diff --git a/examples/bat_inputs/bat_curtailment_input.yaml b/examples/bat_inputs/bat_curtailment_input.yaml new file mode 100644 index 000000000..a8d4e1cab --- /dev/null +++ b/examples/bat_inputs/bat_curtailment_input.yaml @@ -0,0 +1,31 @@ + + +technologies: + pv: + system_capacity_kw: 50000 + wind: + num_turbines: 10 + turbine_rating_kw: 5000.0 + model_name: floris + timestep: [0, 8760] + floris_config: bat_inputs/gch.yaml + layout_mode: floris_layout + + # battery: + # system_capacity_kwh: 80000 + # system_capacity_kw: 20000 + # minimum_SOC: 20.0 + # maximum_SOC: 100.0 + # initial_SOC: 90.0 + grid: + interconnect_kw: 100000 + +# config: +# dispatch_options: +# battery_dispatch: simple +# solver: cbc +# n_look_ahead_periods: 48 +# grid_charging: false +# pv_charging_only: false +# include_lifecycle_count: false + diff --git a/examples/bat_inputs/gch.yaml b/examples/bat_inputs/gch.yaml new file mode 100644 index 000000000..30491f2f1 --- /dev/null +++ b/examples/bat_inputs/gch.yaml @@ -0,0 +1,258 @@ + +### +# A name for this input file. +# This is not currently only for the user's reference. +name: GCH + +### +# A description of the contents of this input file. +# This is not currently only for the user's reference. +description: Three turbines using Gauss Curl Hybrid model + +### +# The earliest verion of FLORIS this input file supports. +# This is not currently only for the user's reference. +floris_version: v4 + +### +# Configure the logging level and where to show the logs. +logging: + + ### + # Settings for logging to the console (i.e. terminal). + console: + + ### + # Can be "true" or "false". + enable: true + + ### + # Set the severity to show output. Messages at this level or higher will be shown. + # Can be one of "CRITICAL", "ERROR", "WARNING", "INFO", "DEBUG". + level: WARNING + + ### + # Settings for logging to a file. + file: + + ### + # Can be "true" or "false". + enable: false + + ### + # Set the severity to show output. Messages at this level or higher will be shown. + # Can be one of "CRITICAL", "ERROR", "WARNING", "INFO", "DEBUG". + level: WARNING + +### +# Configure the solver for the type of simulation. +solver: + + ### + # Select the solver type. + # Can be one of: "turbine_grid", "flow_field_grid", "flow_field_planar_grid". + type: turbine_grid + + ### + # Options for the turbine type selected above. See the solver documentation for available parameters. + turbine_grid_points: 3 + +### +# Configure the turbine types and their placement within the wind farm. +farm: + + ### + # Coordinates for the turbine locations in the x-direction which is typically considered + # to be the streamwise direction (left, right) when the wind is out of the west. + # The order of the coordinates here corresponds to the index of the turbine in the primary + # data structures. + layout_x: + - 0.0 + - 630.0 + - 1260.0 + - 0.0 + - 630.0 + - 1260.0 + - 0.0 + - 630.0 + - 1260.0 + - 0.0 + + ### + # Coordinates for the turbine locations in the y-direction which is typically considered + # to be the spanwise direction (up, down) when the wind is out of the west. + # The order of the coordinates here corresponds to the index of the turbine in the primary + # data structures. + layout_y: + - 0.0 + - 0.0 + - 0.0 + - 630.0 + - 630.0 + - 630.0 + - 1260.0 + - 1260.0 + - 1260.0 + - 1890.0 + + ### + # Listing of turbine types for placement at the x and y coordinates given above. + # The list length must be 1 or the same as ``layout_x`` and ``layout_y``. If it is a + # single value, all turbines are of the same type. Otherwise, the turbine type + # is mapped to the location at the same index in ``layout_x`` and ``layout_y``. + # The types can be either a name included in the turbine_library or + # a full definition of a wind turbine directly. + turbine_type: + - nrel_5MW + +### +# Configure the atmospheric conditions. +flow_field: + + ### + # Air density. + air_density: 1.225 + + ### + # The height to consider the "center" of the vertical wind speed profile + # due to shear. With a shear exponent not 1, the wind speed at this height + # will be the value given in ``wind_speeds``. Above and below this height, + # the wind speed will change according to the shear profile; see + # :py:meth:`.FlowField.initialize_velocity_field`. + # For farms consisting of one wind turbine type, use ``reference_wind_height: -1`` + # to use the hub height of the wind turbine definition. For multiple wind turbine + # types, the reference wind height must be given explicitly. + reference_wind_height: -1 + + ### + # The turbulence intensities to include in the simulation, specified as a decimal. + turbulence_intensities: + - 0.06 + + ### + # The wind directions to include in the simulation. + # 0 is north and 270 is west. + wind_directions: + - 270.0 + + ### + # The exponent used to model the wind shear profile; see + # :py:meth:`.FlowField.initialize_velocity_field`. + wind_shear: 0.12 + + ### + # The wind speeds to include in the simulation. + wind_speeds: + - 8.0 + + ### + # The wind veer as a constant value for all points in the grid. + wind_veer: 0.0 + + ### + # The conditions that are specified for use with the multi-dimensional Cp/Ct capbility. + # These conditions are external to FLORIS and specified by the user. They are used internally + # through a nearest-neighbor selection process to choose the correct Cp/Ct interpolants + # to use. + multidim_conditions: + Tp: 2.5 + Hs: 3.01 + +### +# Configure the wake model. +wake: + + ### + # Select the models to use for the simulation. + # See :py:mod:`~.wake` for a list + # of available models and their descriptions. + model_strings: + + ### + # Select the wake combination model. + combination_model: sosfs + + ### + # Select the wake deflection model. + deflection_model: gauss + + ### + # Select the wake turbulence model. + turbulence_model: crespo_hernandez + + ### + # Select the wake velocity deficit model. + velocity_model: gauss + + ### + # Can be "true" or "false". + enable_secondary_steering: true + + ### + # Can be "true" or "false". + enable_yaw_added_recovery: true + + ### + # Can be "true" or "false". + enable_active_wake_mixing: false + + ### + # Can be "true" or "false". + enable_transverse_velocities: true + + ### + # Configure the parameters for the wake deflection model + # selected above. + # Additional blocks can be provided for + # models that are not enabled, but the enabled model + # must have a corresponding parameter block. + wake_deflection_parameters: + gauss: + ad: 0.0 + alpha: 0.58 + bd: 0.0 + beta: 0.077 + dm: 1.0 + ka: 0.38 + kb: 0.004 + jimenez: + ad: 0.0 + bd: 0.0 + kd: 0.05 + + ### + # Configure the parameters for the wake velocity deficit model + # selected above. + # Additional blocks can be provided for + # models that are not enabled, but the enabled model + # must have a corresponding parameter block. + wake_velocity_parameters: + cc: + a_s: 0.179367259 + b_s: 0.0118889215 + c_s1: 0.0563691592 + c_s2: 0.13290157 + a_f: 3.11 + b_f: -0.68 + c_f: 2.41 + alpha_mod: 1.0 + gauss: + alpha: 0.58 + beta: 0.077 + ka: 0.38 + kb: 0.004 + jensen: + we: 0.05 + + ### + # Configure the parameters for the wake turbulence model + # selected above. + # Additional blocks can be provided for + # models that are not enabled, but the enabled model + # must have a corresponding parameter block. + wake_turbulence_parameters: + crespo_hernandez: + initial: 0.1 + constant: 0.5 + ai: 0.8 + downstream: -0.32 diff --git a/examples/test_for_bat_curtailment.ipynb b/examples/test_for_bat_curtailment.ipynb new file mode 100644 index 000000000..4e2fbd493 --- /dev/null +++ b/examples/test_for_bat_curtailment.ipynb @@ -0,0 +1,462 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Modify Battery Storage Parameters Example\n", + "---\n", + "In this example, we will show how to modify the battery storage parameters in the hybrid plant simulation. The major change is from using the default dispatch which is a profit maximization objective function to a load following objective function. The load follow objective will minimize system operating costs while load following." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import Required Modules\n", + "Begin by importing the necessary modules for the simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/Users/gstarke/Documents/Research_Programs/HOPP/HOPP/examples/log/hybrid_systems_2025-04-28T09.59.11.729455.log\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "\n", + "from hopp import ROOT_DIR\n", + "from hopp.simulation import HoppInterface\n", + "from hopp.utilities import load_yaml\n", + "from hopp.simulation.technologies.sites import SiteInfo, flatirons_site\n", + "from hopp.tools.dispatch.plot_tools import (\n", + " plot_battery_output, plot_generation_profile\n", + ")\n", + "from flasc.data_processing.dataframe_manipulations import is_day_or_night\n", + "# from suntime import Sun\n", + "# from datetime import date, datetime, timedelta, timezone\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Set Site Information\n", + "Set wind and solar resource data at plant location and load pricing data. In this example, we use the Flatirons site as an example location.\n", + "\n", + "\n", + "\n", + "**NOTE**: For a load following objective function the `desired_schedule` must be set. You can also specify `curtailment_value_type` to either _\"interconnect_kw\"_ or _\"desired_schedule\"_. If you select _\"interconnect_kw\"_ the system will curtail energy at the interconnection limit but optimize to meet the `desired_schedule` load and if you select _\"desired_schedule\"_ it curtails energy above the `desired_schedule` and optimizes to meet the `desired_schedule` load." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# # Date time test\n", + "\n", + "# use_bat_curtailment = True\n", + "# bat_curtailment = { 'bat_curtailment_cut_in_speed': 5.5,\n", + "# 'curtail_start':\"07-15\",\n", + "# 'curtail_end':\"10-15\",\n", + "# 'curtailment_type':\"blanket\"}\n", + "# n_timesteps = 8760 \n", + "# lat = 35.2018863\n", + "# lon = -101.945027\n", + "# year = 2012\n", + "# tz = -6\n", + "# timezone_info = timezone(np.sign(tz) * timedelta(hours=abs(tz)))\n", + "# # timezone.timezone(tz)\n", + "# if use_bat_curtailment:\n", + "# bat_curtailment_cut_in_speed = bat_curtailment[\"bat_curtailment_cut_in_speed\"] # Cut in speed in m/s\n", + "# curtail_start_month = bat_curtailment[\"curtail_start\"].split(\"-\")[0] # start month of the curtailment (e.g. 07-15)\n", + "# curtail_start_day = bat_curtailment[\"curtail_start\"].split(\"-\")[1] # start day of the curtailment (e.g. 07-15)\n", + "# curtail_end_month = bat_curtailment[\"curtail_end\"].split(\"-\")[0] # start month of the curtailment (e.g. 10-15)\n", + "# curtail_end_day = bat_curtailment[\"curtail_end\"].split(\"-\")[1] # start day of the curtailment (e.g. 10-15)\n", + "# curtailment_type = bat_curtailment[\"curtailment_type\"] # type of curtailment, currently only support blanket curtailment\n", + "# # TODO: add smart curtailment and informed curtailment \n", + "# if curtailment_type == \"blanket\":\n", + "# # calculate\n", + "# # sun2 = SunTimes(longitude=lon, latitude=lat)\n", + "# sun2 = Sun(lat,lon)\n", + "# curtailment_schedule = np.zeros(n_timesteps) # Only useful for multiples of 8760, does not account for leap years\n", + "# multiplier = n_timesteps/8760\n", + "# # calculate hours until you start curtailing \n", + "# year_start = datetime(year, 1, 1, 0, 0)\n", + "# test_date = datetime(year, 4, 17, 0, 0, tzinfo=timezone_info)\n", + "# print(year_start)\n", + "# print(sun2.get_sunset_time(test_date))\n", + "# curtailment_start = datetime(year, int(curtail_start_month),int(curtail_start_day), 0, 0)\n", + "# curtailment_end = datetime(year, int(curtail_end_month),int(curtail_end_day), 0, 0)\n", + "# curtailment_date_list = [curtailment_start+timedelta(days=x) for x in range((curtailment_end-curtailment_start).days)]\n", + "\n", + "# time_before_curtailment = curtailment_start - year_start\n", + "# time_before_curtailment = int(time_before_curtailment.total_seconds() / 3600)\n", + "# curtailment_time = curtailment_end - curtailment_start\n", + "# curtailment_end_time = time_before_curtailment + int(curtailment_time.total_seconds()/3600)\n", + "# # curtailment_time = int(curtailment_time.total_seconds()/3600)\n", + "\n", + "# print(time_before_curtailment, curtailment_time)\n", + "# print(datetime(year,int(curtail_start_month),int(curtail_start_day),0,0))\n", + "# # First day calc\n", + "# sunset = sun2.get_sunset_time(datetime(year,int(curtail_start_month),int(curtail_start_day),0,0))\n", + "# sunset = sunset.astimezone(timezone_info).time().hour \n", + "# print(sunset)\n", + "# curtailment_schedule[(time_before_curtailment+sunset):time_before_curtailment+24] = bat_curtailment_cut_in_speed\n", + "# current_time = time_before_curtailment+24\n", + "# curtailment_schedule[current_time:curtailment_end_time-12] = bat_curtailment_cut_in_speed\n", + "# for i in curtailment_date_list:\n", + "# sunrise = sun2.get_sunrise_time(i).astimezone(timezone_info).time().hour\n", + "# sunset = sun2.get_sunset_time(i).astimezone(timezone_info).time().hour\n", + "\n", + "# curtailment_schedule[(current_time + sunrise+1):(current_time + sunset-1)] = 0\n", + "# current_time = current_time + 24\n", + "\n", + "\n", + "# # # print(curtailment_schedule[current_time-48:current_time+48])\n", + "# # print(curtailment_schedule[4704-24:4704+48])\n", + "\n", + "# # fig1 = plt.figure()\n", + "# # plt.plot(curtailment_schedule)\n", + "\n", + "# else:\n", + "# raise ValueError(\"Only blanket bat curtailment supported at this time.\")\n", + " \n", + "# # Check\n", + "# days = 31 + 28 + 31 + 30 + 31 + 30 + 15\n", + "# days2 = 31 + 28 + 31 + 30 + 31 + 30 + 31 + 31 + 30 + 15\n", + "# print(days, days*24, days2*24, days2-days)\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create the HOPP Model\n", + "To generate the HOPP Model, instantiate the `HoppInterface` class and supply the required YAML configuration.\n", + "\n", + "`HOPPInterface` is capable of handling dictionary input as well as class instances. Here we demonstrate this by loading the YAML file as a dict, modifying it to include our site information, then passing it as an argument to `HoppInterface`. This is useful for programmatic configuration of simulation configs." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "DEFAULT_SOLAR_RESOURCE_FILE = ROOT_DIR.parent / \"hopp\" / \"simulation\" / \"resource_files\" / \"solar\" / \"35.2018863_-101.945027_psmv3_60_2012.csv\"\n", + "DEFAULT_WIND_RESOURCE_FILE = ROOT_DIR.parent / \"hopp\" / \"simulation\" / \"resource_files\" / \"wind\" / \"35.2018863_-101.945027_windtoolkit_2012_60min_80m_100m.srw\"\n", + "DEFAULT_PRICE_FILE = ROOT_DIR.parent / \"hopp\" / \"simulation\" / \"resource_files\" / \"grid\" / \"pricing-data-2015-IronMtn-002_factors.csv\"\n", + "\n", + "setpoint_kw = float(10 * 1000)\n", + "DEFAULT_LOAD = setpoint_kw*np.ones((8760))/1000\n", + "# Site data\n", + "site_dict = flatirons_site\n", + "\n", + "# BC-HRRR\n", + "site_dict['year'] = 2016\n", + "site_dict['lat'] = 45.940979 \n", + "site_dict['lon'] = -98.983073 \n", + "site_dict['elev'] = 500\n", + "site_dict['site_boundaries'] = {}\n", + "\n", + "site = SiteInfo(\n", + " site_dict,\n", + " # solar_resource_file=DEFAULT_SOLAR_RESOURCE_FILE,\n", + " grid_resource_file=DEFAULT_PRICE_FILE,\n", + " curtailment_value_type=\"interconnect_kw\",\n", + " solar=True,\n", + " wind=True,\n", + " wave=False,\n", + " bat_curtailment={ 'bat_curtailment_cut_in_speed': 5.0,\n", + " 'curtail_start':\"07-15\",\n", + " 'curtail_end':\"10-15\",\n", + " 'curtailment_type':\"blanket\"},\n", + " renewable_resource_origin = 'API',\n", + " wind_resource_origin = \"BC-HRRR\", \n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FLORIS is the system model...\n", + "BCHRRRWindData(lat=45.940979, lon=-98.983073, year=2016, hub_height_meters=90.0, path_resource=PosixPath('/Users/gstarke/Documents/Research_Programs/HOPP/HOPP/hopp/simulation/resource_files/wind'), filename='/Users/gstarke/Documents/Research_Programs/HOPP/HOPP/hopp/simulation/resource_files/wind/45.940979_-98.983073_BC_HRRR_2016_60min_80m_100m.csv', use_api=False, resource_data=None, file_resource_heights={80: PosixPath('/Users/gstarke/Documents/Research_Programs/HOPP/HOPP/hopp/simulation/resource_files/wind/45.940979_-98.983073_BC_HRRR_2016_60min_80m.csv'), 100: PosixPath('/Users/gstarke/Documents/Research_Programs/HOPP/HOPP/hopp/simulation/resource_files/wind/45.940979_-98.983073_BC_HRRR_2016_60min_100m.csv')}, allowed_hub_height_meters=[10, 20, 40, 60, 80, 100, 120, 140, 160, 180, 200])\n", + "[False False False ... False False False]\n" + ] + } + ], + "source": [ + "hopp_config = load_yaml(\"bat_inputs/bat_curtailment_input.yaml\")\n", + "# set SiteInfo instance\n", + "hopp_config[\"site\"] = site\n", + "\n", + "\n", + "hi = HoppInterface(hopp_config)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create the Simulation Model\n", + "Instantiate the `HoppInterface` class by providing our modified configuration dict." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Simulating wind farm output in FLORIS...\n", + "Wind Speeds [14.205 14.425 14.44 14.595 14.465 14.81 14.94 15.94 15.675 16.2 ]\n", + "Wind Direction [307.495 306.795 306.23 302.265 299.75 294.58 288.11 278.125 271.775\n", + " 269.57 ]\n", + "Wind Power [50000000. 50000000. 50000000. 50000000. 50000000. 50000000. 50000000.\n", + " 50000000. 50000000. 50000000.]\n" + ] + } + ], + "source": [ + "hi.simulate(project_life=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run the Simulation\n", + "Simulate the hybrid renewable energy system for a specified number of years (in this case, 20 years)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Print Simulation Results\n", + "Access and display various simulation results, including annual energies, net present values (NPVs), and total revenues." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Annual Energies (kWh):\n", + "{\"pv\": 110953580.86467698, \"wind\": 178745161.3277907, \"hybrid\": 289698742.1924702}\n", + "{\"pv\": -43387811.44009722, \"wind\": -65789251.50619541, \"hybrid\": -109177062.94629261}\n" + ] + } + ], + "source": [ + "hybrid_plant = hi.system\n", + "\n", + "print(\"Annual Energies (kWh):\")\n", + "print(hybrid_plant.annual_energies)\n", + "\n", + "# print(\"\\n Percentage of timesteps the load is met:\")\n", + "# print(hybrid_plant.grid.time_load_met)\n", + "\n", + "# print(\"\\n Total Missed Load:\")\n", + "# print(sum(hybrid_plant.grid.missed_load), \"kWh\")\n", + "\n", + "# print(\"\\n Percentage of the load that is missed:\")\n", + "# print(hybrid_plant.grid.missed_load_percentage)\n", + "\n", + "print(hybrid_plant.net_present_values)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Need to use FLORIS for bat curtailment - use Example 05 tomorrow" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualize Simulation Results (Optional)\n", + "Optionally, you can visualize the simulation results using plots. Several functions are provided for plotting battery output, generation profiles." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{\"pv\": [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 11737.11586299926, 21620.984472196356, 25886.049146036476, 27649.638028682642, 38461.53846153847, 38461.53846153847, 38461.53846153847, 36527.11155134996, 30924.861435997733, 9569.813565956138, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 19324.130745692593, 34358.768610334206, 38461.53846153847, 38461.53846153847, 38461.53846153847, 38461.53846153847, 38461.53846153847, 37941.694188587026, 32113.908841887805, 10218.926855574719, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 21824.151542137508, 36356.9741915694, 38461.53846153847, 38461.53846153847, 38461.53846153847, 38461.53846153847, 38461.53846153847, 37164.55737237348, 31464.200597030125, 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Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[10]\u001b[39m\u001b[32m, line 28\u001b[39m\n\u001b[32m 25\u001b[39m ax2.plot([\u001b[32m4700\u001b[39m,\u001b[32m6900\u001b[39m], [\u001b[32m3\u001b[39m, \u001b[32m3\u001b[39m], \u001b[33m'\u001b[39m\u001b[33m:\u001b[39m\u001b[33m'\u001b[39m, color=\u001b[33m'\u001b[39m\u001b[33mseagreen\u001b[39m\u001b[33m'\u001b[39m, label=\u001b[33m\"\u001b[39m\u001b[33mTurbine cut in speed\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 26\u001b[39m ax2.legend()\n\u001b[32m---> \u001b[39m\u001b[32m28\u001b[39m schedule = \u001b[43mhybrid_plant\u001b[49m\u001b[43m.\u001b[49m\u001b[43msite\u001b[49m\u001b[43m.\u001b[49m\u001b[43mcurtailment_schedule\u001b[49m\n\u001b[32m 29\u001b[39m schedule_locs = []\n\u001b[32m 30\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[32m1\u001b[39m,\u001b[38;5;28mlen\u001b[39m(schedule)):\n", + "\u001b[31mAttributeError\u001b[39m: 'SiteInfo' object has no attribute 'curtailment_schedule'" + ] + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "wind_power = [x/1000 for x in hybrid_plant.wind.generation_profile]\n", + "print(hybrid_plant.generation_profile)\n", + "total_gen = [x/1000 for x in hybrid_plant.grid.generation_profile]\n", + "solar_power = [x/1000 for x in hybrid_plant.pv.generation_profile]\n", + "wind_speeds = pd.read_csv('speed_dir_data.csv')\n", + "print(wind_speeds[\"14.205\"])\n", + "plt.figure(figsize=[6,4])\n", + "\n", + "fig, ax1 = plt.subplots(figsize=[7,3])\n", + "plt.plot(total_gen[1:], 'k', label=\"Total power\")\n", + "ax1.plot(wind_power[1:], '--', color=\"royalblue\", label=\"Wind power\")\n", + "plt.plot(solar_power[1:], '--', color=\"orange\", label=\"Solar power\")\n", + "ax1.set_xlabel(\"Time [h]\")\n", + "ax1.set_ylabel(\"Power [MW]\", color='k')\n", + "# ax1.tick_params(axis='y', labelcolor='b')\n", + "ax1.set_xlim(5100, 5200)\n", + "ax1.legend(loc=\"upper left\")\n", + "\n", + "ax2 = ax1.twinx()\n", + "color='tab:seagreen'\n", + "ax2.set_ylabel(\"Wind Speed [m/s]\", color='seagreen')\n", + "ax2.plot(wind_speeds[\"14.205\"], '-', color='seagreen',label=\"Wind speed\")\n", + "ax2.tick_params(axis='y', labelcolor='seagreen')\n", + "ax2.plot([4700,6900], [5.5, 5.5], '--', color='seagreen', label=\"Bat cut in speed\")\n", + "ax2.plot([4700,6900], [3, 3], ':', color='seagreen', label=\"Turbine cut in speed\")\n", + "ax2.legend()\n", + "\n", + "schedule = hybrid_plant.site.curtailment_schedule\n", + "schedule_locs = []\n", + "for i in range(1,len(schedule)):\n", + " if schedule[i]-schedule[i-1] != 0:\n", + " print(schedule[i], schedule[i-1])\n", + " if schedule[i] == 0:\n", + " schedule_locs.append(i-1)\n", + " else:\n", + " schedule_locs.append(i)\n", + " \n", + "print(schedule_locs[0:10])\n", + "plt.figure(figsize=[6,4])\n", + "\n", + "fig, ax1 = plt.subplots(figsize=[7,4])\n", + "plt.plot(total_gen[1:], 'k', label=\"Total power\")\n", + "ax1.plot(wind_power[1:], '--', color=\"royalblue\", label=\"Wind power\")\n", + "plt.plot(solar_power[1:], '--', color=\"orange\", label=\"Solar power\")\n", + "ax1.set_xlabel(\"Time [h]\")\n", + "ax1.set_ylabel(\"Power [MW]\", color='k')\n", + "# ax1.tick_params(axis='y', labelcolor='b')\n", + "ax1.set_xlim(5100, 5200)\n", + "ax1.legend(loc=\"upper left\")\n", + "for i in range(0,len(schedule_locs)):\n", + " if i%2 == 0:\n", + " ax1.fill([schedule_locs[i]-1, schedule_locs[i]-1, schedule_locs[i+1]-1, schedule_locs[i+1]-1],[0, 80, 80, 0],color=\"lightsteelblue\")\n", + "\n", + "ax2 = ax1.twinx()\n", + "color='tab:seagreen'\n", + "ax2.set_ylabel(\"Wind Speed [m/s]\", color='seagreen')\n", + "ax2.plot(wind_speeds[\"12.915\"], '-', color='seagreen',label=\"Wind speed\")\n", + "ax2.tick_params(axis='y', labelcolor='seagreen')\n", + "ax2.plot([4700,6900], [5, 5], '--', color='seagreen', label=\"Bat cut in speed\")\n", + "ax2.plot([4700,6900], [3, 3], ':', color='seagreen', label=\"Turbine cut in speed\")\n", + "ax2.legend()\n", + "\n", + "# ax2.set_ylim([0,10])\n", + "# fig1 = plt.plot()\n", + "# plt.plot(wind_power[1:])\n", + "# plt.plot(solar_power[1:])\n", + "# plt.plot(total_gen[1:])\n", + "# plt.plot(wind_speeds)\n", + "# plt.plot([4700,6900], [5.5, 5.5], 'k--')\n", + "# plt.axis([5100,5150,-1,10])\n", + "\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "hopp_25", + "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": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/hopp/simulation/technologies/resource/bchrrr_wind.py b/hopp/simulation/technologies/resource/bchrrr_wind.py index 3d2975b19..61381482e 100644 --- a/hopp/simulation/technologies/resource/bchrrr_wind.py +++ b/hopp/simulation/technologies/resource/bchrrr_wind.py @@ -2,6 +2,9 @@ from pathlib import Path from typing import Union, Optional, List import urllib.parse +from rex import WindX +from rex.sam_resource import SAMResource +import numpy as np from attrs import define, field @@ -12,6 +15,7 @@ from hopp.tools.resource.pysam_wind_tools import combine_wind_files BCHRRR_BASE_URL = "https://developer.nrel.gov/api/wind-toolkit/v2/wind/wtk-bchrrr-v1-0-0-download.csv?" +BCHRRR_HPC_BASE = "/datasets/WIND/HRRR/bchrrr_conus_" @define class BCHRRRWindData(Resource): @@ -26,7 +30,8 @@ class BCHRRRWindData(Resource): filepath (Union[str, Path], optional): file path of resource file to load use_api (bool, optional): Make an API call even if there's an existing file. Defaults to False. resource_data (Optional[dict], optional): dictionary of preloaded and formatted wind resource data. Defaults to None. - kwargs: extra kwargs + use_hpc (bool, Optional): use hpc bchrrr data or pull API data. Defaults to API + kwargs: extra kwargs """ lat: float = field() @@ -36,12 +41,14 @@ class BCHRRRWindData(Resource): #: the hub-height for wind resource data (meters) hub_height_meters: float = field(validator=range_val(10.0, 200.0)) + # OPTIONAL INPUTS path_resource: Optional[Union[str, Path]] = field(default = ROOT_DIR / "simulation" / "resource_files") filename: Optional[Union[str, Path]] = field(default = None) use_api: Optional[bool] = field(default = False) resource_data: Optional[dict] = field(default = None) + use_hpc: Optional[bool] = field(default = False) #: dictionary of heights and filenames to download from Wind Toolkit file_resource_heights: dict = field(default = None) @@ -57,22 +64,34 @@ def __attrs_post_init__(self): if isinstance(self.resource_data,dict): self.data = self.resource_data return - # if resource_data is not provided, download or load resource data if isinstance(self.path_resource,str): self.path_resource = Path(self.path_resource).resolve() if self.path_resource.parts[-1]!="wind": self.path_resource = self.path_resource / 'wind' + + if self.use_hpc: + # Remove kestrel prefix for path + self.path_resource = '/' / Path(*self.path_resource.parts[2:]) + self.data_hub_heights = self.calculate_heights_to_download() - if self.filename is None: - self.calculate_heights_to_download() + self.hpc_resource() + # Pull data from HPC Wind Toolkit dataset + self.download_resource_hpc() - self.check_download_dir() + # Set wind resource data into SAM/PySAM digestible format + self.format_data_hpc() + else: - if not os.path.isfile(self.filename) or self.use_api: - self.download_resource() - - self.format_data() + if self.filename is None: + self.calculate_heights_to_download() + + self.check_download_dir() + + if not os.path.isfile(self.filename) or self.use_api: + self.download_resource() + + self.format_data() def calculate_heights_to_download(self): """ @@ -94,7 +113,7 @@ def calculate_heights_to_download(self): break heights[0] = height_low heights.append(height_high) - + filename_base = f"{self.latitude}_{self.longitude}_BC_HRRR_{self.year}_{self.interval}min" file_resource_full = filename_base file_resource_heights = dict() @@ -108,6 +127,9 @@ def calculate_heights_to_download(self): self.file_resource_heights = file_resource_heights self.filename = self.path_resource / file_resource_full + if self.use_hpc: + return heights + def update_height(self, hub_height_meters): self.hub_height_meters = hub_height_meters self.calculate_heights_to_download() @@ -139,6 +161,88 @@ def download_resource(self): raise ValueError('Unable to download wind data') return success + + def hpc_resource(self): + """ + Downloads the wind data from the BC-HRRR dataset hosted on the HPC + """ + self.bchrrr_file = BCHRRR_HPC_BASE + f"{self.year}.h5" + + # Check for valid filepath for Wind Toolkit file + if not os.path.isfile(self.bchrrr_file): + raise FileNotFoundError(f"Cannot find Wind Toolkit .h5 file, filepath {self.bchrrr_file} does not exist") + + + + def download_resource_hpc(self): + """load BCHRRR h5 file using rex and get wind resource data for location + specified by (self.lat, self.lon) + """ + # NOTE: Current setup of files on HPC WINDToolkit v1.0.0 = 2007-2013, v1.1.0 = 2014 + + # Open file with rex WindX object + with WindX(self.bchrrr_file, hsds=False) as f: + # get gid of location closest to given lat/lon coordinates and timezone offset + site_gid = f.lat_lon_gid((self.latitude, self.longitude)) + time_zone = f.meta['timezone'].iloc[site_gid] + + # instantiate temp dictionary to hold each attributes dataset + self.wind_dict = {} + # loop through hub heights to download, capture datasets + # NOTE: datasets are not auto shifted by timezone offset + # -> wrap extraction in SAMResource.roll_timeseries(input_array, timezone, #steps in an hour=1) to roll timezones + # NOTE: pressure datasets unit = Pa, convert to atm via division by 101325 + for h in self.data_hub_heights: + self.wind_dict['temperature_{height}m_arr'.format(height=h)] = SAMResource.roll_timeseries((f['temperature_{height}m'.format(height=h), :, site_gid]), time_zone, 1) + self.wind_dict['pressure_{height}m_arr'.format(height=h)] = SAMResource.roll_timeseries((f['pressure_{height}m'.format(height=h), :, site_gid]/101325), time_zone, 1) + self.wind_dict['windspeed_{height}m_arr'.format(height=h)] = SAMResource.roll_timeseries((f['windspeed_{height}m'.format(height=h), :, site_gid]), time_zone, 1) + self.wind_dict['winddirection_{height}m_arr'.format(height=h)] = SAMResource.roll_timeseries((f['winddirection_{height}m'.format(height=h), :, site_gid]), time_zone, 1) + + self.site_gid = site_gid + + def format_data_hpc(self): + # Remove data from feb29 on leap years + if (self.year % 4) == 0: + feb29 = np.arange(1416,1440) + for key, value in self.wind_dict.items(): + self.wind_dict[key] = np.delete(value, feb29) + + # round to desired precision and concatenate data into format needed for data dictionary + if len(self.data_hub_heights) == 2: + # NOTE: Unsure if SAM/PySAM is sensitive to data types ie: floats with long precision vs to 2 or 3 decimals. + # If not sensitive, can remove following 8 lines of code to increase computational efficiency + self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=1) + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=2) + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=3) + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=1) + self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[1])] = np.round((self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[1])]), decimals=1) + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[1])] = np.round((self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[1])]), decimals=2) + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[1])] = np.round((self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[1])]), decimals=3) + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[1])] = np.round((self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[1])]), decimals=1) + # combine all data into one 2D list + self.combined_data = [list(a) for a in zip(self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[1])], + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[1])], + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[1])], + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[1])])] + + elif len(self.data_hub_heights) == 1: + # NOTE: Unsure if SAM/PySAM is sensitive to data types ie: floats with long precision vs to 2 or 3 decimals. + # If not sensitive, can remove following 4 lines of code to increase computational efficiency + self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=1) + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=2) + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=3) + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])] = np.round((self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])]), decimals=1) + # combine all data into one 2D list + self.combined_data = [list(a) for a in zip(self.wind_dict['temperature_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['pressure_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['windspeed_{h}m_arr'.format(h=self.data_hub_heights[0])], + self.wind_dict['winddirection_{h}m_arr'.format(h=self.data_hub_heights[0])])] + self.data = self.combined_data + def format_data(self): """ @@ -151,11 +255,38 @@ def format_data(self): @Resource.data.setter def data(self, data_info): - """ - Sets the wind resource data to a dictionary in SAM Wind format (see Pysam.ResourceTools.SRW_to_wind_data) - """ - if isinstance(data_info,dict): - self._data = data_info - if isinstance(data_info,(str, Path)): - resource_heights = [k for k in self.file_resource_heights.keys()] - self._data = combine_wind_files(str(data_info),resource_heights) \ No newline at end of file + + if self.use_hpc: + """Sets data property with wind resource data formatted for SAM + + data (dict): + :key heights (list(float)): floats corresponding to hub-height for 'data' entry. + ex: [100, 100, 100, 100, 120, 120, 120, 120] + :key fields (list(int)): integers corresponding to data type for 'data' entry + ex: [1, 2, 3, 4, 1, 2, 3, 4] + for each field (int) the corresponding data is: + - 1: Ambient temperature in degrees Celsius + - 2: Atmospheric pressure in in atmospheres. + - 3: Wind speed in meters per second (m/s) + - 4: Wind direction in degrees east of north (degrees). + :key data (list(list(floats)): 8760 list with data of corresponding field and hub-height + ex. data[timestep] is [-23.5, 0.65, 7.6, 261.2, -23.7, 0.65, 7.58, 261.1] + - -23.5 is temperature at 100m at timestep + - 7.6 is wind speed at 100m at timestep + - 7.58 is wind speed at 120m at timestep + """ + dic = { + 'heights': [float(h) for h in self.data_hub_heights for i in range(4)], + 'fields': [1, 2, 3, 4] * len(self.data_hub_heights), + 'data': data_info + } + self._data = dic + else: + """ + Sets the wind resource data to a dictionary in SAM Wind format (see Pysam.ResourceTools.SRW_to_wind_data) + """ + if isinstance(data_info,dict): + self._data = data_info + if isinstance(data_info,(str, Path)): + resource_heights = [k for k in self.file_resource_heights.keys()] + self._data = combine_wind_files(str(data_info),resource_heights) diff --git a/hopp/simulation/technologies/sites/site_info.py b/hopp/simulation/technologies/sites/site_info.py index 09f3e4bdf..e15b99b63 100644 --- a/hopp/simulation/technologies/sites/site_info.py +++ b/hopp/simulation/technologies/sites/site_info.py @@ -13,6 +13,7 @@ import pyproj import utm + from hopp.simulation.technologies.resource import ( SolarResource, WindResource, @@ -34,6 +35,7 @@ from hopp.simulation.base import BaseClass from hopp.utilities.validators import contains import hopp.simulation.technologies.sites.site_shape_tools as shape_tools + from hopp import ROOT_DIR def plot_site(verts, plt_style, labels): for i in range(len(verts)): @@ -68,6 +70,8 @@ class SiteInfo(BaseClass): desired_schedule: Absolute desired load profile in MWe. Defaults to []. curtailment_value_type: whether to curtail power above grid interconnection limit or desired schedule. Options "interconnect_kw" or "desired_schedule". Defaults to "interconnect_kw". + bat_curtailment: Dictionary with bat curtailment parameters. Defaults to []. - only relevant for wind + bat_curtailment_cut_in_speed: Cut in speed in m/s for bat curtailment. solar: Whether to set solar data for this site. Defaults to True. wind: Whether to set wind data for this site. Defaults to True. wave: Whether to set wave data for this site. Defaults to False. @@ -130,7 +134,7 @@ class SiteInfo(BaseClass): capacity_hours: NDArray = field(default=[], converter=converter(bool)) desired_schedule: NDArrayFloat = field(default=[], converter=converter()) curtailment_value_type: str = field(default="interconnect_kw", validator=contains(["interconnect_kw", "desired_schedule"])) - + bat_curtailment: dict = field(default={}) solar: bool = field(default=True) wind: bool = field(default=True) wave: bool = field(default=False) @@ -159,6 +163,9 @@ class SiteInfo(BaseClass): interval: int = field(init=False) urdb_label: str = field(init=False) follow_desired_schedule: bool = field(init=False) + use_bat_curtailment: bool = field(init=False) + polygon: Union[Polygon, BaseGeometry] = field(init=False) + vertices: NDArrayFloat = field(init=False) kml_data: Optional[KML] = field(init=False, default=None) # .. TODO: Can we get rid of verts_simple and simplify site_boundaries @@ -184,6 +191,7 @@ def __attrs_post_init__(self): urdb_label (str): Link to `Utility Rate DataBase `_ label for REopt runs. follow_desired_schedule (bool): Indicates if a desired schedule was provided. Defaults to False. kml_data (KML, Optional): KML data to be used when definining site boundaries. + use_bat_curtailment (bool): Indicates if a bat curtailment strategy was provided. Defaults to False. """ if self.renewable_resource_origin=="API": set_nrel_key_dot_env() @@ -249,6 +257,8 @@ def __attrs_post_init__(self): raise ValueError('The provided desired schedule does not match length of the simulation horizon.') # FIXME: this a hack + self.use_bat_curtailment = bool(self.bat_curtailment) + if self.wind: logger.info("Set up SiteInfo with wind resource file: {}".format(self.wind_resource.filename)) if self.solar: @@ -421,10 +431,17 @@ def initialize_wind_resource(self, data: dict): else: raise ValueError("Invalid entry for `wind_resource_origin`, must be either 'WTK', 'TAP' or 'BC-HRRR'") elif self.renewable_resource_origin == "HPC": - return HPCWindData(wind_lat, wind_lon, wind_year, - wind_turbine_hub_ht=self.hub_height, - wtk_source_path=self.wtk_source_path, - filepath=self.wind_resource_file) + if self.wind_resource_origin == "BC-HRRR": + return BCHRRRWindData(wind_lat, wind_lon, wind_year, + hub_height_meters=self.hub_height, + path_resource=self.path_resource, + filename=self.wind_resource_file, + use_hpc=True) + else: + return HPCWindData(wind_lat, wind_lon, wind_year, + wind_turbine_hub_ht=self.hub_height, + wtk_source_path=self.wtk_source_path, + filepath=self.wind_resource_file) # TODO: determine if the below functions are obsolete @property diff --git a/hopp/simulation/technologies/wind/floris.py b/hopp/simulation/technologies/wind/floris.py index e2cf575ee..e060e5c6b 100644 --- a/hopp/simulation/technologies/wind/floris.py +++ b/hopp/simulation/technologies/wind/floris.py @@ -19,6 +19,14 @@ from hopp.utilities.log import hybrid_logger as logger import hopp.tools.design.wind.floris_helper_tools as floris_tools +from hopp.utilities.utilities import write_yaml +import floris.layout_visualization as layoutviz +import matplotlib.pyplot as plt + +import pandas as pd +from flasc.data_processing.dataframe_manipulations import is_day_or_night +import csv + @define class Floris(BaseClass): @@ -90,6 +98,61 @@ def __attrs_post_init__(self): self.speeds, self.wind_dirs = weighted_parse_resource_data(self.site.wind_resource) self.system_capacity = self.nTurbs * self.turb_rating + # save_data = np.zeros((len(self.speeds),2)) + # save_data[:,0] = self.speeds + # save_data[:,1] = self.wind_dirs + + # with open('speed_dir_data.csv', 'w', newline='') as fo: + # writer = csv.writer(fo) + # writer.writerows(save_data) + + if self.site.use_bat_curtailment: + bat_dict = self.site.bat_curtailment + if bat_dict['curtailment_type'] == "blanket": + df = pd.read_csv(self.site.wind_resource.filename, skiprows=1) + + df["time"] = pd.to_datetime(df.rename( + columns={"Year":"year", "Month":"month", "Day":"day", "Hour":"hour", "Minute":"minute"} + ) + [["year", "month", "day", "hour", "minute"]] + ) + df["time_hrs"] = range(len(df)) + # df = df.rename(columns={ + # f"Wind Direction at {height}m (deg)":"wd", + # f"Wind Speed at {height}m (m/s)":"ws", + # f"Air Temperature at {height}m (C)":"temp", + # "Precipitation Rate 0m":"precip" + # }) + df['ws_combined'] = self.speeds + df['wd_combined'] = self.wind_dirs + + df_dn = is_day_or_night( + df, + self.site.wind_resource.latitude, + self.site.wind_resource.longitude, + sunrise_altitude=0, + sunset_altitude=0, + datetime_column="time" + ) + start_date = f"{self.site.wind_resource.year}-"+bat_dict["curtail_start"] + end_date = f"{self.site.wind_resource.year}-"+bat_dict["curtail_end"] + ws_low = -1 + ws_high = bat_dict["bat_curtailment_cut_in_speed"] + df["date_cond"] = (df["time"] >= start_date) & (df["time"] <= end_date) + df["night_cond"] = ~df_dn["is_day"] + df["ws_cond"] = (df["ws_combined"] > ws_low) & (df["ws_combined"] < ws_high) + + df["blanket_curtailed"] = df["date_cond"] & df["night_cond"] & df["ws_cond"] + + self.curtailment_schedule = df["blanket_curtailed"].values + # fig = plt.figure() + # plt.plot(self.curtailment_schedule) + # plt.show() + # print(self.curtailment_schedule) + + else: + raise ValueError("Only blanket bat curtailment supported at this time.") + # time to simulate if len(self.config.timestep) > 0: self.start_idx = self.config.timestep[0] @@ -255,8 +318,10 @@ def execute(self, project_life): wind_speeds=self.speeds[self.start_idx:self.end_idx], turbulence_intensities=self.fi.core.flow_field.turbulence_intensities[0] ) + print('Wind Speeds', self.speeds[5790:5810]) + print('Wind Direction', self.wind_dirs[0:10]) - self.fi.set(wind_data=time_series) + self.fi.set(wind_data=time_series, reference_wind_height=self.site.wind_resource.hub_height_meters) self.fi.run() power_turbines[:, self.start_idx:self.end_idx] = self.fi.get_turbine_powers().reshape( @@ -265,8 +330,14 @@ def execute(self, project_life): power_farm[self.start_idx:self.end_idx] = self.fi.get_farm_power().reshape( (self.end_idx - self.start_idx) ) + print('Wind Power', power_farm[5790:5810]) operational_efficiency = ((100 - self._operational_losses)/100) + if self.site.use_bat_curtailment: + power_curtail_zip = zip(self.curtailment_schedule, power_farm) + print(self.curtailment_schedule[5790:5810]) + power_farm[self.start_idx:self.end_idx] = [x[1]*0 if x[0] else x[1] for x in power_curtail_zip] + print('Wind Power', power_farm[5790:5810]) # Adding losses from PySAM defaults (excluding turbine and wake losses) self.gen = power_farm * operational_efficiency / 1000 # kW diff --git a/hopp/tools/resource/pysam_wind_tools.py b/hopp/tools/resource/pysam_wind_tools.py index eee135321..b2f0a2429 100644 --- a/hopp/tools/resource/pysam_wind_tools.py +++ b/hopp/tools/resource/pysam_wind_tools.py @@ -10,6 +10,7 @@ def csv_to_dataframe(wind_csv_filepath, resource_height, resource_year): Args: wind_csv_filepath (str): filepath for wind resource .csv file resource_height (int): wind resource height in meters. +<<<<<<< HEAD resource_year (int | str, Optional): year corresponding to the wind resource data. Defaults to None. Returns: @@ -113,8 +114,12 @@ def csv_to_srw(wind_csv_filepath, resource_height, resource_year = None, data_so Args: wind_csv_filepath (str): filepath for wind resource .csv file resource_height (int): wind resource height in meters. +<<<<<<< HEAD resource_year (int | str, Optional): year corresponding to the wind resource data. Defaults to None. +======= + resource_year (int): year corresponding to the wind resource data +>>>>>>> feature/add_bchrrr Returns: str: filename of .srw output filepath @@ -158,8 +163,12 @@ def CSV_to_wind_data(wind_csv_filepath, resource_height, resource_year = None): Args: wind_csv_filepath (str): filepath for wind resource .csv file resource_height (int): wind resource height in meters. +<<<<<<< HEAD resource_year (int | str, Optional): year corresponding to the wind resource data. Defaults to None. +======= + resource_year (int): year corresponding to the wind resource data +>>>>>>> feature/add_bchrrr Returns: dict: wind resource data dictionary in PySAM format @@ -255,8 +264,11 @@ def combine_CSV_to_wind_data(file_resource_heights, resource_year = None): Args: file_resource_heights (dict): Keys are height in meters, values are corresponding filepaths. example {40: path_to_file, 60: path_to_file2} +<<<<<<< HEAD resource_year (str | int, Optional): resource year for wind resource data. Only needed for formatting purposes in ``csv_to_dataframe()``. Defaults to None. +======= +>>>>>>> feature/add_bchrrr Returns: dict: wind resource data dictionary of combined resource data diff --git a/tests/hopp/test_wind_resource_tools.py b/tests/hopp/test_wind_resource_tools.py index 87f6b9a6e..110e0a2f9 100644 --- a/tests/hopp/test_wind_resource_tools.py +++ b/tests/hopp/test_wind_resource_tools.py @@ -12,6 +12,7 @@ from numpy.testing import assert_array_almost_equal import numpy as np from hopp.tools.resource.pysam_wind_tools import combine_wind_files +from hopp.tools.resource.pysam_wind_tools import combine_wind_files wind_resource_file_multi_heights = os.path.join( ROOT_DIR, "simulation", "resource_files", "wind", @@ -141,7 +142,7 @@ def test_pysam_combine_wind_files_csv(): ) resource_heights = [80.0,100.0] wind_data = combine_wind_files(alaska_wind_resource_file,resource_heights) - assert len(wind_data["heights"]) == 7 + assert len(wind_data["heights"]) == 7 def test_pysam_combine_wind_files_srw():