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23:54:00,0.00015527 + 12/31 23:55:00,0.00017347 + 12/31 23:56:00,0.0001976 + 12/31 23:57:00,0.00023189 + 12/31 23:58:00,0.0002864 + 12/31 23:59:00,0.00039455 + 12/31 24:00:00,0.00081869 \ No newline at end of file diff --git a/Examples/BatteryStateful_CustomLifeModel.ipynb b/Examples/BatteryStateful_CustomLifeModel.ipynb new file mode 100644 index 0000000..507c89b --- /dev/null +++ b/Examples/BatteryStateful_CustomLifeModel.ipynb @@ -0,0 +1,342 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5.1.0\n" + ] + } + ], + "source": [ + "import pprint as pp\n", + "import PySAM\n", + "\n", + "# version must be at least 2.2.2\n", + "print(PySAM.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import rainflow\n", + "import PySAM.BatteryStateful as bt\n", + "import PySAM.BatteryTools as bt_tools\n", + "\n", + "\n", + "class LifeModel:\n", + " def __init__(self, size_kwh, pVars=[], pVals=[]) -> None:\n", + " self.size_kwh = size_kwh\n", + " self.p = {k: v for k, v in zip(pVars, pVals)}\n", + "\n", + " # Life & degradation\n", + " self.q_relative = []\n", + " self.hourly_q_rel = []\n", + " self.hourly_ncyc = []\n", + "\n", + " self.dq_rel_cyc_per_day = []\n", + " self.dq_rel_cal_per_day = []\n", + " \n", + " # Cycling\n", + " self.ncycles_per_day = []\n", + " self.fecs_per_day = []\n", + " self.cycle_avg_dod_per_day = []\n", + " self.cycle_max_dod_per_day = []\n", + " self.avg_soc_per_day = []\n", + " self.max_power_per_day = []\n", + " self.Crate = []\n", + " self.nonoperation_per_weekday = []\n", + " self.nonoperation_per_weekend = []\n", + "\n", + " self.qLossCalendar = [0]\n", + " self.qLossCycling = [0]\n", + " self.dt = 1\n", + " self.dt_hr = 1/60\n", + " self.T_K = 273.15 + 20\n", + " self.t_sec = [i / self.dt_hr for i in range(1440)]\n", + "\n", + " def dynamicPowerLaw(self, y0, dx, k, p):\n", + " # % power law equation, y = k*x^p. The output is instantaneous slope of dy\n", + " # % with respect to dx.\n", + " if dx == 0:\n", + " return 0\n", + " if y0 == 0:\n", + " y0 = k * dx**p\n", + " dydx = y0 / dx\n", + " else:\n", + " dydx = k * p * (y0 / k)**((p-1) / p)\n", + " return dydx\n", + "\n", + " def record_cycle_statistics(self, soc_per_day, abs_p_per_day, day):\n", + " cycles = rainflow.count_cycles(soc_per_day, binsize=0.01)\n", + " self.avg_soc_per_day.append(np.average(soc_per_day))\n", + "\n", + " total_cycles = sum(r[1] for r in cycles)\n", + " self.ncycles_per_day.append(total_cycles)\n", + " self.fecs_per_day.append(sum(abs_p_per_day) * self.dt_hr / self.size_kwh / 2)\n", + " self.cycle_avg_dod_per_day.append(sum(r[0] * r[1] / total_cycles for r in cycles))\n", + " self.cycle_max_dod_per_day.append(np.max([r[0] for r in cycles if r[1] > 0]))\n", + " self.max_power_per_day.append(max(abs_p_per_day))\n", + "\n", + " abs_instantaneous_crate = np.abs(np.diff(soc_per_day)/((1 / self.dt_hr)/(60*60))) # get instantaneous C-rates\n", + " abs_instantaneous_crate[abs_instantaneous_crate < 1e-2] = 0 # get rid of extremely small values (storage) before calculating mean\n", + " self.Crate.append(np.trapz(abs_instantaneous_crate, self.t_sec[1:]) / (self.t_sec[-1] - self.t_sec[0]))\n", + "\n", + " steps_per_day = 24 / self.dt_hr\n", + " if day % 7 < 5 and day < 365:\n", + " # weekday\n", + " self.nonoperation_per_weekday.append((steps_per_day - len(np.nonzero(abs_p_per_day)[0])) / steps_per_day)\n", + " else:\n", + " self.nonoperation_per_weekend.append((steps_per_day - len(np.nonzero(abs_p_per_day)[0])) / steps_per_day)\n", + "\n", + " def calc_qLoss(self):\n", + " dqLossCaldt = self.dynamicPowerLaw(self.qLossCalendar[-1], self.dt, self.kcal(self.avg_soc_per_day[-1], self.T_K), self.p['pcal'])\n", + " self.qLossCalendar.append(self.qLossCalendar[-1] + dqLossCaldt * self.dt)\n", + " dqLossCycdEFC = self.dynamicPowerLaw(self.qLossCycling[-1], self.fecs_per_day[-1], self.kcyc(self.cycle_max_dod_per_day[-1], self.T_K, self.Crate[-1]), self.p['pcyc'])\n", + " self.qLossCycling.append(self.qLossCycling[-1] + dqLossCycdEFC * self.fecs_per_day[-1])\n", + " return self.qLossCalendar[-1], self.qLossCycling[-1]\n", + "\n", + " def record_q(self, q, qCal, qCyc):\n", + " self.q_relative.append(q)\n", + " self.dq_rel_cal_per_day.append(qCal)\n", + " self.dq_rel_cyc_per_day.append(qCyc)\n", + "\n", + "\n", + "class LMOLTOLifeModel(LifeModel):\n", + " pVars = ('p1','p2','p3','p4','pcal','p5','p6','p7','p8','p9','pcyc')\n", + " pVals = [0.000256274001201843,-5607.59801595086,19.2245463949276,213113578.968894,0.637151452733192,\n", + " 1.98847914516322e-09,2.35729174755810e-05,3.45012845494368e-06,4.72760476304697,845.614931254747,1.06195203511274]\n", + " def __init__(self, size_kwh) -> None:\n", + " super().__init__(size_kwh, self.pVars, self.pVals)\n", + "\n", + " def kcal(self, soc, TdegK):\n", + " return abs(self.p['p1']) * np.exp(self.p['p2'] / TdegK) * (np.exp(self.p['p3'] * soc) + self.p['p4'])\n", + "\n", + " def kcyc(self, dod, TdegK, Crate):\n", + " return (abs(self.p['p5']) + abs(self.p['p6']) * dod + abs(self.p['p7']) * Crate) * np.exp(abs(self.p['p8']) / TdegK) * np.exp(-abs(self.p['p9']) / TdegK)\n", + "\n", + "\n", + "class NMCGrLifeModel(LifeModel):\n", + " pVars = ('p1','p2','p3','pcal','p4','p5','p6','p7','p8','pcyc')\n", + " pVals = [1197315785.10642,-7662.83087576428,-11.9916387249372,0.357105784928050,\n", + " -6.04831049191448e-07, 1.80427147917174e-05,1.82024015075265,89.7641875591368,-154.523309566519,1.04814147373447]\n", + " def __init__(self, size_kwh) -> None:\n", + " super().__init__(size_kwh, self.pVars, self.pVals)\n", + "\n", + " def kcal(self, soc, TdegK):\n", + " x_a = 8.5e-3 + soc * (7.8e-1 - 8.5e-3)\n", + " Ua = 0.6379 + 0.5416 * np.exp(-305.5309 * x_a) + 0.044 * np.tanh(-1.*(x_a-0.1958)/0.1088) - 0.1978*np.tanh((x_a-1.0571)/0.0854) - 0.6875*np.tanh((x_a+0.0117)/0.0529) - 0.0175*np.tanh((x_a-0.5692)/0.0875)\n", + " return abs(self.p['p1']) * np.exp(self.p['p2'] / TdegK) * np.exp(self.p['p3'] * Ua)\n", + "\n", + " def kcyc(self, dod, TdegK, _):\n", + " return (abs(self.p['p4']) + abs(self.p['p5']) * np.exp(self.p['p6'] * dod)) * np.exp(abs(self.p['p7']) / TdegK) * np.exp(-abs(self.p['p8']) / TdegK)\n", + "\n", + "\n", + "def setup_battery(batt_config):\n", + " battery = bt.default(batt_config[\"batt_chem\"])\n", + " battery.Controls.dt_hr = 1 / 60\n", + " battery.Controls.control_mode = 1\n", + " battery.Controls.input_power = 0\n", + " battery.ParamsCell.life_model = 0\n", + " battery.ParamsCell.calendar_choice = 0\n", + " battery.ParamsCell.cycling_matrix = ((5, 1, 100), (5, 100000, 100), (95, 100000, 100)) # turn off cycling degradation\n", + " battery.ParamsCell.initial_SOC = batt_config[\"initial_SOC\"]\n", + " battery.ParamsCell.maximum_SOC = batt_config[\"maximum_SOC\"]\n", + " battery.ParamsCell.minimum_SOC = batt_config[\"minimum_SOC\"]\n", + " energy = batt_config[\"nominal_energy\"]\n", + " power = batt_config[\"size_kw_to_size_kwh_ratio\"] * energy\n", + " bt_tools.battery_model_sizing(battery, desired_power=power,\n", + " desired_capacity=energy, desired_voltage=500)\n", + " battery.setup()\n", + " battery.execute(0)\n", + "\n", + " return battery" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "def run_10_years(battery, batt_disp, life_model, batt_config):\n", + " years = 10\n", + " replacement_days = [0] * 365 * years\n", + " for y in range(years):\n", + " for d in range(365):\n", + " SOC = []\n", + " P_act = []\n", + " P_disp = batt_disp[d*1440:(d+1)*1440]\n", + " for p in P_disp:\n", + " battery.StatePack.T_room = 20.\n", + " battery.Controls.input_power = p\n", + " battery.execute(0)\n", + " SOC.append(battery.StatePack.SOC * 1e-2)\n", + " P_act.append(abs(battery.StatePack.P))\n", + "\n", + " life_model.record_cycle_statistics(SOC, P_act, d)\n", + " life_model.calc_qLoss()\n", + " q = 1. - life_model.qLossCalendar[-1] - life_model.qLossCycling[-1]\n", + "\n", + " battery.StateCell.q_relative_calendar = 100. - life_model.qLossCalendar[-1] * 1e2\n", + " battery.StateCell.q_relative_cycle = 100. - life_model.qLossCycling[-1] * 1e2\n", + " battery.StateCell.q_relative = q * 1e2\n", + " battery.StateCell.q_relative_thermal = q * 1e2\n", + "\n", + " if q < batt_config['replacement_capacity']:\n", + " replacement_days[y * 365 + d] = 1\n", + " model = setup_battery(batt_config)\n", + " life_model.qLossCalendar[-1] = 0\n", + " life_model.qLossCycling[-1] = 0\n", + "\n", + " \n", + " plt.plot(1. - np.array(life_model.qLossCalendar), label=\"Battery health calendar\")\n", + " plt.plot(1. - np.array(life_model.qLossCycling), label=\"Battery health cycle\")\n", + " plt.plot(1. - np.array(life_model.qLossCalendar) - np.array(life_model.qLossCycling), label=\"Battery health total\")\n", + " plt.xlabel(\"Time (day)\")\n", + " plt.legend()\n", + " plt.show()\n", + "\n", + " print(1. - np.array(life_model.qLossCalendar) - np.array(life_model.qLossCycling))\n", + " print(sum(replacement_days))" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'Dispatch (kW)')" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df = pd.read_csv(\"1min_batt_dispatch.csv\")\n", + "batt_disp = df['pwr_kw:PythonPlugin:OutputVariable [](TimeStep)'].values\n", + "\n", + "plt.plot(batt_disp)\n", + "plt.xlabel(\"Time (min)\")\n", + "plt.ylabel(\"Dispatch (kW)\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1. 0.99892188 0.99845421 ... 0.79491949 0.79491658 0.7948508 ]\n", + "0\n" + ] + } + ], + "source": [ + "batt_config = {\n", + " \"batt_chem\": \"NMCGraphite\",\n", + " \"initial_SOC\": 50.0,\n", + " \"maximum_SOC\": 90.0,\n", + " \"minimum_SOC\": 10.0,\n", + " \"nominal_energy\": 7000,\n", + " \"replacement_capacity\": 0.5,\n", + " \"size_kw_to_size_kwh_ratio\": 1\n", + "}\n", + "battery = setup_battery(batt_config)\n", + "life_model = NMCGrLifeModel(batt_config[\"nominal_energy\"])\n", + "run_10_years(battery, batt_disp, life_model, batt_config)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1. 0.99973021 0.99955784 ... 0.94616624 0.94615748 0.94614732]\n", + "0\n" + ] + } + ], + "source": [ + "batt_config[\"batt_chem\"] = \"LMOLTO\"\n", + "battery = setup_battery(batt_config)\n", + "life_model = LMOLTOLifeModel(batt_config[\"nominal_energy\"])\n", + "run_10_years(battery, batt_disp, life_model, batt_config)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pysam_build_3.10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}