLy2U2pkjNdH/M5E3kpv38ZGtWpohMOe08e4mYXNoP0x70k5xangnMbHZmMlsznaEp4pNXMQKIz2K8Qroa8RlSWsVrZcZncWa0CJcA4tMhO8SnAzzlTRGfygNyLA/x6QhQcXPEp+JwPJSG+PQAUWkXiE+lwXgoq1N8Jp+LsDxrBeZcuow8m52ZLjFvCc7WgT+zC2eXVSFLxieGR+2hPxeEZXKSeSI2l59oPj446uEO6GIlAojPeJ8PxGe82cqdIT7jzpe7W04A8enwRCA+HeApb4r4VB6QY3mIT0eAipsjPhWH46E0xKcHiEq7QHwqDSZnWaeSmZcXlpenp5TPWMFpD/6xIvPYzCkzc+5Mco1c2/4aGRw2G7JDfpYO+0n3xEzlZio1E7lpZ2XKIUG89BBAfOrJwncliE/fRHX1h/jUlQfVVEsA8enAF/HpAE95U8Sn8oAcy0N8OgJU3BzxqTgcD6UhPj1AVNoF4lNXMDLLMl1OfkFgJmIzW17e+nf5uszelFmc2Wuwf8BKytbBPlZarrMfj5phs31iQyIxJ6y8bJ+tOdQ/qOvmqaYQAcRnIVxBXYz4DCquwsUiPgsjo0HABBCfDuEhPh3gKW+K+FQekGN5iE9HgIqbIz4Vh+OhNMSnB4hKu0B8VhuM7Hsp0jKdgbn68nLZV7P9lQhLkZl25uWG1n6YF5aXpwf9rB8aNxvs19cOjixr67rHZ7Vk6N2VAOLTlaDe9ohPvdn4qAzx6YMifYRCAPHpkBTi0wGe8qaIT+UBOZaH+HQEqLg54lNxOB5KQ3x6gKi0C8Rn8WBEYqazMkVkZh9budk66Oek/Td5k8/lpPP219jASCIpL8zMtIf7jKTLy0VyJjMy25aX95m+4gW2WiA+S6MLoiHiM4iYShWJ+CyFLZhGiM9goqJQDwQQnw4QEZ8O8JQ3RXwqD8ixPMSnI0DFzRGfisPxUBri0wNEpV0gPo1ZPH8uEZgn5k4lwjI9rVzkZfo+WXbemq0py8vPnT+/lOaQXV6e7IXZEpcTyd6YsqRcZmPKTM301HI5vVw+l+vreiE+6yLdzDiIz2a41zEq4rMOys2Ngfhsjj0j108A8enAHPHpAE95U8Sn8oAcy0N8OgJU3BzxqTgcD6UhPj1AVNpFzOJTDvM5IRLTvh23UjP5+Ix9b2dinhTJaT9Pl6EvP/RH9sZMl5avNRuT5eUtsZmcXt5aXm7fy9dH7QFBWl+IT63J+KkL8emHo8ZeEJ8aU/FXE+LTH0t60k8A8emQEeLTAZ7ypohP5QE5lof4dASouDniU3E4HkpDfHqAqLSL0MSnzLVMZ2ZOJyLz+NyUFZh2tuasiE2RmunMTfna/LmFJepjdv9LWWK+cWSd2Wj3xNyYzMRM5eUG+bi1h6Z8PBDJ6eWIT6XfdJ7KQnx6AqmwG8SnwlA8loT49AiTrtQTQHw6RIT4dICnvCniU3lAjuUhPh0BKm6O+FQcjofSEJ8eICrtQov4PLu4cGFGZiI0W7Mz7ftEaiaiMxWa7a90X8xUZG4anUjeL30uktO+idwcGRhSmkB1ZSE+q2OroWfEp4YUqqkB8VkNVy29Ij61JEEddRBAfDpQRnw6wFPeFPGpPCDH8hCfjgAVN0d8Kg7HQ2mITw8QlXZRtficWZiz4tJKSysuLyw3b8nMRGTKDM1pMz1/Ybl5v51xmQrMdWaTfZ/M0pTPWx9n/yaCs3/NGqVkmy8L8dl8BlVWgPiskm6zfSM+m+Vf9eiIz6oJ078mAohPhzQQnw7wlDdFfCoPyLE8xKcjQMXNEZ+Kw/FQGuLTA0SlXZQVn0uHAVlxmQrN9uXnFz6eWzi7dOcy6zKbkbmpJTOzGZkbRybsjM105qaccM7LnQDi052h5h4Qn5rTcasN8enGT3trxKf2hKjPJwHEpwNNxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaRft4lNON5fZlyfsvplLe2Xa2ZpyCNAJeyiQLD+Xr8lJ5yLVstf44Gg6K1PEZWvZuYhMkZgb7TLzTa2PNR8EpDQep7IQn0741DdGfKqPqHSBiM/S6IJoiPgMIiaK9EQA8ekAEvHpAE95U8Sn8oAcy0N8OgJU3BzxqTgcD6UhPj1AbLALmXWZnmh+Ybl5OkPztDl6ejL5d3nrPN08EZdWaMrszHSZefrWvgRdlpsP9Q80eHcM3YsA4jPuZwPxGW++iM94s5U7Q3zGnS93t5wA4tPhiUB8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpiE8PECvoYnp+Nl1i3rbcPDvZPFt+LsJzdv7M0uiDawZaAjPdP3PtwFgyS3PbuvXJoUDpEvT0QKC+vr4KqqbLugggPusi3cw4iM9muNcxKuKzDsrNjYH4bI49I9dPAPHpwBzx6QBPeVPEp/KAHMtDfDoCVNwc8ak4HA+lIT49QCzQRbrcvO0kczkcqLWHZrrcPD3dfP7cwlKvsoy8fYamLDG/sNzcztRM9s9cZ2RZevur7B6fBW6HSxsigPhsCHxNwyI+awLdwDCIzwag1zgk4rNG2AzVOAHEp0MEiE8HeMqbIj6VB+RYHuLTEaDi5ohPxeF4KA3x6Q5RJOUFoSknmdt9NBOJme6h2T5Ds320iSE7IzNZbi7yciKZiZmecm7flj4eN3JwUJkX4rMMtTDaID7DyKlslYjPsuT0t0N86s/IpULEpws92oZGAPHpkBji0wGe8qaIT+UBOZaH+HQEqLg54lNxOB5KQ3z2hijLyGUG5rHWnplLhwO1ZKYsQ5evy7L07NW/Zk1LYNqTzFv7aMoyc5mVmeynmRwQJHJz3PT3rfGQYO8uEJ+V4m20c8Rno/grHxzxWTnixgZAfDaGvpaBEZ+1YGYQJQQQnw5BID4d4ClvivhUHpBjeYhPR4CKmyM+FYfjobSLUXxOnRVhaWdiJsvM05PMsyXmMjtTDgOSr8vBQdlLZl2mh/9ke2WmH2cSM12KPmHWD495SMVPF4hPPxw19oL41JiKv5oQn/5YausJ8aktEb/1ID798qQ33QQQnw75ID4d4ClvivhUHpBjeYhPR4CKmyM+FYfjobSYxKeIStkn8/jcpJWadqamfTtuxabIzPaPRRplr/HBMbNhdO3y2ZmtGZmbhtOZmTJbc2xgxAPtertAfNbLu87REJ910q5/LMRn/czrGhHxWRfpZsZBfDbDnVGbIYD4dOCO+HSAp7wp4lN5QI7lIT4dASpujvhUHI6H0kIRn7NWah6bmUyWnR+dOWmOzk4lHx+xH4vkPG5naU6fnVkiMmIPBNrc2j9z0+j65OPNdh/NdLn5hcOBhvoHPFDU2QXiU2cuPqpCfPqgqLcPxKfebFwrQ3y6EtTdHvGpOx+q80sA8enAE/HpAE95U8Sn8oAcy0N8OgJU3BzxqTgcD6VpEJ9yONDRGSsyRWbOTpoj9v3RRHLa962P2/fRXGcPBdoqMnN0ndmSvLdC0368aXgi+bdNY+uCnKHpIc5lXSA+fRPV0x/iU08WVVSC+KyCqo4+EZ86cqiqCsRnVWTpVyMBxKdDKohPB3jKmyI+lQfkWB7i0xGg4uaIT8XheCitavF53pxPpOaRWTtL076XZeftMzblY9ljM3vJkvItVmRuGZNZmvLevlm5mfybfS+Cs+wp5x5wBdUF4jOouAoVi/gshCu4ixGfwUWWu2DEZ25UQV6I+AwyNoouSQDxWRKcNEN8OsBT3hTxqTwgx/IQn44AFTdHfCoOx0NpruJT9tQ82pKaR+1szeMyQzN5m0yXo9u37CXCUsSlCMytbWIzEZwiN63kDHEvTQ8xVNIF4rMSrCo6RXyqiKGyIhCflaFtvGPEZ+MRVFoA4rNSvHSujADi0yEQxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lLaS+Jy0MzGT5eZ2pmYiMu3y86P282OyLD3590mzeD49KGhgTX9LZtq9NJfN1tzQWpI+YSaG1nqomC7yEkB85iUV3nWIz/AyK1Ix4rMIrbCuRXyGlVfRahGfRYlxfcgEEJ8O6SE+HeApb4r4VB6QY3mIT0eAipsjPhWH41Da6fnZZEbmvsMvmTP99uCg5LCg1t6aVnLKKehnFueTEfrs24Wl5+memptl1mayJN1+PLI+Of2cly4CiE9defisBvHpk6a+vhCf+jLxVRHi0xdJnf0gPnXmQlXVEEB8OnBFfDrAU94U8ak8IMfyEJ+OABU3R3wqDqdHackJ6O0HBC3N1LQHB7VmcM4tnFlqLdJyy2g6M1NkpkhNkZsiO5PDg+xJ6H19oj95hUQA8RlSWsVqRXwW4xXa1YjP0BLLXy/iMz+rEK9EfIaYGjWXJYD4LEvOtkN8OsBT3hTxqTwgx/IQn44AFTdHfOoK5+ziQjIzU5aby96aMjMzPQXdfpwcHDRpVjoBPZWZcgp6uq9m/5kBs3njuFmD2NQVtIdqEJ8eICrtAvGpNBhPZSE+PYFU2A3iU2EoHktCfHqESVfqCSA+HSJCfDrAU94U8ak8IMfyEJ+OABU3R3zWF845u19mdiDQEVlunuylKXtryvv0NPSXnYDeOvW8/QT09OAgu9emFZvDA4Mr3oDr4Ub10WGkogQQn0WJhXM94jOcrMpUivgsQy2MNojPMHIqWyXisyw52oVIAPHpkBri0wGe8qaIT+UBOZaH+HQEqLg54tNfOCftCeiHrbxMTz2fsiegpyefr3YCenLiees09KXl5/ZzHyegIz795autJ8SntkT81YP49MdSY0+IT42p+KkJ8emHo9ZeEJ9ak6GuKgggPh2oIj4d4ClvivhUHpBjeYhPR4CKmyM+84dzxC4zP2LFpryJ0DycfH7CHG6diJ4dFrTsBHSRmq0ZmpnUlAOD1g2O5R/Y4UrEpwM85U0Rn8oDcigP8ekAL4CmiM8AQipZIuKzJLhAmiE+AwmKMr0QQHw6YER8OsBT3hTxqTwgx/IQn44AFTdHfF4I59TZGfPS6RPmkH1bej9zvCU5TxqREfIaGRw22+TUcys0t41tsAcG2Tf78Vb7sXyu6QR0xKfibz7H0hCfjgAVN0d8Kg7HQ2mITw8QlXaB+FQajKeyEJ+eQNJNEAQQnw4xIT4d4ClvivhUHpBjeYhPR4CKm19s4lOk5mGRm1Zoph+fTN7L2+n52SSpof4Bs23tRrNjzL7Z91vt+1RyprJzYmit4kSXl4b4DCaqwoUiPgsjC6YB4jOYqEoVivgshS2IRojPIGIqXSTiszQ6GgZIAPHpEBri0wGe8qaIT+UBOZaH+HQEqLh5bOJzZmGubdZmKjVfspIzm8F5/vz5JI0Nw2vN9rWb7NtGc8n4RrPdyk35eIf9t0324KBYXojPWJJ8+X0gPuPNFvEZb7ZyZ4jPePNFfMabrdwZ4jPufLm75QQQnw5PBOLTAZ7ypohP5QE5lof4dASouHmI4lMOEJK3RGbaPTblfSo2j5upMzMJbdlnM521uSGZtbnNCk15n3xsJefowJDiVPyVhvj0x1JbT4hPbYn4qwfx6Y+lxp4QnxpT8VMT4tMPR629ID61JkNdVRBAfDpQRXw6wFPeFPGpPCDH8hCfjgAVN9coPmcXzlqxaUXmtMzWFMHZmrHZkpwL5xYTorLkfPvaTGymUnPHWDqLU5ak8zIG8RnvU4D4jDdbxGe82cqdIT7jzRfxGW+2cmeIz7jz5e6WE0B8OjwRiE8HeMqbIj6VB+RYHuLTEaDi5k2Jz2Ozp14mNLNZmyfPnE6I9dk3kZjJEvSW0EyXo6f/tnZwRDFZHaUhPnXkUEUViM8qqOroE/GpI4eqqkB8VkW2+X4Rn81nUGUFiM8q6dK3NgKIT4dEEJ8O8JQ3RXwqD8ixPMSnI0DFzasSn2cXF1qHCKUHBx22szbTQ4RkmfoJc2ZxPqGydnD0whL0TGqOitjcYLbbvTf7Ev3JqywBxGdZcvrbIT71Z1S2QsRnWXJhtEN8hpFTmSoRn2WohdMG8RlOVlTqTuCiFJ8f+PDd5sDBQwm9XTt3mE9+7K5VSd73pS+br339m+az93x86VrE56rYgr0A8RlsdLkKR3zmwhTkRS7iU2ZmLi1DTw4Rau27aSXnsdmpJR7b7D6by2ZtjreWp9t/D+mE9BADRnyGmFq+mhGf+TiFeBXiM8TU8teM+MzPKrQrEZ+hJVasXsRnMV5cHTaBi0583v17nzKTU1NLslMk6PqJCXPXb7+/a5IPPPiQ+cznPp98bd34OOIz7Oc9d/WIz9yogrwQ8RlkbLmKXkl8Lp4/lx4cJPttZgcITaczN2XWpuzFKa+RwWG7FL11cFBrz005HT07Kb2/b02uWrjIPwHEp3+mWnpEfGpJwn8diE//TDX1iPjUlIbfWhCffnlq6w3xqS0R6qmSwEUnPt9z54fMu9/5DnPbrbckXEVsfuGL9y8Tmt2AM+OzysdQX9+IT32Z+KwI8emTMYUR7gAAIABJREFUpq6+js9Mm+dOHDanzs+0Sc70MKEjM5NLxW4enVjaW1OEZrbP5nYrODcMr9V1U1SzRADxGe/DgPiMN1vEZ7zZyp0hPuPNF/EZb7ZyZ4jPuPPl7pYTuKjE51P79puP3P0J89G7Pmj2XrknIdHt3xCffJsgPuN+BhCfYecr+2m+aJefHzh11LxoZ2zKxy9OH0s+nzo7k9zc8MCg2TaaLkFPDxTa1DolfaPZZj8f6h8IG8JFWj3iM97gEZ/xZov4jDdbxGfc2SI+484X8Rl3vtwd4tO7+Fy3lpN4Y/vGOn/+vJE/wsbHhmO7Ne7HEpidO2sGBwfMQD9LljU/EIdnTyYy8+BpKziTpenHkvdHZ9OZmwNr+pPT0S9JpGb6fuvoerN5cKPZuWGj5lujtpIEpmfOmLWjQ6avj0OiSiJU20z+wJZYh+zPZl5xEThntxmZnZ03a/mdKq5gW3czY3+nGrbft/38ThVdvvMLi2Zh8ZwZHR6M7t64IWP4nSqsp2B4iN+PXBLzNuPzXXe8L3cd99376dzX+rywqhmfPIQ+U9LRl/WeZn5hgT/AdMThvQr5Ra5/zRqzZg3yxDvcEh0eskLzgH07aGdtHpyR9yI7jy2dlJ7srdl6E9HZ/nnncDJbW2YXDQ70l6iEJtoJnLVybND+4sd3rvakitcnf1xLrsiT4uy0t0h/p1q0v1Pxc1l7VmXqm5+3v1MN2N+p+A9SZfCpbiO/U52zv1MN8DuV6pzKFif/wRGPUZZe/e2YbOfG3Jv4bC9DDgy66bU3mnf98tuXVdfr391uoVhr9vgsxutivZql7nEnz1L3+vOVGT8v2Nmbz586Yg5MHTUvTB+xH9v39vOFc4tJQbvWbTGXjW8xuya2Ju8vlffrthValu5yqnv9VBixKAGWuhclFs71LHUPJ6uilbLUvSixsK5nj8+w8ipSLUvdi9AK71qWuoeXGRWXJ1CJ+JTZn7/5G7+6dIBQVl63A4LKl16u5WqnuoucldcnP3bXsgE43Kgc71BbIT5DTS5f3YjPfJzKXHV2cSGRmiI3n7fvX2hJTnl/3v5PlqfvslLzMis1L23JzUut8Lx03Vbj47R0xGeZ1MJpg/gMJ6uilSI+ixIL53rEZzhZlakU8VmGWhhtEJ9h5FS2SsRnWXK0C5FAreJTTlD/zOc+b5pa6p4FJHLzwMFDyae7du5YJjk7xWdWc3u4b7r59ebO995hjp6YTv55y8bxELOn5hUIID7jfjwQn+75zi2cWZqxKTM3D9iZmzKjU5ary2u4fzCRmZnUlPeX2c9lVmeVL8RnlXSb7xvx2XwGVVWA+KyKbPP9Ij6bz6DKChCfVdJttm/EZ7P8qx4d8Vk1YfrXRKAS8dlrSbtIxC988X7z2Xs+rolB6VoQn6XRqW+I+FQfkVOBiM/8+KbnZ81zk4fNAbvvpixLf741g/PITHrA0NjAiJ29aZenW6mZLU+XGZ2XjG/KP4jHKxGfHmEq7ArxqTAUTyUhPj2BVNgN4lNhKB5LQnx6hKmsK8SnskA8l4P49AyU7lQTqER8ZrMkO5e7yxL4bLakaio5i0N85gQV4GWIzwBDK1Ay4vPlsE7OTbf24DycvBfJKe+Pz51KLp4YHkv221yawdlapr5ldKIA+eovRXxWz7jJERCfTdKvdmzEZ7V8m+wd8dkk/erHRnxWz7ipERCfTZGvZ1zEZz2cGUUHgUrEp9xadoJ6+22+4/a3vezAIx0YylWB+CzHLYRWiM8QUipf48UsPo/OTtl9N+3MTTuD84B9/4J9//zUYTN1diYBumlknT1UyO65OW6Xqdv3l42nsnPDSBhbeiA+y39fhNAS8RlCSuVqRHyW4xZCK8RnCCmVrxHxWZ6d9paIT+0JudWH+HTjR+uwCFQmPsPCUK5axGc5biG0QnyGkFL5Gi8G8Xno9Il0eXpLcsp7mcV5en4uAbd1bH0iN2WZuuzFmZyobt+vGxorD1ZBS8SnghAqLAHxWSHchrtGfDYcQIXDIz4rhKuga8SnghAqKgHxWRFYJd0iPpUEQRm1EEB8OmBGfDrAU94U8ak8IMfyYhKfB08dS09PX1qenn48t3A2obRzfHMyYzPZg7N1erq8HxkYdqSoszniU2cuvqpCfPoiqa8fxKe+THxVhPj0RVJnP4hPnbn4qArx6YOi3j4Qn3qzoTL/BCoRn92WubeX3vSp7r4wIj59kdTXD+JTXyY+KwpRfB4+fdI8e+qwPWjoJfPM5KGlE9UXz58zffZ/u5Jl6dnydDuDs7Vcfah/wCc69X0hPtVH5FQg4tMJn+rGiE/V8TgVh/h0wqe+MeJTfUSlC0R8lkYXREPEZxAxUaQnApWIz/fc+SHzmhuuNde/6pplp7j3Ou3d073U3g3is3bktQ2I+KwNdSMDaRafZxbnzbNTL5lnreDM3j9jT1WX09XldenEVrNnYnuyTD2RnXYmp8zoXNO3phGW2gZFfGpLxG89iE+/PDX1hvjUlIbfWhCffnlq6w3xqS0Rf/UgPv2x1NgT4lNjKtRUFYFKxKec3i4nul966SXmf/v9/2A+e8/Hk/rltPcvfPH+pc+ruqm6+kV81kW6/nEQn/Uzr3NELeLzhD1Jfd/Jg+bpky+a5+wBQ/unDhlZui4vOUV9txWcV6zfbnav224uX78t+XhwzcU1g7Poc4H4LEosrOsRn2HlVaRaxGcRWmFdi/gMK6+i1SI+ixIL53rEZzhZlakU8VmGGm1CJVCp+Lzt1luMSNBsabuIz8987vNLn4cKLasb8Rl6gr3rR3zGm63cWRPi8+SZ01ZwHjT7Trxo9k3aN/vx4ZnJBPTlE9vMbis1r7CCc/cG+2aF55bRibhDqOjuEJ8VgVXSLeJTSRAVlIH4rACqki4Rn0qCqKgMxGdFYBV0i/hUEEKFJSA+K4RL1+oIVCI+ZUn7nt2Xmzvfe4dp//ieP7zX/OCRx5jxqe4xoKBOAojPuJ+JqsXnpJWcIjefPm5ncyaS80UrOU8mUGWp+t4NO82V6y8xV27YYa6yH48MDMUNvMa7Q3zWCLuBoRCfDUCvaUjEZ02gGxgG8dkA9BqHRHzWCLvmoRCfNQOveTjEZ83AGa5RApWIz847klmf2eujd33Q7L1yT6M37WtwZnz6IqmvH8Snvkx8VuRTfE6dtZLzxKFEcD594kAiPF+yBxElktPuvXmlFZsiN0Vy7rWyc2QwztPUfebj0hfi04We/raIT/0Zla0Q8VmWnP52iE/9GblUiPh0oae7LeJTdz6u1SE+XQnSPiQCtYjPkIAUqRXxWYRWWNciPsPKq2i1ZcVnJjnTpepWdNrl6odOn0iG35VITjuL08rNvRut7LTvR5GcRaNxvh7x6YxQdQeIT9XxOBWH+HTCp7ox4lN1PM7FIT6dEartAPGpNhovhSE+vWCkk0AIID4dgkJ8OsBT3hTxqTwgx/LyiM9TZ2eSmZz7JtPDh0R2vjh9PBl5p5WcV1nJKXJTROdVmy4xYwMjjlXR3AcBxKcPinr7QHzqzca1MsSnK0G97RGferPxURni0wdFnX0gPnXm4qsqxKcvkvQTAoHKxGd2kFE7BDnpXQ48iuWF+IwlyZffB+Iz3mzlzjrF5+n5WbtMXWZwZgcPvWgOTqenq+8c39Raqp7uy3nVxh1m7eBo3IACvjvEZ8Dh5Sgd8ZkDUqCXID4DDS5H2YjPHJACvgTxGXB4q5SO+Iw3W7kzxGfc+XJ3ywlUIj7v+9KXzf1/9bemfT/Pp/btNx+5+xPmHbe/zbzrl98eRQ6Izyhi7HoTiM94sz09P2ceefEZ88LpI+a56ZeSJesHWpLzEis5s6XqyeFDGy8x40jOoB4GxGdQcRUuFvFZGFkwDRCfwURVuFDEZ2FkQTVAfAYVV6FiEZ+FcAV3MeIzuMgo2IFAJeLzPXd+yPz8z73pZYJThOjXvv5NTnV3CIym9RBAfNbDuepRZhbmWsvVXzRPnZAT1g+ag6fSmZzb126yp6vLyeoXlquvGxyruiT6r5gA4rNiwA13j/hsOIAKh0d8Vgi34a4Rnw0HUPHwiM+KATfYPeKzQfg1DI34rAEyQ6ghUIn4lFPcuy1rz5a/33fvp9UAcCmEGZ8u9HS3RXzqzqdbdbN2JqcsVX960u7L2Tp46MCpo6nkHNtgl6inS9XllPVtgxvM1nUbzNBgf3g3SsUrEkB8xv2AID7jzRfxGW+2iM94s5U7Q3zGmy/iM95s5c4Qn3Hny90tJ1CJ+GTGJ49Z6AQQn/oTfG7qsHni+PPmJ3Ymp7yXz+W1zUpOmcW51wpOWaousnP98NplN5TncCP9BKiwGwHEZ9zPBeIz3nwRn/Fmi/iMN1vEZ9zZIj7jzhfxGXe+3F0N4pM9PnnMQieA+NSV4NzCGSs3DySC88njL9j3L5hpeyCRHDL0ik27zCs2Xmb2bt6VSM4NHZKz250gPnXl67MaxKdPmvr6Qnzqy8RXRYhPXyT19YP41JeJz4qY8emTpq6+EJ+68vBdDeLTN1H600ygkhmfcsOc6q45dmpbjQDiczVC1X5dDht68piVnCcOJKJz3+SLyYCXrdtmrhHRuelS+/5Ss3tie6lCEJ+lsAXRCPEZREyli0R8lkanviHiU31EpQtEfJZGF0RDxGcQMZUqEvFZClswjRCfwURFoR4IVCY+PdSmvgv2+FQfUekCEZ+l0ZVqKHtxPnbsWfv2nHn06DPmyMykGR0YMldbuSmS8xWbLjPXbNxl1g35OXwI8VkqpiAaIT6DiKl0kYjP0ujUN0R8qo+odIGIz9LogmiI+AwiplJFIj5LYQumEeIzmKgo1AMBxKcDRMSnAzzlTRGf1Qb0/NQR89hxKzqPPmffnjFHZ6eSZevXbdltrtu827xqy2Xm6o2XVlYE4rMytI13jPhsPIJKC0B8Voq30c4Rn43ir3RwxGeleBvvHPHZeASVFYD4rAytio4RnypioIiaCHgTn3KSe94Xp7rnJcV1TRFAfPol//ypI8lMzkR02pmdx6zolNmbIjpfZUXntVsuTw4jquuF+KyLdP3jID7rZ17niIjPOmnXOxbis17edY6G+KyTdv1jIT7rZ17XiIjPukg3Mw7isxnujNoMAW/is5nymx2VGZ/N8q9ydMSnG91np16yovM587gsXz/6rDk+d8pMWNF5rczo3HKFuXbz5cnJ6029EJ9Nka9+XMRn9YybHAHx2ST9asdGfFbLt8neEZ9N0q9+bMRn9YybGgHx2RT5esZFfNbDmVF0EEB8OuSA+HSAp7wp4rNYQM9MHkr255Rl6yI8T56ZTk5XF9EpMzplZuee9TuKdVrh1YjPCuE23DXis+EAKh4e8Vkx4Aa7R3w2CL/ioRGfFQNuuHvEZ8MBVDg84rNCuAq6RnwqCIESaiNQqfh8at9+85G7P2E+etcHzd4r99R2U3UNhPisi3T94yA+V2Yup6zLsnWZ0SlL2CfPzJiNI+N2JqcsW7dvdkbnFYpEZ+fdID7r/56qa0TEZ12kmxkH8dkM9zpGRXzWQbmZMRCfzXCva1TEZ12k6x8H8Vk/8zpHRHzWSZuxmiaA+HRIAPHpAE95U8Tn8oCePnnwgui0snPKis5NI+vSPTrt/pwiPHdPbFee6oXyEJ/BRFW4UMRnYWRBNUB8BhVXoWIRn4VwBXUx4jOouAoXi/gsjCyYBojPYKIqVSjisxQ2GgVKAPHpEBzi0wGe8qYXu/h8yorOR+3enI/bN1nCfursjNk8OpEIzuu2pjM6L1u3TXmKvctDfAYb3aqFIz5XRRT0BYjPoONbsXjEZ7zZIj7jzVbuDPEZb76Iz3izlTtDfMadL3e3nADi0+GJQHw6wFPe9GITn0+dsDM6Zdn6EbtHpxWdp+dnzdax9emJ61ZyyoFEl67bojy1/OUhPvOzCu1KxGdoiRWrF/FZjFdIVyM+Q0qrWK2Iz2K8Qrsa8RlaYvnrRXzmZxXilYjPEFOj5rIEEJ9lydl2iE8HeMqbxi4+j82eMo8c2We+b99+ePhpc2Ju2mxbuyE9iKglOneOb1aeUvnyEJ/l2WlvifjUnpBbfYhPN36aWyM+NafjVhvi042f9taIT+0Jla8P8VmeXQgtEZ8hpESNvghUKj59Fam1H8Sn1mTc64pNfJ47f96Kzv3mB0eeNj94aZ+Rw4mG+wfNDVv3mFdvu8rcuO1Ku3R9qzu4QHpAfAYSVIkyEZ8loAXUBPEZUFgFS0V8FgQW0OWIz4DCKlEq4rMEtECaID4DCapkmYjPkuBoFiQBxKdDbIhPB3jKm8YgPp87ddj84PA+KzqfNo8c3W/OLi6YqzbstKLzSnPj1isT6dnX16c8iWrKQ3xWw1VDr4hPDSlUVwPiszq2TfeM+Gw6gerGR3xWx1ZDz4hPDSlUUwPisxquWnpFfGpJgjrqIOBVfL7rjveZ3/yNXzW33XqLeWrffvORuz9hPnrXB83eK/ck9/LAgw+Zz3zu8+a+ez9dx71VPgbis3LEjQ0QqviUWZ3fOfSEfXvSHJw+npy8viQ6rfCUz3kZg/iM9ylAfMabrdwZ4jPefBGf8WaL+Iw3W7kzxGe8+SI+481W7gzxGXe+3N1yAohPhycC8ekAT3nTUMTnvJ3F+Z2XnjTffekn5p9ffMJMnZkxV2+81Lxu+9XmtZdcnczw5PVyAojPeJ8KxGe82SI+484W8RlvvojPeLNFfMadLeIz7nwRn3Hny90hPr09A4hPbyjVdaRZfJ48czqd1fnik8nMzsXz58yN268yr9vxCvt2jdk+tkEdT20FIT61JeKvHsSnP5Yae2LGp8ZU/NSE+PTDUWMviE+NqfiriRmf/lhq6wnxqS0Rv/UgPv3ypDfdBJjx6ZAP4tMBnvKm2sTngVNHE8kpwvNHR581IwNDieR8rZ3ZedMl15i1g6PKieoqD/GpKw+f1SA+fdLU1xfiU18mvipCfPoiqa8fxKe+THxWhPj0SVNXX4hPXXn4rgbx6Zso/WkmgPh0SAfx6QBPeVMN4vOJ48/bZew/SWZ2PjN5KNmf8yaZ1WlFp0hPXuUJID7Ls9PeEvGpPSG3+hCfbvw0t0Z8ak7HrTbEpxs/7a0Rn9oTKl8f4rM8uxBaIj5DSIkafRFAfDqQRHw6wFPetCnx+b2XnrKi8wm7Z+eT5vDMpLl8Yls6s3PH1ebazbuVUwunPMRnOFkVrRTxWZRYWNcjPsPKq0i1iM8itMK6FvEZVl5Fq0V8FiUWzvWIz3CyKlMp4rMMNdqESsC7+MwDglPd81DimiYJ1CU+Z+fPJEvY/9mKTnkvn1+7ZXdyOJHM7Lxs3bYmMUQ7NuIz2mgN4jPebOXOEJ/x5ov4jDdbxGe82cqdIT7jzRfxGW+2cmeIz7jz5e6WE/AqPi82uMz4jDfxKsXn4ZmTyYxOWcIuMzz7LEaZ1Smi87XbX2E2j66LF6ySO0N8KgmigjIQnxVAVdQl4lNRGJ5LQXx6BqqoO8SnojAqKAXxWQFUJV0iPpUEUVEZiM+KwNKtSgKIT4dYEJ8O8JQ39S0+ZY/O5BR2u2en7N05bg8jet0ldr/O1szO4f5B5UTiKg/xGVee7XeD+Iw3W7kzxGe8+SI+480W8RlvtnJniM9480V8xput3BniM+58ubvlBBCfDk8E4tMBnvKmPsTnI0f225md9nAiu4RdTmW/ZHxTcgr76+wBRa/ZdqVyAnGXh/iMN1/EZ7zZIj7jzhbxGW++iM94s0V8xp0t4jPufBGfcefL3SE+vT0DiE9vKNV1VEZ8Lp4/l0jO7O3k3LS5asPOdBm7PZxo78Zd6u7zYi0I8Rlv8ojPeLNFfMadLeIz3nwRn/Fmi/iMO1vEZ9z5Ij7jzpe7Q3x6ewYQn95QquuoiPj89sHHzUMHHzP/ZN+fXVwwN2zdY26yszplz85L1m5Sd28UZAziM96nAPEZb7aIz7izRXzGmy/iM95sEZ9xZ4v4jDtfxGfc+XJ3iE9vzwDi0xtKdR2tJj5/aJexP/TCo+YfDzxqpudnkyXst+y6ztxkZee6oTF190NBywkgPuN9IhCf8WaL+Iw7W8RnvPkiPuPNFvEZd7aIz7jzRXzGnS93h/j09gwgPr2hVNdRN/H5kxMHEtH5kH07MjNprt2yO5Gdt+y81mwcGVd3DxTUmwDiM96nA/EZb7aIz7izRXzGmy/iM95sEZ9xZ4v4jDtfxGfc+XJ3iE9vzwDi0xtKdR1l4nOmb8bKzsfMt+xS9menXjJ71u9IROfNl15ndo1vVlc3BeUjgPjMxynEqxCfIaaWv2ZOdc/PKrQrEZ+hJZa/XsRnflYhXsmp7iGmlq9mxGc+TqFehfgMNTnqLkOAU93LUGu1QXw6wFPcdGb+jHnguR+Yrz/7ffPU5EGzY+1Gc7Od2fnGXdcmhxXxCp8A4jP8DHvdAeIz3mzlzhCf8eaL+Iw3W8RnvNnKnSE+480X8RlvtnJniM+48+XulhNAfDo8EYhPB3gKm/7I7tv5wAs/NN947odmoK/fvGHHtebn99xort96hcJqKcmFAOLThZ7utohP3fm4Vof4dCWotz3iU282rpUhPl0J6m6P+NSdj0t1iE8XevrbIj71Z0SF/gggPh1YIj4d4ClpOnnmdCI6v/78D8wzk4fM9Xbfzp+9/DXm1l2vNtOnz5hN69cqqZQyfBJAfPqkqasvxKeuPHxXg/j0TVRPf4hPPVn4rgTx6Zuorv4Qn7ry8FkN4tMnTX19IT71ZUJF1RFAfDqwRXw6wGu46fdeeso8YGXnPzz/iJmwp7D/nJWdIjxlD095rXaqe8PlM7wjAcSnI0DFzRGfisPxUBri0wNEpV0gPpUG46EsxKcHiIq7QHwqDsexNMSnI0DlzRGfygOiPK8EohSfH/jw3ebAwUMJqF07d5hPfuyuFaGtdP09f3iv+ea3Hn5Z+/vu/bRBfHp9FivvTE5il707H3j+++bg9HHzU9v2JsLzzZfd8LKxEZ+Vx9HoAIjPRvFXOjjis1K8jXeO+Gw8gsoKQHxWhrbxjhGfjUdQaQGIz0rxNto54rNR/JUPjvisHDEDKCIQnfi8+/c+ZSanppZkp0jN9RMT5q7ffn9X7KtdL+Jz/7PPdZWniE9FT/IKpXz74OPm68993zz84hNm6+h6O7Pz1VZ43mh2rnAqO+IzjGzLVon4LEtOfzvEp/6MXCpEfLrQ090W8ak7H5fqEJ8u9PS3RXzqz6hshYjPsuTCaIf4DCMnqvRDIDrx+Z47P2Te/c53mNtuvSUh9MCDD5kvfPF+89l7Pt6V2GrXIz79PGh19/LC1BF7UJGd3Wn37zw2O2Vu3vmqZCn7z1zyylylID5zYQr2IsRnsNGtWjjic1VEQV+A+Aw6vhWLR3zGmy3iM95s5c4Qn/Hmi/iMN1u5M8Rn3Plyd8sJRCU+n9q333zk7k+Yj971QbP3yj3JnXb7twxBnus7l7qvGx9fkqjM+NT37SQHFYnw/P5LT5td67aYn7ss3btzy+hEoWIRn4VwBXcx4jO4yHIXjPjMjSrICxGfQcaWq2jEZy5MQV6E+AwyttxFIz5zowruQsRncJEVKhjxWQgXFwdOAPFZQJRK1rJ0Xl6yb2gmPteODQf+GIRdvpzG/g8HHzHfPPCIOXV21rxx5/XmzbtuMK/eemXpGzt//ryZnZs3Y6NDpfugoV4Cc2fmzeBAv+nvX6O3SCorRWBx8ZyZX1g0I8ODpdrTSDeBmdmzZnRk0PT19ekulOoKE5D/aCGpDg4OFG5LA90E5HeqOfs71Si/U+kOqmR1ku3QYL9Zw+9UJQnqbbawcM4sLi6aYX6n0huSQ2XyO9WY/Z3K/lLl0AtN6yIwyvehE2rEZ0HxKUvnP/O5z5v2w414CJ2ewVKN5ZfoBw7aU9mt7HzyxAvminXbrfC8wbxp53VmnT2l3fVluzdn5ufNyBDyxJWlxvbyB3Z/vxWfa/g/eo35uNQkM4sWF88nf4Txio+A/EcL+QOM79z4sp23f2DL314DyJPowj1nf6k6O2//g9QQUju6cO0NnbG/Uw3If0xGnkQXb/I71Tn7O5XNl1d8BGbt71QyUYDfqcLIlsl2bjlFJT4FxWp7dnbiKnp9N/G5ZeO4Wwq0zk1ATmb/6jPfMV/d/z0zszDXWsr+anPdlity95HnQpa656EU7jUsdQ83u9UqZ6n7aoTC/jpL3cPOb6XqWeoeb7YsdY83W7kzlrrHmy9L3ePNVu6Mpe5x58vdLScQnfhc7ZT29qXqgmK160WMth+MJJ9fdunO5JR49vis79vpsWPPWuH5PfON535gdqzdaN665ybzC1f8tBkbHKmkCMRnJVjVdIr4VBOF90IQn96RquoQ8akqDq/FID694lTVGeJTVRzei0F8ekeqpkPEp5ooKikE8VkJVjpVSiA68SmcRW4eOHgoQb5r545kP87s1Sk+81yf9SXXXvvKaxLpKS/EZ/VP9YPPP2K++ux3zaNHnrGzOncnwvPNl15f+cCIz8oRNzoA4rNR/JUOjvisFG/jnSM+G4+gsgIQn5WhbbxjxGfjEVRaAOKzUryNdo74bBR/5YMjPitHzACKCEQpPuvii/ishvTp+dlkKbssaT90+kRyKvtbr3itedXmy6sZsEuviM/aUDcyEOKzEey1DIr4rAVzY4MgPhtDX/nAiM/KETc2AOKzMfS1DIz4rAVzI4MgPhvBXtugiM/aUDOQAgKIT4cQEJ8O8Lo0fXbqJSs8v2uF53fN2MCIecuen7YzPF9nto6u9ztQjt4QnzkgBXwJ4jPg8FYpHfEZb7ZyZ4jPePNFfMabLeIz3mzlzhCf8eaL+Iw3W7kzxGfc+XJ3ywkgPh2eCMSnA7y2pk+fPGi+/NS3zYPP/9Bcuf6SlvC8qdET5hCffrLV2gviU2sy7nUhPt0Zau4B8ak5HbfaEJ9u/DS3RnxqTse9NsSnO0Ng6sWyAAAgAElEQVStPSA+tSbjpy7Epx+O9BIGAcSnQ06ITwd4tulTJw6YLz/9bfMPdh/PazfvNm+/+mbzM5e80q1TT60Rn55AKu0G8ak0GA9lIT49QFTcBeJTcTiOpSE+HQEqbo74VByOh9IQnx4gKu0C8ak0GE9lIT49gaSbIAggPh1iQnyWg/fkiRfMl3/yLfOPBx4119sDi26/+hbz+h2vKNdZRa0QnxWBVdIt4lNJEBWUgfisAKqiLhGfisLwXAri0zNQRd0hPhWFUUEpiM8KoCrpEvGpJIiKykB8VgSWblUSQHw6xIL4LAbviePPJ8LzoYOPmeu3XmF+ae8t5nU7rinWSU1XIz5rAt3QMIjPhsDXMCziswbIDQ6B+GwQfsVDIz4rBtxg94jPBuHXMDTiswbIDQ2B+GwIfE3DIj5rAs0wKgggPh1iQHzmg/f4sefsHp7fMt8++Li5Yese80t2hudrt1+dr3FDVyE+GwJf07CIz5pANzAM4rMB6DUOifisEXbNQyE+awZe43CIzxphNzAU4rMB6DUNifisCXRDwyA+GwLPsI0QQHw6YEd8rgzv0aPPmL+yhxb904s/Njduv8q8fe/N5qe27XUgXl9TxGd9rJsYCfHZBPV6xkR81sO5qVEQn02Rr35cxGf1jJsaAfHZFPl6xkV81sO5iVEQn01Qr29MxGd9rBmpeQKIT4cMEJ/d4T1yZL/5a3to0cMvPmF+avte8/arbk7EZ0gvxGdIaRWvFfFZnFkoLRCfoSRVrk7EZzluIbRCfIaQUrkaEZ/luIXSCvEZSlLF60R8FmcWUgvEZ0hpUasrAcSnA0HE53J4IjxlSft3Dj2ZLGWXGZ6v3nalA+HmmiI+m2Nfx8iIzzooNzMG4rMZ7nWNivisi3T94yA+62de14iIz7pINzMO4rMZ7nWMivisg3JzYyA+m2PPyPUTQHw6MEd8pvB+eHhfIjy/+9JPksOKRHjKXp4hvxCfIae3eu2Iz9UZhXoF4jPU5PLVjfjMxynEqxCfIaaWr2bEZz5OoV6F+Aw1udXrRnyuzijkKxCfIadH7UUJID6LEmu7/mIXn99/6elEeP7L4afM6y95hbn9qjfY09rDFp5ZvIhPh2+MAJoiPgMIqWSJiM+S4AJphvgMJKgSZSI+S0ALpAniM5CgSpaJ+CwJLoBmiM8AQnIoEfHpAI+mwRFAfDpEdrGKTxGdIjxFfP7MJa80t+99g7luyxUOJPU1RXzqy8RnRYhPnzR19YX41JWH72oQn76J6ukP8aknC9+VID59E9XVH+JTVx4+q0F8+qSpry/Ep75MqKg6AohPB7YXm/iUpewiPGVp+xt2vioRntdu3u1AUG9TxKfebHxUhvj0QVFnH4hPnbn4qgrx6Yukvn4Qn/oy8VUR4tMXSZ39ID515uKjKsSnD4p6+0B86s2GyvwTQHw6ML1YxOe+ky+aP3viQfPtg4+bW3Zdmyxpf+Xmyx3I6W+K+NSfkUuFiE8XerrbIj515+NaHeLTlaDe9ohPvdm4Vob4dCWouz3iU3c+LtUhPl3o6W+L+NSfERX6I4D4dGAZu/icOnva/NmPHzR//fQ/JUvZf+UVP2tu2BbHHp6rxY74XI1Q2F9HfIad30rVIz7jzVbuDPEZb76Iz3izRXzGm63cGeIz3nwRn/FmK3eG+Iw7X+5uOQHEp8MTEbP4vP/JfzR/+uSDZuPwWvNOKzxvu/w1DqTCa4r4DC+zIhUjPovQCutaxGdYeRWtFvFZlFg41yM+w8mqaKWIz6LEwroe8RlWXkWqRXwWoRXetYjP8DKj4vIEEJ/l2ZkYxec/vPAju6z9G+bQ9AkrPG81/+aVtzoQCrcp4jPc7PJUjvjMQynMaxCfYeaWt2rEZ15S4V2H+Awvs7wVIz7zkgrzOsRnmLnlqRrxmYdSuNcgPsPNjsqLE0B8Fme21CIm8fn4sefMF63wlJPa37rnJvNOKzw3jaxzoBN2U8Rn2PmtVj3iczVC4X4d8RludnkqR3zmoRTmNYjPMHPLUzXiMw+lcK9BfIab3WqVIz5XIxT21xGfYedH9cUIID6L8Vp2dQzi8/DMZDLD8++f+Z557farza+86jZz9cZdDlTiaIr4jCPHXneB+Iw3X8RnvNnKnSE+480X8RlvtojPeLOVO0N8xpsv4jPebOXOEJ9x58vdLSeA+HR4IkIXn3/6+APmT6303D2xPZnhefPOax1oxNUU8RlXnp13g/iMN1/EZ7zZIj7jzhbxGW++iM94s0V8xp0t4jPufBGfcefL3SE+vT0DoYrPHx19xvzxI181z586Yt597c+b2/e+wRuTWDpCfMaSZPf7QHzGmy/iM95sEZ9xZ4v4jDdfxGe82SI+484W8Rl3vojPuPPl7hCf3p6BEMXnf3r078xf2BPb37jrOvNr1/+C2Ta23huPmDpCfMaU5svvBfEZb76Iz3izRXzGnS3iM958EZ/xZov4jDtbxGfc+SI+486Xu0N8ensGQhKf/3L4KfNHP/yKOXnmtLnDCs//YveN3jjE2BHiM8ZUL9wT4jPefBGf8WaL+Iw7W8RnvPkiPuPNFvEZd7aIz7jzRXzGnS93h/j09gyEID4Xzi2ae3/0FfM3Tz9sfvby15hfv/6tZv3wmDcGsXaE+Iw12fS+EJ/x5ov4jDdbxGfc2SI+480X8RlvtojPuLNFfMadL+Iz7ny5O8Snt2dAu/j89sHHzR//6Ktm3srPf2tneb750uu93XvsHSE+404Y8RlvvojPeLNFfMadLeIz3nwRn/Fmi/iMO1vEZ9z5Ij7jzpe7Q3x6ewa0is+ZhTm7rP2r5u+f/Z75hSteZ5e2/5dmdHDE231fDB0hPuNOGfEZb76Iz3izRXzGnS3iM958EZ/xZov4jDtbxGfc+SI+486Xu0N8ensGNIrPB194JDmxfWRgyM7yfIt5/SWv9Ha/F1NHiM+400Z8xpsv4jPebBGfcWeL+Iw3X8RnvNkiPuPOFvEZd76Iz7jz5e4Qn96eAU3i8+TctLn30a+abzz3Q3P7VT+TnNg+sKbf271ebB0hPuNOHPEZb76Iz3izRXzGnS3iM958EZ/xZov4jDtbxGfc+SI+486Xu0N8ensGtIjPrz3zPSs9/95sHlmXnNh+4/arvN3jxdoR4jPu5BGf8eaL+Iw3W8Rn3NkiPuPNF/EZb7aIz7izRXzGnS/iM+58uTvEp7dnoGnxeXjmpLnXLmv/1sHHzL++5o3m1657i7d7u9g7QnzG/QQgPuPNF/EZb7aIz7izRXzGmy/iM95sEZ9xZ4v4jDtfxGfc+XJ3iE9vz0CT4vP/3f+w3cvz78zlE9uSvTyv23KFt/uiI2MQn3E/BYjPePNFfMabLeIz7mwRn/Hmi/iMN1vEZ9zZIj7jzhfxGXe+3B3i09sz0IT4fGHqiPnjR//OfOfQk+Zdr7zN/MqrbvN2P3R0gQDiM+6nAfEZb76Iz3izRXzGnS3iM958EZ/xZov4jDtbxGfc+SI+486Xu0N8ensG6hafX/7Jt8wf/egr5votu+0sz18wezfu8nYvdLScAOIz7icC8RlvvojPeLNFfMadLeIz3nwRn/Fmi/iMO1vEZ9z5Ij7jzpe7Q3x6ewbqEp/7J180f2T38nzkyP5kWfs7rn6jt3ugo+4EEJ9xPxmIz3jzRXzGmy3iM+5sEZ/x5ov4jDdbxGfc2SI+484X8Rl3vtwd4tPbM1CH+PyzHz9o/vPj/5+5cdtV5o4bfsHsntjurX466k0A8Rn304H4jDdfxGe82SI+484W8RlvvojPeLNFfMadLeIz7nwRn3Hny90hPr09A1WKz4Onjpl//y9fNk+eeCFZ1v6LV/2Mt7rpaHUCiM/VGYV8BeIz5PRWrh3xGW+2iM+4s0V8xpsv4jPebBGfcWeL+Iw7X8Rn3Plyd4hPb89AVeLzmwceTaTn3g2XmPfd+HZzyfgmbzXTUT4CiM98nEK9CvEZanKr1434XJ1RyFccP3nabFg/Ztb09YV8G9TehQDiM97HAvEZb7aIz7izRXzGnS/iM+58uTvEp7dnoArx+Z/sie1/8eQ/mrfvfYP59Rve5q1WOipGAPFZjFdoVyM+Q0ssf72Iz/ysQrwS8RliavlqRnzm4xTiVYjPEFPLX/PkqVkzNjpkBgf68zfiyiAIID6DiKl0kYjP0uhoGCCBvtMzZ84HWLeKkn2Kz6OzU+bff+8vzaPHnjX/8423m5+9/DUq7vFiLQLxGXfyiM9480V8xput3BniM958EZ/xZov4jDdbuTPEZ7z5Ij7jzVbuDPEZd77c3XICiE+HJ8KX+Hz4xSfMf7BL27eNbTTv++nbOcDIIRNfTRGfvkjq7AfxqTMXH1UhPn1Q1NsH4lNvNq6VIT5dCeptj/jUm42PyhCfPijq7APxqTMXX1UhPn2RpJ8QCCA+HVLyIT6/+Pg3zJ/8+OvmbXtuMu+98V85VENTnwQQnz5p6usL8akvE18VIT59kdTZD+JTZy4+qkJ8+qCosw/Ep85cfFWF+PRFUl8/iE99mfisCPHpkyZ9aSeA+HRIyEV8Tp09bWd5/rX59sHHzW/+1C+at17xOodKaOqbAOLTN1Fd/SE+deXhsxrEp0+a+vpCfOrLxFdFiE9fJPX1g/jUl4nPihCfPmnq6gvxqSsP39UgPn0TpT/NBBCfDumUFZ8/PLwvObV9dGDYvO+nbjfXbLrUoQqaVkEA8VkFVT19Ij71ZOG7EsSnb6K6+kN86srDZzWIT580dfWF+NSVh+9qEJ++ierpD/GpJ4sqKkF8VkGVPrUSQHw6JFNGfP7lTx4y9/7oq+Y2e3jR++whRoP9Aw4V0LQqAojPqsjq6BfxqSOHKqpAfFZBVU+fiE89WfiuBPHpm6ie/hCferKoohLEZxVUdfSJ+NSRQ1VVID6rIku/GgkgPh1SKSo+P/XdvzDfeO4H5tdveJt5+943OIxM06oJID6rJtxs/4jPZvlXOTris0q6zfeN+Gw+g6oqQHxWRbb5fhGfzWdQZQWIzyrpNts34rNZ/lWPjvismjD9ayKA+HRII6/4PDE3bX7/O39uXpg6Yv71NW9Gejowr6sp4rMu0s2Mg/hshnsdoyI+66Dc3BiIz+bYVz0y4rNqws31j/hsjn0dIyM+66DczBiIz2a41zUq4rMu0oyjgQDi0yGFPOLzqRMHzB985/82awdHzPtf99+YneObHUakaV0EEJ91kW5mHMRnM9zrGBXxWQfl5sZAfDbHvuqREZ9VE26uf8Rnc+zrGBnxWQflZsZAfDbDva5REZ91kWYcDQQQnw4prCY+v/3ij80f/POfm5/efnUiPYf7Bx1Go2mdBBCfddKufyzEZ/3M6xoR8VkX6WbGQXw2w72OURGfdVBuZgzEZzPc6xoV8VkX6frHQXzWz7zOERGfddJmrKYJID4dElhJfP7NvofNf/zB/2P+1ZWvN//ja/5rh1Fo2gQBxGcT1OsbE/FZH+u6R0J81k283vEQn/XyrnM0xGedtOsdC/FZL++6R0N81k28vvEQn/WxbmIkxGcT1BmzKQKITwfyvcTnH9tT2++3p7f/2nVvsXt6vtFhBJo2RQDx2RT5esZFfNbDuYlREJ9NUK9vTMRnfazrHgnxWTfx+sZDfNbHuomREJ9NUK9nTMRnPZybGgXx2RR5xm2CAOIzB/UPfPhuc+DgoeTKXTt3mE9+7K7k407xef78+WQ/z3944RHz7276ZfPmS2/I0TuXaCSA+NSYir+aEJ/+WGrrCfGpLRG/9SA+/fLU1BviU1MafmtBfPrlqa03xKe2RPzVg/j0x1JjT4hPjalQU1UEEJ+rkL379z5lJqemlmSnSND1ExPmrt9+/zLxeXR2ykrPL5nDMyfMb73ul821m3dXlRn91kAA8VkD5AaHQHw2CL/ioRGfFQNuuHvEZ8MBVDg84rNCuA13jfhsOICKh0d8Vgy4we4Rnw3Cr2FoxGcNkBlCDQHE5ypRvOfOD5l3v/Md5rZbb0mufODBh8wXvni/+ew9H18Sn8fOnzC//89fMhtH1iXSc/vaDWoCppByBBCf5biF0grxGUpSxetEfBZnFlILxGdIaRWrFfFZjFdIVyM+Q0qreK2Iz+LMQmmB+AwlqXJ1Ij7LcaNVmAQQnyvk9tS+/eYjd3/CfPSuD5q9V+5Jrmz/tw0bt5rvHHnC/MfH/sa8YeerkpPbB9b0h/kkUPUyAojPuB8IxGe8+SI+481W7gzxGW++iM94s0V8xput3BniM958EZ/xZit3hviMO1/ubjkBxKej+HzPA/+7eculrzXv3PtzPFsQgAAEIAABCEAAAhCAAAQgAAEIQAACEPBGYMvGcW99XYwdIT4dxefF+NBwzxCAAAQgAAEIQAACEIAABCAAAQhAAALVE0B8ujFGfK7CL88enzyEbg+hxtYsddeYir+aWOruj6W2nljqri0Rv/Ww1N0vT029sdRdUxp+a2Gpu1+e2npjqbu2RPzVw1J3fyw19sRSd42pUFNVBBCfq5DNe6p7VQHRbzMEEJ/NcK9rVMRnXaTrHwfxWT/zOkdEfNZJu96xEJ/18q5zNMRnnbTrHwvxWT/zukZEfNZFuplxEJ/NcGfUZgggPnNw/8CH7zYHDh5Krty1c4f55MfuSj4+emI6ec+MzxwQA7sE8RlYYAXLRXwWBBbQ5YjPgMIqUSriswS0QJogPgMJqkSZiM8S0AJqgvgMKKyCpSI+CwIL7HLEZ2CBUa4TAcSnAz7EpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i4Qn4rDcSwN8ekIUHlzxKfygCjPKwHEpwNOxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaReIT6XBeCgL8ekBouIuEJ+Kw3EsDfHpCFB5c8Sn8oAozysBxKcDTsSnAzzlTRGfygNyLA/x6QhQcXPEp+JwPJSG+PQAUWkXiE+lwXgoC/HpAaLiLhCfisNxLA3x6QhQeXPEp/KAKM8rAcSnA07EpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i4Qn4rDcSwN8ekIUHlzxKfygCjPKwHEpwNOxKcDPOVNEZ/KA3IsD/HpCFBxc8Sn4nA8lIb49ABRaReIT6XBeCgL8ekBouIuEJ+Kw3EsDfHpCFB5c8Sn8oAozysBxKcDTsSnAzzlTRGfygNyLA/x6QhQcXPEp+JwPJSG+PQAUWkXiE+lwXgoC/HpAaLiLhCfisNxLA3x6QhQeXPEp/KAKM8rAcSnA07EpwM85U0Rn8oDciwP8ekIUHFzxKficDyUhvj0AFFpF4hPpcF4KAvx6QGi4i4Qn4rDcSwN8ekIUHlzxKfygCjPKwHEp1ecdAYBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhoIID41JACNUAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAJeCSA+veKkMwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQEADAcSnhhSoAQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEPBKAPFZEucHPny3OXDwUNJ6184d5pMfu6tkTzRrikCZDO/70pfN177+TfPZez7eVNmMm5NAkXzv/r1Pmcd+/ORSz3xP54Tc0GVFsr3nD+813/zWw2TbUFZlhi2Sb3v/8vP5/r/6W/Obv/Gr5rZbbykzNG0qJlAk287v3ay0++79dMVV0n0ZAkWyzfp/1x3vWxrqHbe/zbzrl99eZmja1EAgb75P7dtvPnL3J7pWxPduDUGVGCJvtlnX77nzQ+bU9PTSSORaAnqNTVzy5e+hGoNiqMoJID5LIBZJMjk1tSQ75QfK+okJc9dvv79EbzRpgkDRDB948CHzmc99Pil13fg44rOJ0AqMWTRf+SWuXWbL56+54Vpz53vvKDAql9ZBoGi28vO5/T9M8fO6jpTKj1E032yk7D9KyR9jiM/y/KtsWTRbEZ/7n32O/7BcZSie+i6abSbHkJ2eAqi4m6L5dpYj38vHT5zk76SKcyrTfdFsO3+H6mxfpgbaVEegaL6df//I55ddupPv3eoioucaCSA+S8CWHwLvfuc7lmaUiBT7whfvR4aVYNlUk7IZMuOzqcSKjVs232wU/uAuxrvOq8m2Ttr1j1Um3/afyzKDDPFZf255RiyaLT+H81DVcU3RbOWP8U0bN/AfF3XEt2oVRfPt7FB+Ln/0rg+avVfuWXUsLqiXQNFs5fqf/7k3Lc3O5u+ievMqOlqRfLNJPu0zeLv9W9EauB4CWgggPgsmkf1X6vb/A+/2bwW75fIaCbhkyP/B1xhUyaFc8s2GlP+ivWf35fxRVjKDqpr5yJb/el1VOu79lsm382cy4tM9hyp6KJNt51J3VltUkYx7n2Wyle9TybN9uSxizD2LKnook297Hcz2rCIVP32WyTb7ufymm1+f/I7M78t+sqiil6L5dpOcOI4qkqHPpgggPguSL/pDpGD3XF4DAZcMEZ81BOQ4hEu+MnT2Sx17FjkGUUFzl2yzPanYr6iCYDx1WTTfbj+PEZ+ewvDcTdFsuw0vf2DLiz3VPYfj2F3RbLPr22dm8/+7jiFU2Lxovp2lMNuzwnAcuy6Tbdam/T9c8PuyYxAVNS+Tr3y/ZlJbykJ8VhQO3TZCAPFZEHuZHyIFh+Dyigm4ZIj4rDic/7+9u3u5rKrjAL7/ALWbBNFKRmSwIalIBUWi8MYbSxBEygsJoggvAlEiZC4GiVKMLgZLBPGiQAJB7KabKEISeqFkYBCJpNTBWyf/gPhtXIfFbp9z9tov5zl7zefczTx7r5fPb+1n5vk+a+89Q/NT6xsvR7HzZIZCLNDElNqm4Xge1QKFmanJ0vp2X0qWD8OzA2cqykzNlNa2r1u33M1UjJmbKa3tth+k/dJi5sLM1FxpffNu43t0fLwDYaZizNzMmNp2r1O/tJi5KDM2N6a+6ZzuMITbMxZGUycmIPgcQV/yvIwRzTvlAAJjayj4PEBxZuhiTH39520G+AM0Maa2+bCEJwco0oQuptZXeDIBf+FTp9bWtbtwgSY0X1rbvuvUtTuhAAufWlrfGI6dYgsXZabmS2o7JkibaZiaGSlQUt++LjyqYiS8045SQPA5oiylb0gb0YVTFhbYV8Ntt9QJPhcuzEzNl9bXLZQzwR+gmdLaxn/6Xjj/9GZkan2AIk3oorS+3a6EJxPwFz61tLbda9fzeRcu0ITmS2sbx7/73qXN9+b44frNCxe9JHRCDZY8tbS+MRa7PZesyHxtl9Y2/o09c8vpzS5e1+58tViipdL65mNIv2x0F9wSldHmSQgIPkeqxw/P71/6oD3bM+NGIp7wabtq2A1H0jf/fMj5M1BOeCq67xEYWt9tt3VEk94OfZxLa2htY/T5sb5fH2c9u6MqqW/3XMHncde4pLbdazf/Yfu4Z3lljq6ktikYu/jW2y2WF1cd/5opqW9sEvDYoOOvaRphSW3jnPh3Nn1cu8df55L6pms3zcot7sdfXyMcLiD4HG7lSAIECBAgQIAAAQIECBAgQIAAAQIEViIg+FxJoQyTAAECBAgQIECAAAECBAgQIECAAIHhAoLP4VaOJECAAAECBAgQIECAAAECBAgQIEBgJQKCz5UUyjAJECBAgAABAgQIECBAgAABAgQIEBguIPgcbuVIAgQIECBAgAABAgQIECBAgAABAgRWIiD4XEmhDJMAAQIECBAgQIAAAQIECBAgQIAAgeECgs/hVo4kQIAAAQIECBAgQIAAAQIECBAgQGAlAoLPlRTKMAkQIECAAAECBAgQIECAAAECBAgQGC4g+Bxu5UgCBAgQIECAAAECBAgQIECAAAECBFYiIPhcSaEMkwABAgQIECBAgAABAgQIECBAgACB4QKCz+FWjiRAgAABAgQIECBAgAABAgQIECBAYCUCgs+VFMowCRAgQIAAAQIECBAgQIAAAQIECBAYLiD4HG7lSAIECBAgQIAAAQIECBAgQIAAAQIEViIg+FxJoQyTAAECBAgQIECAAAECBAgQIECAAIHhAoLP4VaOJECAAAECBAgQIECAAAECBAgQIEBgJQKCz5UUyjAJECBAgAABAgQIECBAgAABAgQIEBguIPgcbuVIAgQIECBAgAABAgQIECBAgAABAgRWIiD4XEmhDJMAAQIECBAgQIAAAQIECBAgQIAAgeECgs/hVo4kQIAAAQIECBxU4LEfnms+cc01zdkffP+g/Y7p7J//eqd58twzzVNnH29uvunU/zWx7+tj+uw759yPf9Z8ePly8+yPzs7VpHYIECBAgAABAgRWKiD4XGnhDJsAAQIECBBYr8BDj3xv5+Cvvuqq5oXzTzeCz/Ia7ws+//DHPzW/ePGXzXe/9XDzlS/fVd7Bx2ekIDc10A18YxzxWUNoPRrBiQQIECBAgACBIxcQfB55gQyPAAECBAgQqFtgVxAn+Cyv/b7gs7zF/jOiNqdu/Ezz6Hceac4//1Lz5oWLbVgdn6jpr3796ubPc/WpHQIECBAgQIAAgTIBwWeZl6MJECBAgAABArMKDAk+o8OLb73d9pt2g+aDiLAvfT3+Pt99mMLTvI34+k9++vPm87eeaQO7/370Udvc/ffd21x37SfbHZHpk7fV7SeOefml59pD993K3vf1CAxff+PPm77uvvOONkhMn139pWO6bcTf33D9dVtvde+Oo8+nz7hb9Ni1m3aNphomi2jz9i99oXnoga/NulY0RoAAAQIECBAgUCYg+CzzcjQBAgQIECBAYFaBfcHn+5c+aAPJFKJ9+9Enmk9/6vrNLdTdHY4vv/Ja8+pvfrsJJCOE67YRE4h2IvBMwWY6Lw/94tz4pOdlRl/fePDrm2d45l8vDT5TYJnCwugnwsQ8/NzVXxzf18a+HZ99wec+476Cb784d2EAAAZDSURBVAs+7fac9fLQGAECBAgQIEBgkoDgcxKfkwkQIECAAAEC0wT2BZ/dlxtF2PfOv//ThpHbwsYINe/56t1tWLrtdvk4JnZ8ph2W23Zk5rdwd2caYenvfv96e0t3afAZwWEe6Ebb3dB2V38pKO22MSb43GW8rbrbbnVPuz1v++Kt7cue0mfbS5+mrR5nEyBAgAABAgQI7BIQfFofBAgQIECAAIETFJgSfKZz+4afAsHS4DN/6U8ebKY+0k7RvM/YtVkSfMa5fW+A72ujtL9DBZ99Lzf6698vNH/52z/aULobjKaw+gSXmq4JECBAgAABAlecgODziiu5CRMgQIAAAQLHJDBH8JnfLt6d25zBZ+zSPHPL6c1t9vkOzSWCz139Jbe+t6l/ePly8TM+87ev57tqS9ZKhLTffPD+9m3xu54BWtKmYwkQIECAAAECBMYLCD7H2zmTAAECBAgQIDBZYErwmcLGfJfmUsFn9wU+0c/Y4PPmm061weCuW9339Rf95+Fimvehdnx2ncMi7fbsjq1vLpMXjgYIECBAgAABAgT2Cgg+9xI5gAABAgQIECCwnMCU4DNGld58nu/6jB2Ln/vs6Xbn4Vw7PvtC1gge2wC08Fb3CD73vdxoX39p7vnuzmQ55q3uU3d85rs9Y2xudV/umtEyAQIECBAgQGCogOBzqJTjCBAgQIAAAQILCEwNPvPwMx9eCkLnCj6j7RRWpn5ix2Z6g3zJre4RfPa1l7/RfV9/aQzprfXx5wg840VFh77VPcLn+OThad8zQNO8F1hGmiRAgAABAgQIEOgREHxaFgQIECBAgAABAgQIECBAgAABAgQIVCcg+KyupCZEgAABAgQIECBAgAABAgQIECBAgIDg0xogQIAAAQIECBAgQIAAAQIECBAgQKA6AcFndSU1IQIECBAgQIAAAQIECBAgQIAAAQIEBJ/WAAECBAgQIECAAAECBAgQIECAAAEC1QkIPqsrqQkRIECAAAECBAgQIECAAAECBAgQICD4tAYIECBAgAABAgQIECBAgAABAgQIEKhOQPBZXUlNiAABAgQIECBAgAABAgQIECBAgAABwac1QIAAAQIECBAgQIAAAQIECBAgQIBAdQKCz+pKakIECBAgQIAAAQIECBAgQIAAAQIECAg+rQECBAgQIECAAAECBAgQIECAAAECBKoTEHx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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig_load_curve = load_series.iplot(title=f'Heatpump Load curve at Tsource={sourceT} and Tsink={sinkT}', yTitle='E-load', xTitle='Thermal load in %', colors=recoygreen, asFigure=True, dimensions=(600,400))\n", "fig_load_curve" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Create and assign assets" ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_and_assign_assets(c, s):\n", " heatpump_vdg = Heatpump(\n", " name='Heatpump VDG',\n", " max_th_power=c.hp_vdg_e_power,\n", " min_th_power=c.hp_vdg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " heatpump_ndg = Heatpump(\n", " name='Heatpump NDG',\n", " max_th_power=c.hp_ndg_e_power,\n", " min_th_power=c.hp_ndg_e_power * c.hp_min_load,\n", " cop_curve=cop_curve_new\n", " )\n", "\n", " capex_vdg = c.hp_capex*(heatpump_vdg.max_th_power) \n", " capex_ndg = c.hp_capex*(heatpump_ndg.max_th_power)\n", " heatpump_vdg.set_financials(capex=capex_vdg, opex=c.hp_opex*capex_vdg, devex=c.hp_devex*capex_vdg, lifetime=25)\n", " heatpump_ndg.set_financials(capex=capex_ndg, opex=c.hp_opex*capex_ndg, devex=c.hp_devex*capex_ndg, lifetime=25)\n", "\n", " gasboiler = GasBoiler(\n", " name='Gasboiler',\n", " max_th_output=c.gb_power,\n", " efficiency=c.gb_efficiency\n", " )\n", " gasboiler.set_financials(capex=0, opex=0, devex=0, lifetime=25)\n", " \n", " waterstorage = HotWaterStorage(\n", " name='HotWaterStorage',\n", " rated_power=c.storage_power, \n", " capacity_per_volume=c.storage_cap_per_volume,\n", " volume=c.storage_volume, \n", " temperature=c.storage_temperature,\n", " min_storagelevel=c.storage_min_level,\n", " initial_storagelevel=c.storage_initial_level\n", " )\n", " capex_ws = c.storage_capex_per_MW * waterstorage.max_power + c.storage_capex_per_MWh * waterstorage.capacity\n", " opex_ws = c.storage_opex_perc_of_capex * capex_ws\n", " waterstorage.set_financials(capex=capex_ws, opex=opex_ws, devex=0, lifetime=c.storage_lifetime)\n", " \n", " s.baseline.add_asset(gasboiler)\n", " s.hpcase.add_asset(heatpump_vdg)\n", " s.hpcase.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(heatpump_vdg)\n", " s.storage_case.add_asset(heatpump_ndg)\n", " s.storage_case.add_asset(waterstorage)\n", "# s.hpcase_sde.add_asset(heatpump_vdg)\n", "# s.hpcase_sde.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(heatpump_vdg)\n", "# s.optcase1.add_asset(heatpump_ndg)\n", "# s.optcase1.add_asset(gasboiler)\n", "# s.afrr_case.add_asset(heatpump_vdg)\n", "# s.afrr_case.add_asset(heatpump_ndg)\n", "# s.afrr_case.add_asset(gasboiler)\n", " return s\n", "\n", "s = create_and_assign_assets(c, s)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=10, capacity=50.0, temperature=95, min_storagelevel=5.0)" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.assets['HotWaterStorage']" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Optimization" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Strategies" ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def baseline_sim(case):\n", " gasboiler = list(case.assets.values())[0]\n", " data = case.data\n", " demand = (data['MW (VDG)'] + data['MW (NDG)']).to_list()\n", "\n", " minutes = iter(range(len(case.data)))\n", " th_output = [0] * len(case.data)\n", " gas_input = [0] * len(case.data)\n", "\n", " for m in minutes:\n", " th_output[m], gas_input[m] = gasboiler.set_heat_output(demand[m])\n", "\n", " data['output_MW_th'] = np.array(th_output)\n", " data['output_MWh_th'] = np.array(data['output_MW_th']/60)\n", " data['gb_input_MW'] = np.array(gas_input)\n", " data['gb_input_MWh'] = np.array(data['gb_input_MW']/60)\n", " case.data = data.round(5)\n", " return case" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " demand_vdg = case.data['MW (VDG)'].to_list()\n", " demand_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = iter(range(len(case.data)))\n", " for m in minutes:\n", " demand = demand_vdg[m]\n", " if demand != 0:\n", " hp_vdg_input[m], hp_vdg_output[m] = hp_vdg.set_heat_output(\n", " heat_output=demand,\n", " Tsink=Tsink_vdg[m],\n", " Tsource=Tsource_vdg[m]\n", " )\n", "\n", " demand = demand_ndg[m]\n", " if demand != 0:\n", " hp_ndg_input[m], hp_ndg_output[m] = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg[m],\n", " Tsink=Tsink_ndg[m],\n", " Tsource=Tsource_ndg[m]\n", " )\n", "\n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "Tref = 0\n", "Cp = 4190 #J/kgK\n", "MWtoJs = 1000_000\n", "\n", "def power_to_mass_flow(power_MW, Tsink, Tref, Cp):\n", " return power_MW * MWtoJs /(Cp*(Tsink - Tref))\n", "\n", "def energy_to_storage(hp_heat_output_MW, process_demand_MW):\n", " return hp_heat_output_MW - process_demand_MW #MW\n", "\n", "def Tsource_calculation(Tstorage, discharge_power, Tsource, process_mass_flow): \n", " discharge_mass_flow = power_to_mass_flow(discharge_power, Tstorage, Tref, Cp)\n", " \n", " combined_mass_flow = (discharge_mass_flow + process_mass_flow)\n", " if combined_mass_flow == 0:\n", " return 0\n", " else: \n", " return (Tstorage * discharge_mass_flow + Tsource * process_mass_flow) / combined_mass_flow" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def hponly_with_storage(case):\n", " hp_vdg = case.assets['Heatpump VDG']\n", " hp_ndg = case.assets['Heatpump NDG']\n", " ws = case.assets['HotWaterStorage']\n", " demands_vdg = case.data['MW (VDG)'].to_list()\n", " demands_ndg = case.data['MW (NDG)'].to_list()\n", " Tsink_vdg = case.data['Tsink (VDG)'].to_list()\n", " Tsink_ndg = case.data['Tsink (NDG)'].to_list()\n", " Tsource_vdg = case.data['Tsource (VDG)'].to_list()\n", " Tsource_ndg = case.data['Tsource (NDG)'].to_list()\n", " dam_prices = case.data['DAM'].to_list()\n", " pos_prices = case.data['POS'].to_list()\n", " neg_prices = case.data['NEG'].to_list()\n", "\n", " hp_vdg_input = [0] * len(case.data)\n", " hp_ndg_input = [0] * len(case.data)\n", " hp_vdg_output = [0] * len(case.data)\n", " hp_ndg_output = [0] * len(case.data)\n", "\n", " minutes = len(case.data)\n", " storage_levels = [None] * minutes\n", " to_storage_list = [0] * minutes\n", " from_storage_vdg_list = [0] * minutes\n", " to_storage_vdg_list = [0] * minutes\n", " from_storage_ndg_list = [0] * minutes\n", " to_storage_ndg_list = [0] * minutes\n", " \n", " new_tsources_vdg = case.data['Tsource (VDG)'].to_list()\n", " new_tsources_ndg = case.data['Tsource (NDG)'].to_list()\n", " \n", " ws.set_chargelevel(ws.min_chargelevel)\n", " \n", " for m in range(minutes):\n", " tsource_vdg = Tsource_vdg[m]\n", " tsink_vdg = Tsink_vdg[m]\n", " tsource_ndg = Tsource_ndg[m]\n", " tsink_ndg = Tsink_ndg[m]\n", " demand_vdg = demands_vdg[m]\n", " demand_ndg = demands_ndg[m]\n", " \n", " from_storage_vdg_MW = 0\n", " to_storage_vdg_MW = 0 \n", " from_storage_ndg_MW = 0\n", " to_storage_ndg_MW = 0 \n", " \n", " if neg_prices[m] < dam_prices[m] - 10:\n", " # overproduce\n", " desired_hp_load_vdg = min(demand_vdg + ws.charging_power_limit, hp_vdg.max_th_power)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(desired_hp_load_vdg, tsink_vdg, tsource_vdg)\n", " \n", " to_storage_vdg_MW = th_load_vdg - demand_vdg\n", " to_storage_vdg_MW = -ws.charge(round(to_storage_vdg_MW, 3))\n", " \n", " extra_charging_power_constraint = ws.max_power - to_storage_vdg_MW\n", " \n", " desired_hp_load_ndg = min(\n", " demand_ndg + min(ws.charging_power_limit, extra_charging_power_constraint), \n", " hp_ndg.max_th_power\n", " )\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(desired_hp_load_ndg, tsink_ndg, tsource_ndg)\n", " \n", " to_storage_ndg_MW = th_load_ndg - demand_ndg\n", " to_storage_ndg_MW = -ws.charge(round(to_storage_ndg_MW, 3))\n", " \n", " elif pos_prices[m] > dam_prices[m] + 10:\n", " # take from storage\n", " from_process_massflow_vdg = power_to_mass_flow(demand_vdg, tsink_vdg, Tref, Cp)\n", " try:\n", " from_storage_vdg_MW = ws.discharging_power_limit\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_vdg = Tsource_calculation(ws.temperature, from_storage_vdg_MW, tsource_vdg, from_process_massflow_vdg)\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(demand_vdg, tsink_vdg, tsource_vdg)\n", " \n", " from_storage_vdg_MW = ws.discharge(round(from_storage_vdg_MW, 3))\n", " #print({f'from_storage_vdg_MW='})\n", " from_process_massflow_ndg = power_to_mass_flow(demand_ndg, tsink_ndg, Tref, Cp)\n", " \n", " try:\n", " from_storage_ndg_MW = min(ws.max_power - from_storage_vdg_MW, ws.discharging_power_limit)\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " except: \n", " from_storage_vdg_MW = 0\n", " tsource_ndg = Tsource_calculation(ws.temperature, from_storage_ndg_MW, tsource_ndg, from_process_massflow_ndg)\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(demand_ndg, tsink_ndg, tsource_ndg)\n", " \n", " from_storage_ndg_MW = ws.discharge(round(from_storage_ndg_MW))\n", " else:\n", " e_load_vdg, th_load_vdg = hp_vdg.set_heat_output(\n", " heat_output=demand_vdg,\n", " Tsink=tsink_vdg,\n", " Tsource=tsource_vdg\n", " )\n", "\n", " e_load_ndg, th_load_ndg = hp_ndg.set_heat_output(\n", " heat_output=demand_ndg,\n", " Tsink=tsink_ndg,\n", " Tsource=tsource_ndg\n", " )\n", " \n", " hp_vdg_input[m] = e_load_vdg\n", " hp_vdg_output[m] = th_load_vdg\n", " hp_ndg_input[m] = e_load_ndg\n", " hp_ndg_output[m] = th_load_ndg\n", " \n", " storage_levels[m] = ws.chargelevel\n", " new_tsources_vdg[m] = tsource_vdg\n", " new_tsources_ndg[m] = tsource_ndg\n", " to_storage_vdg_list[m] = to_storage_vdg_MW\n", " from_storage_vdg_list[m] = from_storage_vdg_MW\n", " to_storage_ndg_list[m] = to_storage_ndg_MW\n", " from_storage_ndg_list[m] = from_storage_ndg_MW\n", " \n", " case.data['hp_output_MW'] = np.array(hp_vdg_output) + np.array(hp_ndg_output)\n", " case.data['hp_input_MW'] = np.array(hp_vdg_input) + np.array(hp_ndg_input)\n", " case.data['cop'] = case.data['hp_output_MW'] / -case.data['hp_input_MW']\n", " case.data['tsource_vdg'] = new_tsources_vdg\n", " case.data['tsource_ndg'] = new_tsources_ndg\n", " case.data['to_storage_ndg_MW'] = to_storage_ndg_list\n", " case.data['from_storage_ndg_MW'] = from_storage_ndg_list\n", " case.data['to_storage_vdg_MW'] = to_storage_vdg_list\n", " case.data['from_storage_vdg_MW'] = from_storage_vdg_list\n", " case.data['to_storage_MW'] = case.data['to_storage_vdg_MW'] + case.data['to_storage_ndg_MW']\n", " case.data['from_storage_MW'] = case.data['from_storage_vdg_MW'] + case.data['from_storage_ndg_MW']\n", " case.data['storage_level_MWh'] = storage_levels\n", " \n", " for col in case.data.columns:\n", " if col.endswith('MW'):\n", " case.data[col + 'h'] = case.data[col] / 60\n", "\n", " case.data = case.data.round(3)\n", " return case" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "s.storage_case = hponly_with_storage(s.storage_case)" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)...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
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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-04-19 09:36:00+02:00 44.49 33.89 33.89 1.0 49.15 50.43 \n", "2019-11-24 05:00:00+01:00 38.30 40.00 40.00 1.0 45.30 45.30 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-04-19 09:36:00+02:00 54.89 53.55 14.55 \n", "2019-11-24 05:00:00+01:00 NaN NaN 15.60 \n", "\n", " CO2 prices (€/ton) ... from_storage_MW \\\n", "2019-04-19 09:36:00+02:00 26.81 ... 0.0 \n", "2019-11-24 05:00:00+01:00 24.57 ... 0.0 \n", "\n", " storage_level_MWh hp_output_MWh hp_input_MWh \\\n", "2019-04-19 09:36:00+02:00 46.167 0.512 -0.072 \n", "2019-11-24 05:00:00+01:00 26.824 0.447 -0.083 \n", "\n", " to_storage_ndg_MWh from_storage_ndg_MWh \\\n", "2019-04-19 09:36:00+02:00 0.037 0.0 \n", "2019-11-24 05:00:00+01:00 0.000 0.0 \n", "\n", " to_storage_vdg_MWh from_storage_vdg_MWh \\\n", "2019-04-19 09:36:00+02:00 0.129 0.0 \n", "2019-11-24 05:00:00+01:00 0.000 0.0 \n", "\n", " to_storage_MWh from_storage_MWh \n", "2019-04-19 09:36:00+02:00 0.167 0.0 \n", "2019-11-24 05:00:00+01:00 0.000 0.0 \n", "\n", "[2 rows x 38 columns]" ] }, "execution_count": 37, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
count525600.000000525600.000000525600.000000525600.000000525600.000000525600.000000
mean41.19580140.39106042.55408224.6095891.14905223.460537
std11.27817351.22693152.0032527.0247102.5437126.814125
min-9.020000-487.650000-487.6500000.0000000.0000000.000000
25%34.10000024.47000025.53000022.7520000.00000022.676000
50%39.70000031.11000032.16000027.0500000.00000026.441000
75%47.39250040.90000042.54000028.7900000.00000027.690000
max121.460000936.120000936.12000031.00000010.00000030.900000
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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 24.609589 \n", "std 11.278173 51.226931 52.003252 7.024710 \n", "min -9.020000 -487.650000 -487.650000 0.000000 \n", "25% 34.100000 24.470000 25.530000 22.752000 \n", "50% 39.700000 31.110000 32.160000 27.050000 \n", "75% 47.392500 40.900000 42.540000 28.790000 \n", "max 121.460000 936.120000 936.120000 31.000000 \n", "\n", " to_storage_MW Total demand \n", "count 525600.000000 525600.000000 \n", "mean 1.149052 23.460537 \n", "std 2.543712 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 10.000000 30.900000 " ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].describe()" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWTotal demand
2019-07-11 12:22:00+02:0051.4227.7527.7531.0008.75222.248
2019-08-17 23:53:00+02:0034.3919.4919.4930.76710.00020.767
2019-01-23 16:22:00+01:0084.96279.40279.4027.7320.00027.732
2019-10-22 18:53:00+02:0060.00250.00250.0022.8050.00022.805
2019-04-03 10:14:00+02:0049.47238.02238.0226.8580.00026.858
2019-06-22 02:01:00+02:0029.4458.9858.9826.5320.00026.532
2019-05-04 10:18:00+02:0043.6240.8740.8722.7680.00022.768
2019-02-26 09:21:00+01:0049.9236.7436.7422.8060.00022.806
2019-12-30 00:35:00+01:0030.1233.4433.4422.6850.00022.685
2019-05-03 20:28:00+02:0044.5736.7736.7722.7840.00022.784
2019-04-07 18:33:00+02:0042.9044.9044.9027.5800.00027.580
2019-01-15 05:14:00+01:0044.3041.3843.3627.8640.00027.864
2019-06-02 08:41:00+02:0027.5038.1238.1226.8910.00026.891
2019-10-11 15:46:00+02:0027.9422.0422.0428.3880.00028.388
2019-03-30 04:53:00+01:0034.9015.6715.6731.0001.24629.754
2019-12-13 21:25:00+01:0036.5142.9442.9422.8150.00022.815
2019-08-04 07:20:00+02:0034.3028.3828.3826.6300.00026.630
2019-09-29 17:49:00+02:0032.44224.02224.0227.6140.00027.614
2019-12-22 08:03:00+01:0031.0022.0822.0822.6750.00022.675
2019-03-26 15:24:00+01:0033.9030.4230.4227.0400.00027.040
\n", "
" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-07-11 12:22:00+02:00 51.42 27.75 27.75 31.000 8.752 \n", "2019-08-17 23:53:00+02:00 34.39 19.49 19.49 30.767 10.000 \n", "2019-01-23 16:22:00+01:00 84.96 279.40 279.40 27.732 0.000 \n", "2019-10-22 18:53:00+02:00 60.00 250.00 250.00 22.805 0.000 \n", "2019-04-03 10:14:00+02:00 49.47 238.02 238.02 26.858 0.000 \n", "2019-06-22 02:01:00+02:00 29.44 58.98 58.98 26.532 0.000 \n", "2019-05-04 10:18:00+02:00 43.62 40.87 40.87 22.768 0.000 \n", "2019-02-26 09:21:00+01:00 49.92 36.74 36.74 22.806 0.000 \n", "2019-12-30 00:35:00+01:00 30.12 33.44 33.44 22.685 0.000 \n", "2019-05-03 20:28:00+02:00 44.57 36.77 36.77 22.784 0.000 \n", "2019-04-07 18:33:00+02:00 42.90 44.90 44.90 27.580 0.000 \n", "2019-01-15 05:14:00+01:00 44.30 41.38 43.36 27.864 0.000 \n", "2019-06-02 08:41:00+02:00 27.50 38.12 38.12 26.891 0.000 \n", "2019-10-11 15:46:00+02:00 27.94 22.04 22.04 28.388 0.000 \n", "2019-03-30 04:53:00+01:00 34.90 15.67 15.67 31.000 1.246 \n", "2019-12-13 21:25:00+01:00 36.51 42.94 42.94 22.815 0.000 \n", "2019-08-04 07:20:00+02:00 34.30 28.38 28.38 26.630 0.000 \n", "2019-09-29 17:49:00+02:00 32.44 224.02 224.02 27.614 0.000 \n", "2019-12-22 08:03:00+01:00 31.00 22.08 22.08 22.675 0.000 \n", "2019-03-26 15:24:00+01:00 33.90 30.42 30.42 27.040 0.000 \n", "\n", " Total demand \n", "2019-07-11 12:22:00+02:00 22.248 \n", "2019-08-17 23:53:00+02:00 20.767 \n", "2019-01-23 16:22:00+01:00 27.732 \n", "2019-10-22 18:53:00+02:00 22.805 \n", "2019-04-03 10:14:00+02:00 26.858 \n", "2019-06-22 02:01:00+02:00 26.532 \n", "2019-05-04 10:18:00+02:00 22.768 \n", "2019-02-26 09:21:00+01:00 22.806 \n", "2019-12-30 00:35:00+01:00 22.685 \n", "2019-05-03 20:28:00+02:00 22.784 \n", "2019-04-07 18:33:00+02:00 27.580 \n", "2019-01-15 05:14:00+01:00 27.864 \n", "2019-06-02 08:41:00+02:00 26.891 \n", "2019-10-11 15:46:00+02:00 28.388 \n", "2019-03-30 04:53:00+01:00 29.754 \n", "2019-12-13 21:25:00+01:00 22.815 \n", "2019-08-04 07:20:00+02:00 26.630 \n", "2019-09-29 17:49:00+02:00 27.614 \n", "2019-12-22 08:03:00+01:00 22.675 \n", "2019-03-26 15:24:00+01:00 27.040 " ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data[['DAM', 'POS', 'NEG', 'hp_output_MW', 'to_storage_MW', 'Total demand']].sample(20)" ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 41, "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": 42, "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": 43, "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": 44, "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": 45, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def run_optimisation(c, s):\n", " s.baseline = baseline_sim(s.baseline)\n", " s.hpcase = hponly(s.hpcase)\n", " s.storage_case = hponly_with_storage(s.storage_case)\n", "# s.hpcase_sde.assign_algorithm(hponly)\n", "# s.hpcase_sde.run()\n", " \n", "# s.optcase1.assign_algorithm(hybrid_imb_optimisation)\n", "# s.optcase1.run(decimals=2, s=s)\n", " \n", "# s.afrr_case.assign_algorithm(aFRR_optimisation)\n", "# s.afrr_case.run(s=s)\n", " \n", " for case in [s.hpcase, s.storage_case]: # [s.hpcase, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.mean_cop = case.data['hp_output_MW'].sum() / case.data['hp_input_MW'].abs().sum()\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 46, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGRSForePosForeNegForePos_nextQForeNeg_nextQGas prices (€/MWh)CO2 prices (€/ton)...MW (VDG)Tsource (NDG)Tsink (NDG)MW (NDG)Total demandhp_output_MWhp_input_MWcophp_output_MWhhp_input_MWh
2019-01-01 00:00:00+01:0068.9234.8558.012.046.8352.70NaNNaN22.3824.98...0.020.510147.6200.00.00.00.0NaN0.00.0
2019-01-01 00:01:00+01:0068.9234.8558.012.032.1254.45NaNNaN22.3824.98...0.020.387147.6420.00.00.00.0NaN0.00.0
2019-01-01 00:02:00+01:0068.9234.8558.012.030.9748.64NaNNaN22.3824.98...0.020.264147.6640.00.00.00.0NaN0.00.0
2019-01-01 00:03:00+01:0068.9234.8558.012.051.1348.3557.7173.0522.3824.98...0.020.141147.6860.00.00.00.0NaN0.00.0
2019-01-01 00:04:00+01:0068.9234.8558.012.048.0452.0163.6079.0722.3824.98...0.020.018147.7080.00.00.00.0NaN0.00.0
\n", "

5 rows × 23 columns

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" ], "text/plain": [ " DAM POS NEG RS ForePos ForeNeg \\\n", "2019-01-01 00:00:00+01:00 68.92 34.85 58.01 2.0 46.83 52.70 \n", "2019-01-01 00:01:00+01:00 68.92 34.85 58.01 2.0 32.12 54.45 \n", "2019-01-01 00:02:00+01:00 68.92 34.85 58.01 2.0 30.97 48.64 \n", "2019-01-01 00:03:00+01:00 68.92 34.85 58.01 2.0 51.13 48.35 \n", "2019-01-01 00:04:00+01:00 68.92 34.85 58.01 2.0 48.04 52.01 \n", "\n", " ForePos_nextQ ForeNeg_nextQ Gas prices (€/MWh) \\\n", "2019-01-01 00:00:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:01:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:02:00+01:00 NaN NaN 22.38 \n", "2019-01-01 00:03:00+01:00 57.71 73.05 22.38 \n", "2019-01-01 00:04:00+01:00 63.60 79.07 22.38 \n", "\n", " CO2 prices (€/ton) ... MW (VDG) Tsource (NDG) \\\n", "2019-01-01 00:00:00+01:00 24.98 ... 0.0 20.510 \n", "2019-01-01 00:01:00+01:00 24.98 ... 0.0 20.387 \n", "2019-01-01 00:02:00+01:00 24.98 ... 0.0 20.264 \n", "2019-01-01 00:03:00+01:00 24.98 ... 0.0 20.141 \n", "2019-01-01 00:04:00+01:00 24.98 ... 0.0 20.018 \n", "\n", " Tsink (NDG) MW (NDG) Total demand hp_output_MW \\\n", "2019-01-01 00:00:00+01:00 147.620 0.0 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 147.642 0.0 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 147.664 0.0 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 147.686 0.0 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 147.708 0.0 0.0 0.0 \n", "\n", " hp_input_MW cop hp_output_MWh hp_input_MWh \n", "2019-01-01 00:00:00+01:00 0.0 NaN 0.0 0.0 \n", "2019-01-01 00:01:00+01:00 0.0 NaN 0.0 0.0 \n", "2019-01-01 00:02:00+01:00 0.0 NaN 0.0 0.0 \n", "2019-01-01 00:03:00+01:00 0.0 NaN 0.0 0.0 \n", "2019-01-01 00:04:00+01:00 0.0 NaN 0.0 0.0 \n", "\n", "[5 rows x 23 columns]" ] }, "execution_count": 46, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "vis_data = s.storage_case.data[[\n", " 'storage_level_MWh', \n", " #'to_storage_ndg_MW', \n", " #'to_storage_vdg_MW', \n", " 'to_storage_MW', \n", " #'from_storage_ndg_MW', \n", " #'from_storage_vdg_MW',\n", " 'from_storage_MW'\n", "]]\n", "\n", "cops = pd.concat([s.hpcase.data['cop'], s.storage_case.data['cop']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "storage_level_MWh", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", 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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": 49, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(10068.493000000002, 10040.713000000005)" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ "total_to_storage = s.storage_case.data['to_storage_MWh'].sum()\n", "total_from_storage = s.storage_case.data['from_storage_MWh'].sum()\n", "total_to_storage, total_from_storage" ] }, { "cell_type": "code", "execution_count": 221, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 221, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 222, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 222, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hp_output = s.storage_case.data['hp_output_MW'].round(2)\n", "demand_and_to_storage = (s.storage_case.data['Total demand'] + s.storage_case.data['to_storage_MW']).round(2)\n", "hp_output.equals(demand_and_to_storage)" ] }, { "cell_type": "code", "execution_count": 223, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "hp_output_MW", "text": "", "type": "scatter", "x": [ "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 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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": 224, "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": 225, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Index(['DAM', 'POS', 'NEG', 'RS', 'ForePos', 'ForeNeg', 'ForePos_nextQ',\n", " 'ForeNeg_nextQ', 'Gas prices (€/MWh)', 'CO2 prices (€/ton)',\n", " 'CO2 prices (€/MWh)', 'Tsource (VDG)', 'Tsink (VDG)', 'MW (VDG)',\n", " 'Tsource (NDG)', 'Tsink (NDG)', 'MW (NDG)', 'Total demand',\n", " 'hp_output_MW', 'hp_input_MW', 'cop', 'tsource_vdg', 'tsource_ndg',\n", " 'to_storage_ndg_MW', 'from_storage_ndg_MW', 'to_storage_vdg_MW',\n", " 'from_storage_vdg_MW', 'to_storage_MW', 'from_storage_MW',\n", " 'storage_level_MWh', 'hp_output_MWh', 'hp_input_MWh',\n", " 'to_storage_ndg_MWh', 'from_storage_ndg_MWh', 'to_storage_vdg_MWh',\n", " 'from_storage_vdg_MWh', 'to_storage_MWh', 'from_storage_MWh',\n", " 'nomination_MWh', 'Prod. vol.', 'Cons. vol.', 'Imb. vol.',\n", " 'Day-Ahead Result', 'POS Result', 'NEG Result', 'Imbalance Result',\n", " 'Combined Result'],\n", " dtype='object')" ] }, "execution_count": 225, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case.data.columns" ] }, { "cell_type": "code", "execution_count": 226, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def collect_cashflows(c, s):\n", " s.hpcase.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " s.storage_case.data['nomination_MWh'] = s.hpcase.data['hp_input_MWh']\n", " s.storage_case.generate_electr_market_results(nom_col='nomination_MWh', real_col='hp_input_MWh')\n", "\n", "# s.hpcase_sde.generate_electr_market_results(nom_col='hp_input_MWh', real_col='hp_input_MWh')\n", " \n", "# s.optcase1.data['DA Nom'] = s.hpcase.data['hp_input_MWh'] * c.day_ahead_buying_perc\n", "# s.optcase1.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", " \n", "# s.afrr_case.data['POS'] = s.afrr_case.data['aFRR_up'].fillna(value=s.afrr_case.data['POS'])\n", "# s.afrr_case.data['DA Nom'] = s.hpcase.data['hp_input_MWh']\n", "# s.afrr_case.generate_electr_market_results(nom_col='DA Nom', real_col='hp_input_MWh')\n", "# s.afrr_case.add_cashflow('aFRR capacity fee (€)', c.afrr_capacity_fee * s.afrr_case.afrr_capacity)\n", " \n", " for case in [s.baseline]: #, s.optcase1, s.afrr_case]:\n", " case.add_gas_costs(gasvolumes_col='gb_input_MWh')\n", " case.add_co2_costs(volume_cols='gb_input_MWh', fuel='gas')\n", " case.add_eb_ode(commodity='gas', tax_bracket=c.tax_bracket_g)\n", " \n", " for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " \n", " case.add_eb_ode(commodity='electricity', tax_bracket=c.tax_bracket_e, cons_col='hp_input_MWh')\n", " case.add_grid_costs(\n", " power_MW_col='hp_input_MW',\n", " grid_operator=c.grid_operator,\n", " year=2020, \n", " connection_type=c.connection_type\n", " )\n", " \n", " for case in s.sde_cases:\n", " case = calculate_sde_subsidy(c=c, s=s, case=case)\n", " case.add_cashflow('SDE++ subsidy (€)', case.sde_results['corrected_amount'])\n", " return s\n", "\n", "s = collect_cashflows(c, s)" ] }, { "cell_type": "code", "execution_count": 227, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def calculate_financials(c, s):\n", " for case in s.cases:\n", " case.calculate_ebitda()\n", "\n", " for case in [s.hpcase, s.storage_case]: #, s.hpcase_sde, s.optcase1, s.afrr_case]:\n", " case.calculate_business_case(\n", " project_duration=c.project_duration, \n", " discount_rate=c.discount_rate, \n", " baseline=s.baseline\n", " )\n", " \n", " return s\n", "\n", "s = calculate_financials(c, s)" ] }, { "cell_type": 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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": 230, "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": 231, "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": 232, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def create_load_trace(gas_price, Tsnk, Tsrc, name):\n", " loads = []\n", " eprices = list(range(1000))\n", " for eprice in eprices:\n", " _, load = test_hp.set_opt_load(\n", " electricity_cost=eprice + s.eb_ode_e,\n", " alt_heat_price=gas_price / 0.9,\n", " demand=1, \n", " Tsink=Tsnk,\n", " Tsource=Tsrc\n", " )\n", " loads.append(load)\n", " trace = go.Scatter(x=eprices, y=loads, name=name)\n", " return trace" ] }, { "cell_type": "code", "execution_count": 233, "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": 234, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 235, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Total demand", "text": "", "type": "scatter", "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 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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": 237, "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": 238, "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": 239, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Heatpump onlyHeatpump + Storage
Total net volume (MWh)-37,696-38,382
Total exported to grid (MWh)--
Total consumed from grid (MWh)37,69638,382
Total nominated volume (MWh)-37,696-37,696
Absolute imbalance volume (MWh)-1,289
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4140
Total day-ahead result (€)-1,553,699-1,553,699
Total POS result (€)-38,069
Total NEG result (€)--20,289
Total imbalance result (€)-17,780
Total combined result (€)-1,553,699-1,535,919
\n", "
" ], "text/plain": [ " Heatpump only Heatpump + Storage\n", "Total net volume (MWh) -37,696 -38,382\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 37,696 38,382\n", "Total nominated volume (MWh) -37,696 -37,696\n", "Absolute imbalance volume (MWh) - 1,289\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 40\n", "Total day-ahead result (€) -1,553,699 -1,553,699\n", "Total POS result (€) - 38,069\n", "Total NEG result (€) - -20,289\n", "Total imbalance result (€) - 17,780\n", "Total combined result (€) -1,553,699 -1,535,919" ] }, "execution_count": 239, "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": 241, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "# casereport = ComparisonReport(cases = s.cases, kind='ebitda_calc', baseline=s.hpcase_sde, comparison='relative')\n", "# casereport.show(presentation_format=True)" ] }, { "cell_type": "code", "execution_count": 242, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/html": [ "
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Year 0Year 1Year 2Year 3Year 4Year 5Year 6Year 7Year 8Year 9Year 10Year 11Year 12
CAPEX (€)-6,231,000
Regular Earnings (€)3,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,475
Irregular Cashflows (€)------------
EBITDA (€)3,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,4753,049,475
Depreciations (€) -/--248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000-248,000
EBIT (€)2,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,4752,801,475
Income tax (Vpb.) (€)-687,119-687,119-687,119-687,119-687,119-687,119-687,119-687,119-687,119-687,119-687,119-687,119
NOPLAT (€)2,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,3562,114,356
Depreciations (€) +/+248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000248,000
Free Cash Flow (€)-6,231,0002,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,3562,362,356
Simple Payback Period2.6 years
IRR (%)37%
WACC (%)10%
NPV of explicit period (€)8,968,516
Discounted residual value (€)1,037,143
NPV (€)10,005,659
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 Year 3 \\\n", "CAPEX (€) -6,231,000 \n", "Regular Earnings (€) 3,049,475 3,049,475 3,049,475 \n", "Irregular Cashflows (€) - - - \n", "EBITDA (€) 3,049,475 3,049,475 3,049,475 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 \n", "EBIT (€) 2,801,475 2,801,475 2,801,475 \n", "Income tax (Vpb.) (€) -687,119 -687,119 -687,119 \n", "NOPLAT (€) 2,114,356 2,114,356 2,114,356 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 \n", "Free Cash Flow (€) -6,231,000 2,362,356 2,362,356 2,362,356 \n", "Simple Payback Period 2.6 years \n", "IRR (%) 37% \n", "WACC (%) 10% \n", "NPV of explicit period (€) 8,968,516 \n", "Discounted residual value (€) 1,037,143 \n", "NPV (€) 10,005,659 \n", "\n", " Year 4 Year 5 Year 6 Year 7 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,801,475 2,801,475 2,801,475 2,801,475 \n", "Income tax (Vpb.) (€) -687,119 -687,119 -687,119 -687,119 \n", "NOPLAT (€) 2,114,356 2,114,356 2,114,356 2,114,356 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,362,356 2,362,356 2,362,356 2,362,356 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 8 Year 9 Year 10 Year 11 \\\n", "CAPEX (€) \n", "Regular Earnings (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) 3,049,475 3,049,475 3,049,475 3,049,475 \n", "Depreciations (€) -/- -248,000 -248,000 -248,000 -248,000 \n", "EBIT (€) 2,801,475 2,801,475 2,801,475 2,801,475 \n", "Income tax (Vpb.) (€) -687,119 -687,119 -687,119 -687,119 \n", "NOPLAT (€) 2,114,356 2,114,356 2,114,356 2,114,356 \n", "Depreciations (€) +/+ 248,000 248,000 248,000 248,000 \n", "Free Cash Flow (€) 2,362,356 2,362,356 2,362,356 2,362,356 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) \n", "\n", " Year 12 \n", "CAPEX (€) \n", "Regular Earnings (€) 3,049,475 \n", "Irregular Cashflows (€) - \n", "EBITDA (€) 3,049,475 \n", "Depreciations (€) -/- -248,000 \n", "EBIT (€) 2,801,475 \n", "Income tax (Vpb.) (€) -687,119 \n", "NOPLAT (€) 2,114,356 \n", "Depreciations (€) +/+ 248,000 \n", "Free Cash Flow (€) 2,362,356 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 242, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.hpcase).show()" ] }, { "cell_type": "code", "execution_count": 243, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(14, 41, 59, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "Gas prices (€/MWh)", "text": "", "type": "scatter", "x": [ "2019-01-01 00:00:00+01:00", "2019-01-02 00:00:00+01:00", "2019-01-03 00:00:00+01:00", "2019-01-04 00:00:00+01:00", "2019-01-05 00:00:00+01:00", "2019-01-06 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" ] }, "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": 244, "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": 245, "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" ], "y": [ 0, 0, 0 ] }, { "marker": { "color": "rgba(31, 131, 118, 0.6)", "line": { "color": "rgba(31, 131, 118, 1.0)", "width": 1 } }, "name": "Heatpump VDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 4660000, 4660000 ] }, { "marker": { "color": "rgba(221, 67, 59, 0.6)", "line": { "color": "rgba(221, 67, 59, 1.0)", "width": 1 } }, "name": "Heatpump NDG CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 1540000, 1540000 ] }, { "marker": { "color": "rgba(243, 210, 104, 0.6)", "line": { "color": "rgba(243, 210, 104, 1.0)", "width": 1 } }, "name": "HotWaterStorage CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage" ], "y": [ 0, 0, 580000 ] } ], "layout": { "barmode": "relative", "height": 400, "legend": { "bgcolor": "#F5F6F9", "font": { "color": "#4D5663" }, "traceorder": "reversed" }, "paper_bgcolor": 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ggAACCCCAQKcEyIZOcWpsyAR2/eDxdMjBB6XnHHLQkIdpbAgsJIGHHtmdjjx840KO3aARGDKBJ578UXryqR+lQ3/8uUMeprEhgAACIQmQDSFjUVREAmRDxFTUhEA3BMiGbjhqBYFoBMiGaImoBwEEFokA2bBIaRvrXATIhrnwORmB0ATIhtDxKA6BVRMgG1aNzokIIIDA3ATIhrkRamBRCJANi5K0cS4iAbJhEVM35kUgQDYsQsrGiAACUQmQDVGTUVc4AmRDuEgUhEBnBMiGzlBqCIFQBMiGUHEoBgEEFowA2bBggRvu6gmQDatn50wEohMgG6InpD4EVkeAbFgdN2chgAACXRAgG7qgqI2FIEA2LETMBrmgBMiGBQ3esAdPgGwYfMQGiAACgQmQDYHDUVosAmRDrDxUg0CXBMiGLmlqC4E4BMiGOFmoBAEEFo8A2bB4mRvxKgmQDasE5zQEekCAbOhBSEpEYBUEyIZVQHPKTAT2/t3vpb27vjzTORtecGHasOl1M53jYAT6SIBs6GNqal4XAmTDumDXKQJFCJANRTDrBIHiBMiG4sgXrsO93/vdtPfp3WnDwS+YbuyP/9eUnv8/kQ3T0XJUzwmQDT0PUPnlCJAN5VjrCYHSBMiG0sSH3d/eJ76d9v7gPw97kD0Z3dNP70n5n0MOOagnFQ+7zAMOPjKlQ4f1jX5p2XDxZVekV7/y5HTZOy5anixbb9iW7v/mt9IHP7B5qgmU23jjGaem8889e+n47Z/4VLr5llvT9m3XLZ//+dvuSNd/5KPpnLPOXD4u//L8iy7d72dtnTb7mKqwEQflPuuvo1901PJYu+xnnhpXe26uf9fu3StOr+eQf5GPya8bt16z4rgtV38o7bj7Gyt+dslbL0ynn3bK0s/ee+WW9J0Hv7dfaTnT/GpmXuV76htev2J+rXZs+TyyYR56zl0oAmTDQsVtsAtGgGxYsMDXeLh7d/5lSg//h7T3wOevcU+an0Rg7969ac++fw484IBJh/r9GhPYsOfxlA48NG045n9f457KNj8E2VBdZNYvVLPAuP0Ld6aTT3pZ2vy+dy9BrQRE82K4jXhXEqBNruSL6EqsdNVP2VmT0r333Z/ev+Xa1Lywz9zzq5JJmfktt34m7dy5O11w3jnLIiEfk2VDfjXzqXLMnI479iUjxUFTUjXbazL53H+6I53xU8+IjGlfZMO0pBy38ATIhoWfAgAMmADZMOBw12FoWTbs/f5fpg3PPXYdetdlncDTe/akPfv+OfggKxvWfWY8/f2Unn6cbJjzNoppVzbUv9U+dOPG5W/Fm9+GV6sEmhem1Z+/eteO5XPrF6fVaohqXk3TRz62khjVeVdtvjydcPxxS3+sVk3kb9zz65K3XZCu/52Ppfox9Xk8aiz5mFHjb+snt//Xf3PX0jf9beOpftZcKVAf86SxNd9/ua3DNh26LApGvT/zGE982UvTPd/426VDKrGQ/71NDtRznCQbchuVrDnqJ45cWskyTiRdd+PvpUsv/qWZPkrIhplwOXiRCZANi5y+sQ+dANkw9ITLjo9sKMt7XG9kQ5wsEtnwTBgFZEO+CH10567lb//zn7/9wHeXpUHbaoDmt9z5wj9feOb/X13s1y9ec5v1C9/c5ouPeeHyz0b1UZcXWVh89nO3L9eV+2pewOd2Nm3aOPIWkbZ+Jo2/rZ9J42m22aw98xs3tuY7MddQX0ky6p1a8X9gX34fu+nmFbdSdCEbqtUqmXv91pq2epqMpvl0IRumoeQYBPYRIBtMAwSGS4BsGG626zEysmE9qLf3STbEyYJseDaLDmRD8x7/3HJ9H4PmhWy1ZL+SBm0X6PVj8oVtXrqfb1XIguF1r33N0r4N4y6Qm7KirY/8s+atAPU2R7Xf3LOhvo9EWz+Txj/NhX6bfKnLgaZsmDS2+juxmceod2l1C0V1y0iz7qZsqFab1OXQqD0bqv06ct9NkTKqHrIh0OepUoZHgGwYXqZGhEBFgGwwF7okQDZ0SXO+tsiG+fh1eraVDc/g7EA2jNsgctSFbP1CddQ+B9XP85L9Iw4/fOle/3wBm/982in/w37frDc3N5y0cWNTGlTzq7qIn0YCVBfU1TnNsUwz/lH9jBpPW5ttqzLa3i+jVi9MM9bqFopKDDTlQtsGkfVbTqa5jSILjbxiIr+sbOj0E09jCMxGgGyYjZejEegTAbKhT2nFr5VsiJMR2RAnCysbns1ijWVD7mXSN/ujZEN1MZtvufjl97xzaS+FfKH967/x20tPwHj4kUdW3CZRlx7TrGyYdIE96ffVbK7X39XKhuZeGLOubJi29moM0+zZMErOVPsqTNrQcRrZUK3IyHVN2rPByoZAn6dKGR4BsmF4mRoRAhUBssFc6JIA2dAlzfnaIhvm49fp2VY2PIOzgGyYtGfBqAvdatVA274JufT6N9/Ni+vcZn5VS/7b+mjuHZGPzz97876nLGSx0WyzeRtBPr75mM5R/Yzbs6JNDMw6ntxvfkJE9TjKSWNrvpeqvRKaT6PI43vooYfTK15+4n4rSXIb9TrnlQ1tKyVyH/W9OOp12yCy009EjSGwkgDZYEYgMFwCZMNws12PkZEN60G9vU+yIU4WVjY8m0UB2ZB7Gvc0hupCNx9Xv/WhupitP+6yEgI77v7GiqdCNJ9Gkdupy4ZRfTSfRlEXG20SoPkEiCXhsG/jyuo1qp9JT6No3t4waTwVm6rfzKguNPLPx41t1DuxuXqh4jFKCNUFwTSyYdSeDVlo5EebNp8+ketpCpCqdo++DPR5qpThESAbhpepESFQESAbzIUuCZANXdKcry2yYT5+nZ5tZcMzOOeUDZ1morFVE8gX+tW+FqtuZAFO9DSKBQjZELshQDZ0w1ErCEQkQDZETKW/NZENcbIjG+JkMdiVDX/3e2nvri/PBHrDCy5MGza9bqZzHLy+BJqrFporQta3uri9kw1xs1FZMAJkQ7BAlINAhwTIhg5haiqRDXEmAdkQJ4uhyoZAhJWCQDgCZEO4SBQUlQDZEDUZdSEwPwGyYX6GWvhHAmRDnNlANsTJgmwIlIVSEChEgGwoBFo3/SdANvQ/QyNAYBQBssHc6JIA2dAlzfnaIhvm49fp2QPds6FTRhpDYGAEyIaBBWo4a0eAbFg7tlpGYL0JkA3rncCw+icb4uRJNsTJwsqGQFkoBYFCBMiGQqB1038CZEP/MzQCBKxsMAdKECAbSlCerg+yYTpORY6ysqEIZp0gEIkA2RApDbWEJkA2hI5HcQjMRcDKhrnwOblBgGyIMyXIhjhZWNkQKAulIFCIANlQCLRu+k+AbOh/hkaAwCgCZIO50SUBsqFLmvO1RTbMx6/Tswe6suHRa69Kj932FzOhOuw9v5Ked8abZjrHwQj0kQDZ0MfU1LwuBMiGdcE+2E73PvFEevIv/4904H/z1GDH2KeB7d27N23YsKFPJQ+21se+eFja+JZfThue85zejvFH9/5x2vDE/5v2PG5OrX+Ie58tQRbrncUBh+xJe556Xjr4v//AepfSaf/fv/pX055dj6aDXnjMVO0+dfeO9GPn/gLZMBUtB60Vgc/fdke6/iMfTeecdWY6/9yzx3az/ROfSjffcmv65fdcmv7pq14xU0lkw0y4HLzIBMiGRU6/+7Hv3b0z7fzNi9Mhrz6q+8a1ODOBPftkwwFkw8zc1uKEnTfenV7w+/8+bdi4aS2aL9LmY5//eHrqy7emDYcfXqQ/nYwmkEXivv9NBxxANqz3PNnw5JNpzw8PSpve/X+tdymd9l9aNlx82RXp1a88OV32jouWx7H1hm3p/m9+K33wA5s7GVvu441nnDrxIrSTzjpoJNe7a/fudMlbL0ynn3bKUov5YvpjN92cbtx6zdKfq2Pq3V21+fJ0wvHHrajg3vvuT+/fcu2Kn5180svS5ve9e2ylbe1v33bdinPyMflV1VT9csvVH0o77v7GimPrY3nvlVvSdx783n79Z1GQX1kENPs6/6JL06lveP2KeVJvINdywXnnLPPKv2uO/egXHbU8pzLPL375a+nyd10yU2ILLxtyENWrbnaqCdMW3KEbN+43SWai7uBeEiAbehlb2KKzbPiHt/5ieu5pbwxb4yIV9viTT6XnHnLwIg057Fgfv+2z6Sc+8vFey4YffvpP0g//9JPpkBNfHpbzohTmNoo4Se/5//4h7fnBD9IR15AN86xsIBv2n9OZyaZNG5d+UQmXNtlQFyjVt/X167/qZ/UL/dxmvth/59vfsp+YqF+gNy/sswDKr0oK5XpuufUzaefO3ftd5GfZkF+V0KhWHVR15P6PO/YlI8VBUzY122sSy+P84pe+skJOtY0913HbHX+1XNd1N/5euvTiX5rpQ2VhZUNlbkYtHakmbT3YKsg8SZpGaibqDu4lAbKhl7GFLZpsiBUN2RAnD7IhThZDqIRsiJMi2fBMFvPeRjGtbMjXLbd/4c7lCVD/Fr+6sKx+Wf8itfkte/XtdtVvvc36RXlzNUTu47Ofu335mil/wZtXCFTf4OeL84cfeWT5z8228uqNUX01Z3XVd+6v+rZ+kmzIbVQcqi+XV7OiI4uAwzYdOnHlQ+Z64stemu75xt+uEAv5D21yoC4YJsmG3EZV+1E/ceTS7RHNL8zrzHJ7r3vta1asXMn5NCVLk/Pn/tMd6YyfemblyLSvhZUNW67+cDri8OdPXFpSDyuHkOVE/Y0zLWjH9Z8A2dD/DCONgGyIlEZKZEOcPMiGOFkMoRKyIU6KZEM52ZBFw1fv2rF8od+88M8Xt/XbAvKF6ouPeeHyz9ouupu3AFQyY9SF+ijZkPutLvKr1QC5nkd37lr+pn1SX6NkQ/559Y39NLIhH19dZB+zb/z59om2WyvGvYumuUiv+sltP/DAd1fc3tGVbKhWQ2RxNOkWmFxzfZzT3AKS6/zOd7+bjn7hC2f6UFlY2ZAh5zDy/T3Vqwk9m7Hb7rhzSUpUryOPPIJsmGmKDedgsmE4WUYYCdkQIYV/rIFsiJMH2RAniyFUQjbESZFs6E421K9fqoTr99e33Y8/7qK4uQx/lGxoXsTW25xmZUP1zXm1wry69mqKibb+x9VfP74ae+bS3LOh7SJ81IqA5v4F4/Z3mCQoqlsoqls8mmNprmyoZEzV7rg9G+qbOzalzah3f+6/vvKhEhXjVkOs9pNkIWVDNXnqS0Xa7FyWDZXlqpYXNd8Mjz3+5GrZO69nBJ548kfpwAMPSAft+8cLgXkJ7N29K+1651vSwaeeMW9Tzu+AwI+e3uO93QHHLpp46vbPpUN/+/f37dlwaBfNrUsbT37mP6QnPn1LOuiE/25d+tfpPxKwQWSc2bD34YfS3n17Nvz4Vb+xpkU977mHrGn7zcYjbhBZ35OuXm/zVoW6tGjKiuaF+SQBEEU2VPsRnHXmT08lGyatbGiKkWb+06xsqG6hqMRAUy60bRBZFxjT3EZRreTI9U2zsqEuFporGybdTjHLG2yhZUPTQjXtXHXPT/2Wi6Zs+MFjZMMsE67Pxz751D7ZcMABS8LBC4F5CWTZ8INLyYZ5OXZ1PtnQFcn528my4cev679seOrPyYb5Z8P8LeQnzeSnURzoaRTzw5yzhSwb8gaRP/Zraysbfvx5ZMOkC+Dmvg9DWtmQp2k1vvqtJG2ypG3PhuaTPibJhmn2bBglf6oL/kkbOk4jG+orOibt2dC8jSIzmzRn8jFuo5jhQ7AN6CjZUG+2KRtm6NKhPSfgNoqeBxisfLdRxArEbRRx8nAbRZwshlCJ2yjipOg2imeyKLFBZL54/fa+vQHqG9rnn71536rt/KjH5nVQvpjNr2qZf9sFdPNivdlH85zmvgv1Pme9jaJtPPWZ3baqIj8Osr7xZfOY6taBSU+jmCQbqnaaT6PI14wPPfRwesXLT9xvj4bmxf28sqFtpUTuY9TjOts2iGx7GkUe+x/se3xo1Y4NImf4PD+vPRMAACAASURBVM2rFb79wIPLb8LmRipt9zrl5smGGSAP7FCyYWCBrvNwyIZ1DqDRPdkQJw+yIU4WQ6iEbIiTItlQTjbknppPo6hfeDefRpFvoajLhuoCOv+s/jSK+m0X9fbycc09DvLFd31lwayyYVxfzVk9zYaWbZsgjtuHod7HqKcX1o9prl6o+Ixa+VAXBNPIhu88+L393sy5riw08lM7mvst5HqaAqRqoO3Rl20ZNjP26MsZP0+zcNhx9z1LZzVhkg0zwlyAw8mGBQi54BDJhoKwp+iKbJgCUqFDyIZCoBekG7IhTtBkQzeyYb0SXc1jIVdba8m+Vltj388bda07alxZQH3xy19Ll7/rkpmGvpB7NsxEyMEIPEuAbDAVuiRANnRJc/62yIb5GXbVAtnQFUntZAJkQ5x5MFTZ8Oi1V6XHbvuLmUAf9p5fSc87400znbPeB5cUACX7Wm+u69V/220ko2qpVsL88nsuTf/0Va+YqWSyYSZcDl5kAmTDIqff/djJhu6ZztMi2TAPvW7PJRu65bnorZENcWbAUGVDHMIqQSAeAbIhXiYqCkqAbAgaTE/LIhtiBUc2xMmDbIiTxRAqIRvipEg2xMlCJQiUIkA2lCKtn94TIBt6H2GoAZANoeJIZEOcPMiGOFkMoRKyIU6KZEOcLFSCQCkCZEMp0vrpPQGyofcRhhoA2RAqDrIhUBxkQ6AwBlAK2RAnRLIhThYqQaAUAbKhFGn99J4A2dD7CEMNgGwIFQfZECgOsiFQGAMohWyIEyLZECcLlSBQigDZUIq0fnpPgGzofYShBkA2hIqDbAgUB9kQKIwBlEI2xAmRbIiThUoQKEWAbChFWj+9J0A29D7CUAMgG0LFQTYEioNsCBTGAEohG+KEOFTZ8K//9Kb0Z3ffNRPoX//n56azTn7NTOc4GIE+EiAb+piamteFANmwLtgH2ynZECtaG0TGyYNsiJPFECohG+KkOFTZ8O5btqdHHv9h+ifPP3Iq2F958Nvpba/7H8mGqWg5aC0IfP62O9L1H/loOuesM9P55549tovtn/hUuvmWW9Mlb70wnX7aKTOXQzbMjMwJi0qAbFjU5Ndm3GTD2nBdbatkw2rJdX8e2dA900VukWyIkz7Z8EwW88qGiy+7Ir36lSeny95x0XK4W2/Ylu7/5rfSBz+wuZPAcx9vPOPUiReinXQ2ZyPvvXJLOmzToWnz+969oqUtV39o6c/553k8u3bvXvH7qzZfnk44/rgVP7v3vvvT+7dcu+JnJ5/0sv3abpbc1v72bdetOCwfk183br1mvzp33P2NFT+rX9jn8X3nwe/tRymLgvzKIqDZ1/kXXZpOfcPrV8yRegO5lgvOO2eFPGiO/egXHbU8n7Kc+NhNN+9X+zTRkQ3TUHIMAvsIkA2mQZcEyIYuac7fFtkwP8OuWiAbuiKpnUyAbIgzD8iGZ7IgG7qdk9W39G0X99UFdVOeVN/W17/ZH/UNfr7Yf+fb37KfmMijqC7Qmxf2Wf7kVyWEco233PqZtHPn7v0u8utSJJ9TjacSDrn/4459yUhx0BRNzfaatPM4v/ilr6wQU21jz3XcdsdfLYuWXMe/+JmfTmf81GyrG8iGbue71gZMgGwYcLjrMDSyYR2gj+mSbIiTB9kQJ4shVEI2xEmRbCgrG/JF6O1fuHN5AtS/ya8uLqtfHrpx4/K31vlitf5Ne/UNd7Wiot5m/Rv4tgv6z37u9uV287fteZVA1Xa+QH/4kUeW/9xsK6/eGNVXc1bntuvnNwVE20qNikElKVazmmPUqopmfZnpiS97abrnG3+79Kv6Kow2OVAXDJNkQ26vqv2onzhy6faIpnip15Pbe91rX7Ni1UqTX9unRub18MOPpEsv/qWZPlTIhplwOXiRCZANi5x+92MnG7pnOk+LZMM89Lo9l2zolueit0Y2xJkBZEM52ZBFw1fv2rF8oZ8vFOsX/vkCt37Bmy9WX3zMC5d/1nbh3bwNoJIZoy7Wm31WsiH3W13oVysCcj2P7ty1/G37pL7aLubrF/G5tiwyqjGOEgnVRfYx+8aeb59ou7Vi3Dtomov0fH4+Lrf9wAPf3e92hC5kQyVXsjSadPtLVUt1C8k0t4DkMeRVHH+w71aK5u0qkz5hyIZJhPwegWcJkA2mQpcEyIYuac7fFtkwP8OuWiAbuiKpnUyAbIgzD8iG7mRDc/+B3HL9Hvu2e/LHXRg3l+KPkg3NC9l6m9OsbKhWH1S3H1QX900x0db/uPrbVjLU9yQYJRtGrQho7l8wbn+HSYKiuoWi2k+jOY6mbKhETNXuuD0b6ps7NoXNqHd+7r++8mHUbSht5zcl1TSfLmTDNJQcg8A+AmSDadAlAbKhS5rzt0U2zM+wqxbIhq5IaodsiDUHyIbuZMOkDSLzBWXbq3mrQl1aNGVFUyxMEgDrKRvyWOurFH79N357xWaGq13Z0JQiTabTrGyobqGoxEBTLjRvW8l91AXGNLdRVBs45nOnWdlQlw3NlQ3jnjpBNsT6TFXNwAiQDQMLdJ2HQzascwCN7smGOHmQDXGyGEIlVjbESZFsKCsbxl00Np9o0feVDZlsdRF/xOGHr7iFIv9u2j0bmhJnkmyYZs+GUeKnuuCftKHjNLKhWsmSxzppz4bmbRR1UTPu0ZZuo4jzWaqSgRIgGwYa7DoNi2xYJ/AjuiUb4uRBNsTJYgiVkA1xUiQbysmGfAH77X37A9Qfs5h/9uZ9jzvM9+o3v5HPF7T5VS31b7uIbl6wN/tontPcd6He56y3UbSNpzmzq9sB8gqNs8786RWPdWzWXh076WkUk2RD1U7zaRT5VoiHHno4veLlJ7Y+MrLOYl7Z0LZSIrMZtbdC2waRbU+jaMoFG0TG+SxVyUAJkA0DDXadhkU2rBN4siEW+JZqyIbwEfWqQLIhTlxkQznZkHtqPo2i/sSJ5tMo8gV6XTZUF9H5Z/WnUdRvu6i3l49r7nOQL8Drm1TOKhvG9TVqVjcFR3Vc2yaI4/ZhqLdfFxKj+m2uXqjYjFr5UBcE08iG7zz4vf26znVloZGf2NF8+kSupylAqgbaHn3Zll8zX4++jPNZqpKBEiAbBhrsOg2LbFgn8GRDLPBkQ/g8+l4g2RAnQbKhG9mwXomu5tGQq621ZF+rrbHP57VtIDpuPNWeEPWVMtOO3waR05Jy3MITIBsWfgp0CoBs6BTn3I25jWJuhJ01YGVDZyg1tI8A2RBnGgxVNvzrP70p/dndd80E+tf/+bnprJNfM9M5631wSQFQsq/15roe/bfdRjKqjrZbLGapmWyYhZZjF5oA2bDQ8Xc+eLKhc6RzNUg2zIWv05PJhk5xLnxjZEOcKTBU2RCHsEoQiEeAbIiXiYqCEiAbggbT07LIhljBkQ1x8iAb4mQxhErIhjgpkg1xslAJAqUIkA2lSOun9wTIht5HGGoAZEOoOBLZECcPsiFOFkOohGyIkyLZECcLlSBQigDZUIq0fnpPgGzofYShBkA2hIqDbAgUB9kQKIwBlEI2xAmRbIiThUoQKEWAbChFWj+9J0A29D7CUAMgG0LFQTYEioNsCBTGAEohG+KESDbEyUIlCJQiQDaUIq2f3hMgG3ofYagBkA2h4iAbAsVBNgQKYwClkA1xQiQb4mShEgRKESAbSpHWT+8JkA29jzDUAMiGUHGQDYHiIBsChTGAUsiGOCEOVTa888qr0s2f/ouZQG/9tV9J5/7sm2Y6x8EI9JEA2dDH1NS8LgTIhnXBPthOyYZY0dogMk4eZEOcLIZQCdkQJ8WhyoaLr/jV9PDOR9PxLz5mKth//bUd6bJf+oWwsuHiy65Ibzzj1HT+uWdPNZ76Qds/8al08y23pu3brkufv+2OdP1HPrr074v+qlicc9aZE7lWDC9564Xp9NNO6T06sqH3ERpAKQJkQynSi9EP2RArZ7IhTh5kQ5wshlAJ2RAnRbLhmSy6kA333nd/ev+Wa1eEe/JJL0ub3/fuuQPvg2zINe7avXvFWJtSIx+TXzduvWbFcVuu/lDacfc3VvysfmH/3iu3pO88+L39OGZRkF+VTKkfcP5Fl6ZT3/D6dNk7Lmrln2u54LxzVsiDZoZHv+io9MEPbF46P8uJj9108361zx3uOjRANqwDdF32kwDZ0M/colZNNsRKhmyIkwfZECeLIVRCNsRJkWx4Jot5ZcOob77zRfI73/6WdMLxx80V+jyyod7xWqxsqC7Qmxf2W2/YttR1dbGf+77l1s+knTt373eRn2VDflVipqqzEg6Z43HHvmSkOMh93f/Nby2LgWZ7Tfg5ry9+6SvLx+fft2WY67jtjr9arivX8brXvmbiSoi5wi5wMtlQALIuhkGAbBhGjlFGQTZESeKZOsiGOHmQDXGyGEIlZEOcFMmGbmTDNDKgupit0j9048YV35KP+31u/9WvPDnd/oU7lydPc0l//dv/ett1wdAmG/KFer3dqzZfvixH8uqAvHogrxzIr/rvqkJyv4dtOnTiCo4sAE582UvTPd/42xViIf+hTQ7UBcMk2ZDbqDI46ieOnHirSJs0yGOddJtEm6SI826evhKyYXpWjlxwAmTDgk+AjodPNnQMdM7myIY5AXZ4OtnQIUxNJbIhziQgG+aXDdU3+20X4vWk8wV1/ZaKfHH84mNeuPSzNglQXxXRvP2gvg9DdbH+6M5dK77Z//YD312SGeNkQxYNX71rx7L0yO1+9nO3L/85X4A3pUhz9k5zkZ7PycdlRg/sq6t5O0IXsqEaZ6530v4WVS3VipNpbgHJY6iy7vueF2RDnM9glQQnQDYED6hn5ZENsQIjG+LkQTbEyWIIlZANcVIkG+aXDU1R0Lzvf5SEqC/9b9420JwhbSsn6hf5zQv+ugDJF/fVppDNWtv2LRjXbrOuaUVLdQtFtf9Bs96mbKhkSsVu3J4N9U0zczt16TLqnZb7rwuDWW4vaZ4b5908fSVFZMOWqz+cvv3AgyM3uXjGtr1on2171/SVOxKBwgTIhsLAB94d2RArYLIhTh5kQ5wshlAJ2RAnRbJhftkw6oK77efNb9DrGxA2b2eoby45TjYcs291RN6Ysik1qgv6PMJRsiEf0/aqbieYZtXCNMdUt1BUYqApF9o2iKyPZ5rbKKoNHPN4plnZUJcNzVzG3U5BNkz5+TXp3qIh7bg5JRKH9ZAA2dDD0AKXTDbECodsiJMH2RAniyFUQjbESZFsmF825BaqPRXqTz5oyobmMc1NDeuzojq3eizjWq1smCQKJv0+1zzNng2jpEZ1wT9pQ8dpZEO1SqMuV0a905q3UeTjphmr2yhm+OyaBHSW5SQzdOtQBDolQDZ0inPhGyMbYk0BsiFOHmRDnCyGUAnZECdFsqEb2dD2JIOmbGhee+UL6PzKtxbk8x966OEVT1uoH9+UDfnivNqTIbfRvH2g/vtxezY026naevO+R0Lm/QwmXS/m46v2m0+jqMb0ipef2PrIyHrb88qGtpUSubZRjx1t2yByVIZ/sO9xl1U7Noic4bOrfo9ONmtHHnnEisd4WNkwA0yHrhsBsmHd0A+y48e+/0h69F/9Qtrz2tcPcnx9G9STTz2dDjn4wL6VPch6D/jSnemw3/136XnPP7y343voT/44PfXJP0x7j53vEXS9BRCo8D1796Y9e/amgw48IFBVi1nKht270oFPP51ecO3WQQG4+IpfTQ/vfDQd/+JjphrXvI++zJ0092rIP6tWJuR/bz5tIt9CkV9ZNkw6t7nMv23Txq6eRlFvexrZUAFurl6o2hm18qEuCKaRDd958Hv7ZZn5ZkmTn6bR3LQx19MUIFUDo6RBM4cmZ4++nOrt9MxBec+GR3fuXJrglWxYniznnv3skphN9myYgalDyxMgG8ozH3KPj+77i8n9b//FdFDaMORhGhsCMxP4Udqbjvt/Pr7v8WaHzXxulBP+4g9+Nx35xzelAza4wI2SiTrWn8DevXvS37/gv01v/K1t619MhxWsh2zosHxNFSDQtjnmuG6H9EV8kQ0iM8wMedOmjem4Y1+ytLKhen3xS19JO3fuHrl5ZIH8dYHAVATIhqkwOWhKAo8+/sP00zf+Rvq5k1415RkOW0sCbqNYS7qztf2nd38tfebi96TDnvtjs50Y6OibvvbF9PGv3Jle/cIXB6pqMUtxG0Wc3P9u986064nH00fPf3ucojqo5J1XXpVu/vRfzNTS1l/7lXTuz75ppnMc3F8C1e0f9dUno0bTdotFf0eeUjHZkCHlFQ477r5nBa+TTzrRioY+z6AFqp1sWKCwCwyVbCgAeYYuyIYZYK3xoWTDGgNesObJhjiBD1U2xCGsEgTiESgqG/Lw226jiIdFRQjsT4BsMCu6JEA2dElz/rbIhvkZdtUC2dAVSe1kAmRDnHlANsTJQiUIlCJQXDaUGph+EOiaANnQNdHFbo9siJU/2RAnD7IhThZDqIRsiJMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKI5ENcfIgG+JkMYRKyIY4KZINcbJQCQKlCJANpUjrp/cEyIbeRxhqAGRDqDjIhkBxkA2BwhhAKWRDnBDJhjhZqASBUgTIhlKk9dN7AmRD7yMMNQCyIVQcZEOgOMiGQGEMoBSyIU6IZEOcLFSCQCkCZEMp0vrpPQGyofcRhhoA2RAqDrIhUBxkQ6AwBlAK2RAnRLIhThYqQaAUAbKhFGn99J4A2dD7CEMNgGwIFQfZECgOsiFQGAMohWyIEyLZECcLlSBQikBx2XDxZVekXbt3t45v+7brSo1bPwjMTIBsmBmZE8YQIBtiTQ8bRMbJg2yIk8UQKiEb4qRINsTJQiUIlCJQVDa898ot6bBNm9Lm972r1Pj0g0BnBMiGzlBqaB8BsiHWNCAb4uRBNsTJYgiVkA1xUiQb4mShEgRKESgqG86/6NJ0yVsvTKefdkqp8ekHgc4IkA2dodQQ2RBuDpANcSIhG+JkMYRKyIY4KZINcbJQCQKlCJANpUjrp/cEyIbeRxhqAFY2hIrDng2B4iAbAoUxgFLIhjghkg1xslAJAqUIFJUN+TaK1732Nen8c88uNT79INAZAbKhM5QasrIh3BywsiFOJGRDnCyGUAnZECdFsiFOFipBoBSBorLh87fdkT52083pxq3XlBqffhDojADZ0BlKDZEN4eYA2RAnErIhThZDqIRsiJMi2RAnC5UgUIpAUdmQ92wY91qvp1Fs/8Sn0s233LpiP4nqqRnNmvIYDt24kTApNUMD9UM2BApjAKW4jSJWiGRDnDzIhjhZDKESsiFOimRDnCxUgkApAkVlQ6lBzdJPFg2f/dztS4/jrG9emWXDpk0b03HHviRd9o6LlprcesO2dP83v5V27txNNswCeSDHkg0DCTLIMMiGIEE8WwbZECcPsiFOFkOohGyIkyLZECcLlSBQisBCy4ZKNOTbOppPysiy4YLzzknXf+SjqVrdkI8556wzl+SEW0FKTdE4/ZANcbIYQiVkQ6wUyYY4eZANcbIYQiVkQ5wUyYY4WagEgVIEisiG6iI936ow7lXyNoq6aMg1jZINt91xZzri8Ocvl33kkUeQDaVmZ7B+yIZggfS8HLIhVoBkQ5w8yIY4WQyhErIhTopkQ5wsVIJAKQJFZEOpwUzbT1M0jJMNxxzzwvT+Ldcu79PQPPf7O384bbeO6zmBp/fsTQds2JD2/a8XAnMT2PnEY+lffvy69M9O+Mm529LA/AT27H3m/e21/gT+/N7/kv7oFy9Nm57zvPUvZpUV3Pz1v0l/9PUvp1e84OhVtuC0rgjse2unvfv+x/u7K6Krb+fvf7Ar7X7y8XT9WW9ZfSNTnPn8TT82xVEOQQCBEgQWUjZsufrDacfd97TyzbdJ5EdzVrdRnH7aKSkfn1c35L0bmrLhR0/vKZGTPgIQ+OFjT6SDDjowHXLwQQGqUULfCTz6+GPpZ37nQ+lnT3pl34cyiPqffOpH3ttBkvyzu+9Kn37bu9Nhz+2vbPjDu/46bf/aF9OrjjomCNXFLWPPnj0py8SDDjxwcSEEGfnf796Vdu0T7b933tvWtKKDDjxgTdvXOAIITE9gIWVDG55Rt1Fk2VB/ta2KmB63I/tMwG0UfU4vXu1uo4iVidso4uThNoo4WQyhErdRxEnRbRRxslAJAqUIkA3PkiYbSk25/vZDNvQ3u4iVkw2xUiEb4uRBNsTJYgiVkA1xUiQb4mShEgRKESAbyIZSc633/ZANvY8w1ADIhlBxJLIhTh5kQ5wshlAJ2RAnRbIhThYqQaAUAbKhFGn99J4A2dD7CEMNgGwIFQfZECgOsiFQGAMohWyIEyLZECcLlSBQigDZUIq0fnpPgGzofYShBkA2hIqDbAgUB9kQKIwBlEI2xAmRbIiThUoQKEWgiGx475Vb0gc/sHnsmKY5phQU/SDQRoBsMC+6JEA2dElz/rbcRjE/w65aIBu6IqmdTIBsiDMPyIY4WagEgVIEisiGvPlifl3y1gtT29Mdbr7l1qXfb992Xalx6weBmQmQDTMjc8IYAmRDrOlBNsTJg2yIk8UQKiEb4qRINsTJQiUIlCJQRDYsiYRPfCplqXD0i45aXuVw8WVXpF27d6dzzjoznX/u2aXGrB8EVkWAbFgVNieNIEA2xJoaZEOcPMiGOFkMoRKyIU6KZEOcLFSCQCkCxWRDNaAtV3847bj7nqU/1sVDqQHrB4HVEiAbVkvOeW0EyIZY84JsiJMH2RAniyFUQjbESZFsiJOFShAoRaC4bKhWM+QBnnzSiWnz+95Vaqz6QWAuAmTDXPic3CBANsSaEmRDnDzIhjhZDKESsiFOimRDnCxUgkApAsVkw9YbtqXbv3DnitUMeVPI7zz4vda9HEoB0A8C0xIgG6Yl5bhpCJAN01AqdwzZUI71pJ7IhkmE/H4WAmTDLLTW9liyYW35ah2BiASKyIZxG0R+/rY70vUf+Wg6dOPGdOPWayIyUhMCSwTIBhOhSwJkQ5c052+LbJifYVctkA1dkdROJkA2xJkHZEOcLFSCQCkCRWTDNI+1nOaYUlD0g0AbAbLBvOiSANnQJc352yIb5mfYVQtkQ1cktUM2xJoDZEOsPFSDQAkCRWRDiYHoA4G1JkA2rDXhxWqfbIiVN9kQJw+yIU4WQ6jEyoY4KZINcbJQCQKlCJANpUjrp/cEyIbeRxhqAGRDqDgS2RAnD7IhThZDqIRsiJMi2RAnC5UgUIpAEdmQ92y45K0XptNPOyXde9/96f1brk1Xbb48nXD8cUvjrPZt2L7tulLj1g8CMxMgG2ZG5oQxBMiGWNODbIiTB9kQJ4shVEI2xEmRbIiThUoQKEWAbChFWj+9J0A29D7CUAMgG0LFYWVDoDjIhkBhDKAUsiFOiGRDnCxUgkApAmRDKdL66T0BsqH3EYYaANkQKg6yIVAcZEOgMAZQCtkQJ0SyIU4WKkGgFAGyoRRp/fSeANnQ+whDDYBsCBUH2RAoDrIhUBgDKIVsiBMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKg2wIFAfZECiMAZRCNsQJkWyIk4VKEChFgGwoRVo/vSdANvQ+wlADIBtCxUE2BIqDbAgUxgBKIRvihEg2xMlCJQiUIlBMNkwzIE+jmIaSY9aLANmwXuSH2S/ZECtXT6OIkwfZECeLIVRCNsRJkWyIk4VKEChFoIhsKDUY/SCwlgTIhrWku3htkw2xMicb4uRBNsTJYgiVkA1xUiQb4mShEgRKESgmG7Zc/eG04+57lsZ18kknps3ve1epMeoHgU4IkA2dYNTIswTIhlhTgWyIkwfZECeLIVRCNsRJkWyIk4VKEChFoIhs2HrDtvTVu3akG7deszSu9165JR22aRPhUCpl/XRCgGzoBKNGyIaQc4BsiBML2RAniyFUQjbESZFsiJOFShAoRaCIbLj4sivSG884NZ1/7tlL47r3vvvT+7dcm+zRUCpm/XRBgGzogqI2KgJWNsSaC2RDnDzIhjhZDKESsiFOimRDnCxUgkApAkVkw/kXXZoueeuF6fTTTlkeV9vPSg1aPwishgDZsBpqzhlFgGyINTfIhjh5kA1xshhCJWRDnBTJhjhZqASBUgTIhlKk9dN7AmRD7yMMNQCyIVQcHn0ZKA6yIVAYAyiFbIgTItkQJwuVIFCKANlQirR+ek+AbOh9hKEGQDaEioNsCBQH2RAojAGUQjbECZFsiJOFShAoRaCYbJhmQPZwmIaSY9aLANmwXuSH2S/ZECtXt1HEyYNsiJPFECohG+KkSDbEyUIlCJQiUEQ2lBqMfhBYSwJkw1rSXby2yYZYmZMNcfIgG+JkMYRKyIY4KZINcbJQCQKlCISQDXmzyPyysqFU7PpZDQGyYTXUnDOKANkQa26QDXHyIBviZDGESsiGOCmSDXGyUAkCpQism2zY/olPpZtvuXV5nFdtvjydcPxxpcatHwRmJkA2zIzMCWMIkA2xpgfZECcPsiFOFkOohGyIkyLZECcLlSBQikBx2bDl6g+nHXffszy+5iMxSw1cPwjMSoBsmJWY48cRIBtizQ+yIU4eZEOcLIZQCdkQJ0WyIU4WKkGgFIFisqG6VSIP7Jyzzkznn3t2yj8jG0pFrZ95CZAN8xJ0fp0A2RBrPpANcfIgG+JkMYRKyIY4KZINcbJQCQKlCBSRDaP2ZCAbSsWsny4IkA1dUNRGRYBsiDUXyIY4eZANcbIYQiVkQ5wUyYY4WagEgVIEismGQzduTDduvWbFuMiGUjHrpwsCZEMXFLVBNsScA2RDnFzIhjhZDKESsiFOimRDnCxUgkApAkVkQx5M/TaK6tYJsqFUzPrpggDZ0AVFbZANMecA2RAnF7IhThZDqIRsiJMi2RAnC5UgUIpAMdlQDcgGkaWi1U/XBMiGrokudntuo4iVP9kQJw+yIU4WwPk2cgAAHgtJREFUQ6iEbIiTItkQJwuVIFCKQHHZUA2s/ujLtlssSgHQDwLTEiAbpiXluGkIkA3TUCp3DNlQjvWknsiGSYT8fhYCZMMstNb2WLJhbflqHYGIBNZNNtRhjNpAMiIwNS0uAbJhcbNfi5GTDWtBdfVtkg2rZ9f1mWRD10QXuz2yIU7+ZEOcLFSCQCkCIWRDqcHqB4F5CJAN89BzbpMA2RBrTpANcfIgG+JkMYRKyIY4KZINcbJQCQKlCBSRDdUtE+ecdWY6/9yzV4xt3O9KQdAPAtMQIBumoeSYaQmQDdOSKnMc2VCG8zS9kA3TUHLMtATIhmlJrf1xZMPaM9YDAtEIFJEN771ySzps06a0+X3vah1/3jTy0Z070wc/sDkaH/UgsEyAbDAZuiRANnRJc/62yIb5GXbVAtnQFUntZAJkQ5x5QDbEyUIlCJQiUEQ2THrE5edvuyNd/5GPpu3bris1bv0gMDMBsmFmZE4YQ4BsiDU9yIY4eZANcbIYQiVkQ5wUyYY4WagEgVIEyIZSpPXTewJkQ+8jDDUAsiFUHIlsiJMH2RAniyFUQjbESZFsiJOFShAoRaCIbLj4sivSBeedk04/7ZTWceWVDR+76eZ049ZrSo1bPwjMTIBsmBmZE6xs6M0cIBviREU2xMliCJWQDXFSJBviZKESBEoRKCIbtt6wLd3/zW+N3JNh0p4OpWDoB4FxBMgG86NLAlY2dElz/rbIhvkZdtUC2dAVSe1kAmRDnHlANsTJQiUIlCJQRDbkweTVDfnVXL2Qf75r9277NZRKXD+rJkA2rBqdE1sIkA2xpgXZECcPsiFOFkOohGyIkyLZECcLlSBQikAx2ZAHlFc43P6FO1eM7eSTThz5lIpSEPSDwDQEyIZpKDlmWgJkw7SkyhxHNpThPE0vZMM0lBwzLQGyYVpSa38c2bD2jPWAQDQCRWVDtMGrB4FZCJANs9By7CQCZMMkQmV/TzaU5T2uN7IhThZDqIRsiJMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKw9MoAsVBNgQKYwClkA1xQiQb4mShEgRKESAbSpHWT+8JkA29jzDUAMiGUHGQDYHiIBsChTGAUsiGOCGSDXGyUAkCpQiQDaVI66f3BMiG3kcYagBkQ6g4yIZAcZANgcIYQClkQ5wQyYY4WagEgVIEyIZSpPXTewJkQ+8jDDUAsiFUHGRDoDjIhkBhDKAUsiFOiGRDnCxUgkApAmRDKdL66T0BsqH3EYYaANkQKg6yIVAcZEOgMAZQCtkQJ0SyIU4WKkGgFIGFlQ1brv5w2nH3Pcucj37RUemDH9i8/OeLL7si7dq9O23fdt2KLM6/6NJ06MaN6cat15TKSD9BCJANQYIYSBlkQ6wgPY0iTh5kQ5wshlAJ2RAnRbIhThYqQaAUgYWVDVkm1IVB/vOrX3lyuuwdFy2xz3/etGljOu7Ylyz/bOsN29L93/xW2rlzN9lQaoYG6odsCBTGAEohG2KFSDbEyYNsiJPFECohG+KkSDbEyUIlCJQisLCyoQm4EgnV6oYsGy4475x0/Uc+ury6Ia9qOOesM9NnP3c72VBqhgbqh2wIFMYASiEbYoVINsTJg2yIk8UQKiEb4qRINsTJQiUIlCJANjxL+r1XblmxiqGSDbfdcWc64vDnL+dx5JFHrJANTz+9p1RW+llnAj947Il08EEHpUMOPnCdK9H9EAg8+vhj6Z/9zofSz530yiEMp/djeOKpH6XnHHxQ78cxhAH86d13pT9/27vTYc99Xm+H8+/v+uv07772xfSqo47p7RiGUvjTe/amPXv3pIMP9N/u9c7073bvSrueeCz92/PetqalHHjgAWvavsYRQGB6AmTDPlZ5VcPtX7hzxf4MlWw45pgXpvdvuXZ5n4btn/jUCtnwyM4fTk/bkb0msGffX1g2bEj7/tn3f7wQmJPAzn1/4Tr349elN53wk3O25PQuCOzdm9/f3ttdsJy3jf94739Jn/jFS9Om5/RXNnzy63+T/ujrX04/+YKj58Xh/HkJ7Htv793Xhvf3vCDnP/8ffrAr7X7y8fTbZ71l/sbGtHD4ph9b0/Y1jgAC0xNYeNmQ5cHNt9yartp8eTrh+OOWyVWy4fTTTkl5M8m8uiHv59CUDdOjdmTfCbiNou8JxqrfbRSx8nAbRZw83EYRJ4shVOI2ijgpuo0iThYqQaAUgYWWDW0rGirwddlQD4NsKDU14/VDNsTLpM8VkQ2x0iMb4uRBNsTJYgiVkA1xUiQb4mShEgRKEVhY2ZD3aMiv+uMu69DJhlJTsD/9kA39yaoPlZINsVIiG+LkQTbEyWIIlZANcVIkG+JkoRIEShFYSNlw7333L+3D0Pa65K0XpnzrBNlQagr2px+yoT9Z9aFSsiFWSmRDnDzIhjhZDKESsiFOimRDnCxUgkApAgspG0rB1c+wCJANw8pzvUdDNqx3Aiv7Jxvi5EE2xMliCJWQDXFSJBviZKESBEoRIBtKkdZP7wmQDb2PMNQAyIZQcSSyIU4eZEOcLIZQCdkQJ0WyIU4WKkGgFAGyoRRp/fSeANnQ+whDDYBsCBUH2RAoDrIhUBgDKIVsiBMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKg2wIFAfZECiMAZRCNsQJkWyIk4VKEChFgGwoRVo/vSdANvQ+wlADIBtCxUE2BIqDbAgUxgBKIRvihEg2xMlCJQiUIkA2lCKtn94TIBt6H2GoAZANoeIgGwLFQTYECmMApZANcUIkG+JkoRIEShEgG0qR1k/vCZANvY8w1ADIhlBxkA2B4iAbAoUxgFLIhjghkg1xslAJAqUIkA2lSOun9wTIht5HGGoAZEOoOMiGQHGQDYHCGEApZEOcEMmGOFmoBIFSBMiGUqT103sCZEPvIww1ALIhVBxkQ6A4yIZAYQygFLIhTohkQ5wsVIJAKQJkQynS+uk9AbKh9xGGGgDZECoOsiFQHGRDoDAGUArZECdEsiFOFipBoBQBsqEUaf30ngDZ0PsIQw2AbAgVB9kQKA6yIVAYAyiFbIgTItkQJwuVIFCKANlQirR+ek+AbOh9hKEGQDaEioNsCBQH2RAojAGUQjbECZFsiJOFShAoRYBsKEVaP70nQDb0PsJQAyAbQsVBNgSKg2wIFMYASiEb4oRINsTJQiUIlCJANpQirZ/eEyAbeh9hqAGQDaHiIBsCxUE2BApjAKWQDXFCJBviZKESBEoRIBtKkdZP7wmQDb2PMNQAyIZQcZANgeIgGwKFMYBSyIY4IZINcbJQCQKlCJANpUjrp/cEyIbeRxhqAGRDqDjIhkBxkA2BwhhAKWRDnBDJhjhZqASBUgTIhlKk9dN7AmRD7yMMNQCyIVQcZEOgOMiGQGEMoBSyIU6IZEOcLFSCQCkCZEMp0vrpPQGyofcRhhoA2RAqDrIhUBxkQ6AwBlAK2RAnRLIhThYqQaAUAbKhFGn99J4A2dD7CEMNgGwIFQfZECgOsiFQGAMohWyIEyLZECcLlSBQigDZUIq0fnpPgGzofYShBkA2hIqDbAgUB9kQKIwBlEI2xAmRbIiThUoQKEWAbChFWj+9J0A29D7CUAMgG0LFQTYEioNsCBTGAEohG+KESDbEyUIlCJQiQDaUIq2f3hMgG3ofYagBkA2h4iAbAsVBNgQKYwClkA1xQiQb4mShEgRKESAbSpHWT+8JkA29jzDUAMiGUHGQDYHiIBsChTGAUsiGOCGSDXGyUAkCpQiQDaVI66f3BMiG3kcYagBkQ6g4yIZAcZANgcIYQClkQ5wQyYY4WagEgVIEyIZSpPXTewJkQ+8jDDUAsiFUHGRDoDjIhkBhDKAUsiFOiGRDnCxUgkApAmRDKdL66T0BsqH3EYYaANkQKg6yIVAcZEOgMAZQCtkQJ0SyIU4WKkGgFAGyoRRp/fSeANnQ+whDDYBsCBUH2RAoDrIhUBgDKIVsiBMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKg2wIFAfZECiMAZRCNsQJkWyIk4VKEChFgGwoRVo/vSdANvQ+wlADIBtCxUE2BIqDbAgUxgBKIRvihEg2xMlCJQiUIkA2lCKtn94TIBt6H2GoAZANoeIgGwLFQTYECmMApZANcUIkG+JkoRIEShEgG0qR1k/vCZANvY8w1ADIhlBxkA2B4iAbAoUxgFLIhjghkg1xslAJAqUIkA2lSOun9wTIht5HGGoAZEOoOMiGQHGQDYHCGEApZEOcEMmGOFmoBIFSBMiGUqT103sCZEPvIww1ALIhVBxkQ6A4yIZAYQygFLIhTohkQ5wsVIJAKQJkQynS+uk9AbKh9xGGGgDZECoOsiFQHGRDoDAGUArZECdEsiFOFipBoBQBsqEUaf30ngDZ0PsIQw2AbAgVB9kQKA6yIVAYAyiFbIgTItkQJwuVIFCKANlQirR+ek+AbOh9hKEGQDaEioNsCBQH2RAojAGUQjbECZFsiJOFShAoRYBsKEVaP70nQDb0PsJQAyAbQsVBNgSKg2wIFMYASiEb4oRINsTJQiUIlCJANpQirZ/eEyAbeh9hqAGQDaHiIBsCxUE2BApjAKWQDXFCJBviZKESBEoRIBtKkdZP7wmQDb2PMNQAyIZQcZANgeIgGwKFMYBSyIY4IZINcbJQCQKlCJANpUjrp/cEyIbeRxhqAGRDqDjIhkBxkA2BwhhAKWRDnBDJhjhZqASBUgTIhlKk9dN7AmRD7yMMNQCyIVQcZEOgOMiGQGEMoBSyIU6IZEOcLFSCQCkCZEMp0vrpPQGyofcRhhoA2RAqDrIhUBxkQ6AwBlAK2RAnRLIhThYqQaAUAbKhFGn99J4A2dD7CEMNgGwIFQfZECgOsiFQGAMohWyIEyLZECcLlSBQigDZUIq0fnpPgGzofYShBkA2hIqDbAgUB9kQKIwBlEI2xAmRbIiThUoQKEWAbChFWj+9J0A29D7CUAMgG0LFQTYEioNsCBTGAEohG+KESDbEyUIlCJQiQDaUIq2f3hMgG3ofYagBkA2h4iAbAsVBNgQKYwClkA1xQiQb4mShEgRKESAbSpHWT+8JkA29jzDUAMiGUHGQDYHiIBsChTGAUsiGOCGSDXGyUAkCpQiQDaVI66f3BMiG3kcYagBkQ6g4yIZAcZANgcIYQClkQ5wQyYY4WagEgVIEyIZSpPXTewJkQ+8jDDUAsiFUHGRDoDjIhkBhDKAUsiFOiGRDnCxUgkApAmRDKdL66T0BsqH3EYYaANkQKg6yIVAcZEOgMAZQCtkQJ0SyIU4WKkGgFAGyoRRp/fSeANnQ+whDDYBsCBUH2RAoDrIhUBgDKIVsiBMi2RAnC5UgUIoA2VCKtH56T4Bs6H2EoQZANoSKg2wIFAfZECiMAZRCNsQJkWyIk4VKEChFgGyYgvR7r9ySvvPg95aOPPpFR6UPfmDzFGc5ZGgEyIahJbq+4yEb1pd/s/fHn3wqPfeQg2MVtaDVkA0LGvwaDZtsWCOwq2iWbFgFNKcg0HMCZMOEALdc/eH06M6dy4Ihi4fDNm1Km9/3rp5Hr/xZCZANsxJz/DgCZEOs+UE2xMmDbIiTxRAqIRvipEg2xMlCJQiUIkA2TCB98WVXpAvOOyedftopS0d+/rY70sduujnduPWaUhnpJwgBsiFIEAMpg2yIFSTZECcPsiFOFkOohGyIkyLZECcLlSBQigDZMIb0vffdn96/5dp01ebL0wnHH7d0ZNvPSoWln/UlQDasL/+h9U42xEqUbIiTB9kQJ4shVEI2xEmRbIiThUoQKEWAbJhTNjz0yO41zequz/5uetVh/3lN+9A4An0j8PXvHppOOuv/7FvZK+rd+cRj6eyP/WY6+PEf9XocikegawI/et7B6ZNvvixtes7zum66WHufuvsr6be+8Jm057Eni/WpIwSiE9izIaWTXnJs+q2fu2BNSz3y8I1r2r7GEUBgegJkQ3DZMH2UjkQAAQQQQAABBBBAYLEJkA2Lnb/RxyJANkzIw54NsSasahBAAAEEEEAAAQQQQAABBOITIBsmZORpFPEnsQoRQAABBBBAAAEEEEAAAQRiESAbpsgjP+7yOw9+b+nIo1901PJjMKc41SEDJ5CfTnL9Rz6atm+7Lm3/xKfSzbfcuvTvXggggEAXBOqfMV20pw0EEEAAAQQQQKAUAbKhFGn9rCmBfLvLrt0rN+sscdFPNqxprBrvIYH8Xnz1K09Ol73jouXqt96wLd3/zW91JmpzH28849R0/rln95DQbCWTDbPxcvT+BLwnu5sV51906YrG6l9ALdLnUndEtYQAAkMnQDYMPeEFGV/zP/LN21/WCoMLgbUiq92+EnBh021yPmO65bmIrXlPdpN6G8e88vWDH9i81AHZ0A1nrSCAwLAIkA3DynNhR9P8j3y+peGzn7s93bj1miUm1S0OFaBDN25c/t00v8/fzN7+hTuX+V61+fJ0wvHHpfqFQPOioKop31pRvarzqj+PandhgzTw3hOY9sJm3Nwf937NInHH3fcsc6q+Waz6rb9PL3nrhen0005pvRBofkbkbyxPPunE5bZPfcPr08OPfH/5z8228uqNUX21hVi/Ha/5+TPus6L+uZKZffWuHSs+u3K7xx37khUrSXo/iQygUwLek+Nx5vf+pJWQ9953f3r/lmtT87/hVcujPpfy78e993Pf55x15tItmPmV2//rv7lr+c/5Z83Pi2abbcf4u0WnbyGNIYDAHATIhjngOTUOgaZsaP4FPP9FYPP73rVccD7+xce8aOlnbd8c5vPf+fa3LAmF5l/w6xcpk2RDvrWj+ktMc7XFuHbjkFUJArMRmObCZtLcH/d+zdW0fYOYf5ZflWCs/rJdvf8mCclKNuTPhEp2ZOGQbwdpvncn9dUk1jw///nbDzy4XGt1G1jbZ0Xz8ynXWYmP6gJo0oXSbAk6emgEvCfHJzqNbKg+dzZt2jjydrC2z6VJ7/3cd1MmTPr8a7bZFKeTPl+HNr+NBwEEYhMgG2Lno7opCbTt2VBdKLQ1Ub+HvPrLfP2by/o5zcef5t9Vf+HP/15tEDlqZUN1X3nzLwTj2q2+jZ1y+A5DIAyBtvdiLq55b/MF552zvOqg/p5qm/vNPR9GyYbmPg71C/NpZEPzIr76FrPtvTuur2YY9Try75rfko6rrfm5ki808itLkfq/h5kACglHwHvymdVNo17Tyobqc6reTl6VUP03vu1zadJ7v/n7SX9fafus9HeLcG85BSGAQI0A2WA6DILAqP/IN/8iUN9Esn7x01xymJdTVyshmhtCVcDyhUl+rVY2jGuXbBjEtFzIQUzzLeo0c795gTRpI7ZJf9FfL9kwavn1tCKkKRvqqxmmuVBZyElo0CsIeE+ulA3Ve2jUNBn1xUPz+GoFVHV88zNmmvf+qPfwqM+/tjbbbglrG9u04/L2QQABBLokQDZ0SVNb60ag7UKjfitF8y9b43bHr/5jXomKcX+hn3QbRf3bz7a/EPiP/7pNGR2vEYFpL2zGzf1J79dFXtmQY8ufbdWr2pxujeLU7AAIeE92t7KhOR3qn0WThGc+tykL2v5+Menzr3mOv1sM4E1qCAgMmADZMOBwF2loo75RGCUMqr+s57+o5/9QP/TQwys2WKv/x7x5f3Xmmn/25vN+Pj3wwHdXvbJhXLt5rwgvBPpIYJoLm0lzv/mX6fr7tbrYPmzTpv32YanLvWYfuY36Oc19F9r2Qpj2Noq28dSzm3Tf9iy3UeR2q29U6yu3+jhX1FyGgPfkeM7T3EaRv1i45dbPrNivoXofVnumND9jqr8rPLpz5/J5zc+KNtkw6+df7nfnzt3Le8BM+nwtM+v0ggACCDxDgGwwEwZBoO2e1PpfxJu72+cl2fmVZUPbksrmX+Kbt1lUGzrNs7Ih9z+q3UGEYhALSWCaC5tJc3/c+zWfW73v8r/Xn0ZRv02quela832e93SpP9lhVtkwrq+24Kd5GkXb/i5tG9jaGHIh31qrHrT35PyyIbdQfw9XLdY3Z237XGqe1/xcapMNkz7/cpv1W9HybZ91oTHp83XVE8m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", 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='Years',\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": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def setup():\n", " _c = Config()\n", " s = setup_model(c=_c)\n", " return s\n", "\n", "def routine(c, s):\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " #s = 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": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%time _s = setup()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%time result = routine(c, _s)\n", "npv = result.hpcase.npv\n", "npv" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Heat Pump CAPEX" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3, 2]\n", "for value in values:\n", " _c = Config()\n", " _c.hp_capex *= value\n", " configs[value*100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "\n", "sens_capex = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='CAPEX factor (%)',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Heat Pump CAPEX (€)',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_capex" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "mean = 24.86\n", "co2_prices = [10, 25, 50, 100]\n", "\n", "for price in co2_prices:\n", " _c = Config()\n", " multiplier = price / mean\n", " _c.co2_price_multiplier = multiplier\n", " configs[price] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('ebitda', case_names=['Baseline', 'Heatpump + SDE', 'Heatpump only', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='EBITDA in €',\n", " yrange=[output.min().min() * 1.1, 0],\n", " title='Sensitivity: CO2 prices > EBITDA',\n", " colors=[recoypurple, recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_co2_spp = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_co2_spp" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Mean CO2 price in €',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min() * 10, output.max().max()*1.1],\n", " title='Sensitivity: CO2 prices > NPV',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Gas prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.gas_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Gas price factor (%)',\n", " yTitle='NPV in €',\n", " yrange=[output.min().min()*1.5, output.max().max()*1.1],\n", " title='Sensitivity: Gas prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Day Ahead buying amount" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0, 0.5, 1]\n", "for value in values:\n", " _c = Config()\n", " _c.day_ahead_buying_perc = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volume in %',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Volume bought on Day-Ahead market in %',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_multiplier = value\n", " configs[value * 100] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_eprices = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Electricity price factor in %',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Electricity prices',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_eprices" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Electricity price volatility" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.e_price_volatility_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_evol = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Volatility factor',\n", " yTitle='Payback period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: E-price volatility',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_evol" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: aFRR capacity fee" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [10_000, 25_000, 50_000]\n", "for value in values:\n", " _c = Config()\n", " _c.afrr_capacity_fee = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_affr_fee = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='aFRR capacity fee in €/MW',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: aFRR capacity fee',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_affr_fee" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Energy tax" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [0.7, 1, 1.3]\n", "for value in values:\n", " _c = Config()\n", " _c.energy_tax_multiplier = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Factor',\n", " yTitle='NPV in €',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Energy taxes',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsource_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.loc[-25, 'Heatpump only'] = np.nan\n", "sens_tsource = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='Payback Period in years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsource" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsource delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsource > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "_s = setup()\n", "configs = {}\n", "values = [-25, -10, 0, 10, 25]\n", "for value in values:\n", " _c = Config()\n", " _c.tsink_delta = value\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "sens = SensitivityAnalysis(_s, routine, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('spp', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='Payback Period in Years',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "output = sens.single_kpi_overview('mean_cop', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "sens_tsink_cop = output.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Tsink delta',\n", " yTitle='COP',\n", " yrange=[0, output.max().max()*1.1],\n", " title='Sensitivity: Tsink > Mean COP',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400),\n", " asFigure=True\n", ")\n", "sens_tsink_cop" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### Sensitivity: Time period" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def routine2(c, s):\n", " s = setup_model(c=c)\n", " s = load_data(c=c, s=s)\n", " s = create_and_assign_assets(c=c, s=s)\n", " s = run_optimisation(c=c, s=s)\n", " s = collect_cashflows(c=c, s=s)\n", " s = calculate_financials(c=c, s=s)\n", " return s" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "configs = {}\n", "start_values = ['2018-01-01', '2019-01-01', '2019-11-01']\n", "\n", "for value in start_values:\n", " _c = Config()\n", " _c.start = value\n", " _c.end = (pd.to_datetime(value) + timedelta(days=364)).strftime('%Y-%m-%d')\n", " configs[value] = _c" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "%%time\n", "sens = SensitivityAnalysis(_s, routine2, configs)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "result = sens.single_kpi_overview('npv', case_names=['Heatpump only', 'Heatpump + SDE', 'Optimisation', 'Optimisation + aFRR'])\n", "result.iplot(\n", " mode='lines+markers',\n", " symbol='circle-dot',\n", " size=10,\n", " xTitle='Start date',\n", " yTitle='NPV in €',\n", " yrange=[0, result.max().max()*1.1],\n", " title='Sensitivity: Modelled time period',\n", " colors=[recoygreen, recoyyellow, recoydarkblue, recoyred],\n", " dimensions=(600, 400)\n", ")" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Report" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "renderer = 'svg'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# __Presentation Flexible Heatpumps__\n", "\n", "ENCORE meeting: 17-12-2020\n", "Mark Kremer\n", "\n", " \n", " \n", " \n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## __Central question:__\n", "#### *Can Smurfit Kappi shorten the Payback Period of an investment in a Heatpump by operating it in a flexible manner?*" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Flexible operations on imbalance market__\n", "\n", "Benefiting from fluctuations in electricity market prices by ramping the asset up- and down (increasing and decreasing the electricity consumption)." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_1 = s.hpcase.data[['DAM']].iloc[:60*24].iplot(\n", " title='Day-Ahead prices on arbitrary day in €/MWh',\n", " yrange=[-100, 200],\n", " colors=recoygreen, \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_1.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Imbalance prices are very volatile, with prices below -100 and above 200 €/MWh on a daily basis." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_example_2 = s.hpcase.data[['DAM', 'POS']].rename(columns={'POS':'IMB'}).iloc[:60*24].iplot(\n", " title='Imbalance Prices on arbitrary day in €/MWh',\n", " colors=[recoygreen, recoydarkblue], \n", " yTitle='Price in €/MWh',\n", " xTitle='Time of Day',\n", " dimensions=(800, 400),\n", " asFigure=True\n", ")\n", "\n", "fig_example_2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is possible to benefit from these fluctiations, if you have __flexibility__\n", "* Storage options\n", "* Hybrid installations (e.g. with gas-powered assets)\n", "\n", "In this case we are looking at a __hybrid set-up of a Steamboiler and a Heatpump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Simulations & mathematical modelling__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* To answer the central question, we have build a simulation model\n", "* The model simulates the operations of a hybrid set-up of a Heatpump and a Steamboiler over the timespan of 1 years (on a 1 minute basis)\n", "* The goal of the model is to minimize the operating costs, in order to reach the shortest Payback Period\n", "* We are taking into account all major investment and operating costs, including:\n", " * Asset CAPEX\n", " * Commodity costs for gas and electricity\n", " * Energy taxes\n", " * Grid transport costs\n", " * SDE++ subsidies\n", " * Maintenance costs\n", " * CO2 allowances\n", "* The output of the model is a Payback Period for an investment in an heatpump, in different scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Casestudies__\n", "5 main scenario's" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "1. Steamboiler only (baseline, baseload)\n", "2. Heatpump only (stand-alone, baseload, without SDE++)\n", "3. Heatpump + SDE\n", "4. Heatpump + SDE + Steam boiler (hybrid set-up) on Imbalance market\n", "5. Heatpump + SDE + Steam boiler (hybrid set-up) on aFRR (secondary reserve market)\n", "\n", "Besides that, we modelled 11 sensitivities:\n", "* Heatpump CAPEX\n", "* Gas & CO2 prices\n", "* Electricity prices & volatility\n", "* Energy taxes\n", "* Bidding strategies\n", "* Source temperatures (affecting COP)\n", "* Sink temperatures (affecting COP)\n", "* Time period (2018, 2019, 2020)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Smurfit Kappa case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The model is based on the context of Smurfit Kappa (paper factory)\n", "* Currently a Steamboiler is providing the 20-30 MW of average heat demand for drying processes\n", "* We add a 31 MW heatpump (to make sure it can cover entire demand)\n", "* The steam demand must be fulfilled at all times, by either the heatpump or the gasboiler\n", "* The heatpump and steam boiler can both respond very quickly (within minutes) within a flexible range (30%-100% for heatpump)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_demands_over_time.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Source temperatures of around 65 degrees C\n", "* Sink temperatures of 125-170 degrees C \n", "* Average Temperature lift of about 85 degrees C" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "demands_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Heat pump__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "COP roughly between 4 and 1.5, depending on load, Tsource and Tsink" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "def cop_curve(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", "\n", " c1 = 0.267 * Tsink / (Tsink - Tsource)\n", " c2 = 0.333 * Tsink / (Tsink - Tsource)\n", " \n", " return Polynomial([c2, c1])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sourceT = 63\n", "sinkT = 140\n", "cop_curve(sourceT, sinkT)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_cop_curve.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Optimisation__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* At each moment in time, we calculate the cheapest option to produce the required heat. \n", "* Taking into account the COP fluctuations, due to changing Tsource and Tsink\n", "* Taking into account fluctuating market prices (electricity, gas, CO2)\n", "* We are predicting real-time electricity prices using our forecasting models" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "__Some example days:__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Steamboiler only is following demand pattern" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_steamboiler.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Similar pattern for heatpump only case" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_heatpump.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Hybrid set-up is responding to price fluctuactions, steam boiler taking over at high prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig_optcase2.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Business case__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "CAPEX of around 6 M€ (200.000 €/MW), which need to be earned back by savings in operating costs" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "capex_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Savings in EBITDA compared to the baseline are about 1.5 mln € without subsidy, and up to 4.5 mln € including subsidy\n", "* The optimisation on aFRR allows for a 30-40% improvement in EBITDA" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "ebitda_graph.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Resulting in a Payback Period of 5.4 years without subsidy, and 1.8 years with subsidy" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "spt_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The added value of the optimisation is limited (in absolute terms), which is explained by the high COP of the heatpump" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "production_fig.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The heatpump is filling in 95-98 % of the demand. \n", "* Because of its high COP, it is almost always cheaper to run than the steam boiler\n", "* Switch price is on average around 90€/MWh (excluding subsidies)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Sensitivities__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If CAPEX is 200%, subsidy is needed to keep a good Payback Time" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_capex.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Subsidies are protecting the business case againsts low CO2 prices" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_co2_spp.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The businesscase is quite sensitive to Tsource and Tsink differences, because they directly impact the COP\n", "* The Smurtfit Kappa case, with a temperature lifte of about 85 degrees C on average, looks favorable. \n", "* When the temperature lift is higher, the COP will decrease and the business case will degrade" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsource.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_tsink_cop.show(renderer=renderer)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "sens_eprices.show(renderer=renderer)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### __Conclusions__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* The business case for a Heat Pump seems favourable\n", "* Flexible operation, using aFRR, can improve the operational results by 30-40%\n", "* However, this only results in a marginal improvement of the business case\n", "* SDE++ has a very favourable effect on the business case, but is not critical\n", "* The business case is notably sensitive to the temperature lift required, and is therefore strongly dependent on the specific use case." ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:py39]", "language": "python", "name": "conda-env-py39-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.12" }, "toc-autonumbering": false, "toc-showmarkdowntxt": false, "widgets": { 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