From c5fb29ce67350655bc0e53dd2714eef4c11234fc Mon Sep 17 00:00:00 2001 From: kbrunik Date: Thu, 17 Oct 2024 14:00:29 -0500 Subject: [PATCH 01/11] update LICENSE copyright --- LICENSE | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/LICENSE b/LICENSE index c36e39ad..fc22b892 100644 --- a/LICENSE +++ b/LICENSE @@ -2,7 +2,7 @@ BSD 3-Clause License -Copyright (c) 2020, Alliance for Sustainable Energy, LLC +Copyright (c) 2024, Alliance for Sustainable Energy, LLC All rights reserved. Redistribution and use in source and binary forms, with or without From 1707a7be60840a38a2c2b66cba11f4f37cd3066d Mon Sep 17 00:00:00 2001 From: kbrunik Date: Fri, 18 Oct 2024 16:33:44 -0500 Subject: [PATCH 02/11] greenheart jupyter examples --- examples/01-green-hydrogen.ipynb | 378 + examples/02-green-steel.ipynb | 383 + examples/03-green-ammonia.ipynb | 383 + .../inputs/floris/floris_input_lbw_6MW.yaml | 70 + examples/inputs/plant/default_fin_config.yaml | 33 + .../greenheart_config_onshore-ammonia.yaml | 350 + .../greenheart_config_onshore-hydrogen.yaml | 299 + .../greenheart_config_onshore-steel.yaml | 397 + examples/inputs/plant/hopp_config.yaml | 72 + examples/inputs/turbines/lbw_6MW.yaml | 173 + .../solar/47.5233_-92.5366_psmv3_60_2013.csv | 8763 ++++++++++++++++ ....5366_windtoolkit_2013_60min_100m_120m.srw | 8765 +++++++++++++++++ 12 files changed, 20066 insertions(+) create mode 100644 examples/01-green-hydrogen.ipynb create mode 100644 examples/02-green-steel.ipynb create mode 100644 examples/03-green-ammonia.ipynb create mode 100644 examples/inputs/floris/floris_input_lbw_6MW.yaml create mode 100644 examples/inputs/plant/default_fin_config.yaml create mode 100644 examples/inputs/plant/greenheart_config_onshore-ammonia.yaml create mode 100644 examples/inputs/plant/greenheart_config_onshore-hydrogen.yaml create mode 100644 examples/inputs/plant/greenheart_config_onshore-steel.yaml create mode 100644 examples/inputs/plant/hopp_config.yaml create mode 100644 examples/inputs/turbines/lbw_6MW.yaml create mode 100644 examples/inputs/weather/solar/47.5233_-92.5366_psmv3_60_2013.csv create mode 100644 examples/inputs/weather/wind/47.5233_-92.5366_windtoolkit_2013_60min_100m_120m.srw diff --git a/examples/01-green-hydrogen.ipynb b/examples/01-green-hydrogen.ipynb new file mode 100644 index 00000000..429de167 --- /dev/null +++ b/examples/01-green-hydrogen.ipynb @@ -0,0 +1,378 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Hybrid Plant with Wind, Solar, Battery, Hydrogen Example\n", + "---\n", + "In this example we will simulate a hybrid plant using the GreenHEART software. This software allows for the co-design and simulation of an integrated renewable energy and hydrogen production plant. \n", + "\n", + "This simulation starts with renewable energy generation using wind and solar PV technologies, which then can be stored in a battery or directly supplied to a PEM electrolyzer for hydrogen production. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import Required Modules\n", + "---\n", + "Begin by importing the necessary modules for the GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/Users/kbrunik/github/GreenHEART/examples/log/hybrid_systems_2024-10-18T16.10.07.791662.log\n" + ] + } + ], + "source": [ + "from greenheart.simulation.greenheart_simulation import GreenHeartSimulationConfig\n", + "from greenheart.tools.optimization.gc_run_greenheart import run_greenheart" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load Simulation Input Files\n", + "---\n", + "Input files are in a YAML file format. Four YAML files are required for land-based analysis:\n", + "1. HOPP Configuration YAML\n", + "2. GreenHEART Configuration YAML\n", + "3. Wind Turbine Configuration YAML\n", + "4. FLORIS Configuration YAML" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### HOPP YAML Overview\n", + "\n", + "The HOPP YAML file includes information required for simulating the renewable energy generation at the plant. Such as:\n", + "\n", + "- **Analysis Location**: Specifies latitude, longitude, site boundaries, and resource files.\n", + "- **Generation Technologies**: Encompasses details on wind, solar PV, and battery storage systems.\n", + "- **General Generation Configuration Options**: Encompasses simulation options, battery dispatch strategies, and cost information." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "filename_hopp_config = \"./inputs/plant/hopp_config.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### GreenHEART YAML Overview\n", + "\n", + "The GreenHEART YAML file includes information required for simulating the renewable energy generation through the end product production (hydrogen, steel, ammonia). Such as:\n", + "\n", + "- **Plant Design Scenarios**: Specifies location and connection of individual components of plant.\n", + "- **Financial Parameters**: General financial parameters needed for calculating the levelized cost of product and other financial metrics.\n", + "- **Hydrogen Equipment Information**: Including electrolyzer specifications, compressor, pipeline, and H2 storage information.\n", + "- **Policy Options**: Describes options to include [IRA](https://www.whitehouse.gov/wp-content/uploads/2022/12/Inflation-Reduction-Act-Guidebook.pdf) tax incentives policy in GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "filename_greenheart_config = \"./inputs/plant/greenheart_config_onshore-hydrogen.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Wind Turbine and FLORIS YAML Overview\n", + "\n", + "The GreenHEART simulation runs a steady-state wake modeling tool ([FLORIS](https://www.nrel.gov/wind/floris.html)) to assess the wind farm's energy production. For accurate modeling within FLORIS, two configuration YAML files are required:\n", + "\n", + "- The **Wind Turbine YAML** file includes the description of the turbine including turbine rating rotor diameter, hub hight, and the power curve.\n", + "- The **FLORIS YAML** file includes atmospheric conditions and wake models used in simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "turbine_model = \"lbw_6MW\"\n", + "filename_turbine_config = \"./inputs/turbines/\" + turbine_model + \".yaml\"\n", + "filename_floris_config = \"./inputs/floris/floris_input_\"+ turbine_model + \".yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create Full Configuration to Run GreenHEART Simulation\n", + "---\n", + "The class `GreenHeartSimulationConfig` reads in all the required YAML files described above, allows user to set additional settings while running the GreenHEART simulation, these include:\n", + "- **verbose**: If set to `True` additional information about the simulation will be printed as it runs.\n", + "- **show_plots**: If set to `True` the plots will pop up during the simulation.\n", + "- **save_plots**: If set to `True` the plots will be saved in a figures folder.\n", + "- **use_profast**: [ProFAST](https://github.com/NREL/ProFAST) is a financial analysis software that provides a quick and convenient in-depth financial analysis for production systems and services based on Generally Accepted Accounting Principles (GAAP) methodology.\n", + "- **incentive_options**: Can select IRA incentives options which are located in the `GreenHEART YAML`.\n", + "- **plant_design_scenario**: Can select the plant design scenario from options which are located in the `GreenHEART YAML`.\n", + "- **output_level**: Determines what information is returned from the simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Turbine configuration:\n", + "turbine_type : lbw_6MW\n", + "turbine_rating : 6.0\n", + "hub_height : 115.0\n", + "rotor_diameter : 196.0\n", + "TSR : 9.0\n", + "operation_model : cosine-loss\n", + "power_thrust_table : {'ref_air_density': 1.225, 'ref_tilt': 6.0, 'cosine_loss_exponent_yaw': 1.88, 'cosine_loss_exponent_tilt': 1.88, 'wind_speed': [0.0, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 4.0, 4.5, 5.0, 5.5, 6.0, 6.5, 7.0, 7.5, 8.0, 8.5, 9.0, 9.5, 10.0, 10.5, 11.0, 11.5, 12.0, 12.5, 13.0, 13.5, 14.0, 14.5, 15.0, 15.5, 16.0, 16.5, 17.0, 17.5, 18.0, 18.5, 19.0, 19.5, 20.0, 20.5, 21.0, 21.5, 22.0, 22.5, 23.0, 23.5, 24.0, 24.5, 25.0, 25.5, 50.0], 'power': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 96.24651230523119, 259.8655834676017, 466.7955856533571, 719.4426800803637, 1020.2130323647901, 1383.5436169472148, 1804.622107344728, 2297.8854847039333, 2868.1460733155195, 3491.3422371404968, 4143.412363766887, 4766.60853153047, 5283.933537682093, 5644.857957214306, 5866.224936675051, 6000.970054119055, 6015.407027531671, 6015.407039825664, 6015.407045771687, 6015.407046797342, 6015.407030784196, 6015.4070299294835, 6015.407031726689, 6015.40703252596, 6015.407050262391, 6015.4070090467885, 6015.407054050846, 6015.406990635828, 6015.407017459927, 6015.40700637177, 6015.407073713843, 6015.407017596219, 6015.407023687774, 6015.406980032777, 6015.407089532948, 6015.4070933745315, 6015.407114130176, 6015.4070674790655, 6015.407052128898, 2887.395408450592, 2887.395433080161, 2887.395444013546, 2887.3953462044515, 2887.3953052175407, 2887.3953593623974, 0.0, 0.0], 'thrust_coefficient': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.2701938462552998, 0.49876088677031816, 0.6410583756749411, 0.7304171026328261, 0.7820140738475616, 0.8219695127339289, 0.8352112145765765, 0.8400940247937402, 0.8379537129170351, 0.8101778683666324, 0.7672683998396476, 0.7083562153936742, 0.6350905785639259, 0.5551074611981718, 0.4788235519553873, 0.41244475217617255, 0.35190962095427364, 0.3029658154904963, 0.2632886841215642, 0.23060389109382756, 0.20333704601408872, 0.18035220902161636, 0.16080492837083768, 0.14405295244038488, 0.12959884155843146, 0.11705148949914825, 0.10609947180098464, 0.09649207076054334, 0.08802550386379156, 0.080532705961645, 0.07387566569120284, 0.0679395700022922, 0.0626283035300828, 0.05786092523660555, 0.05356890955590444, 0.04969394382759819, 0.04618618064324506, 0.04300281785004922, 0.040106954468623494, 0.017894348350362906, 0.016747646863604262, 0.015697057336370227, 0.014732694286609812, 0.013845872021549986, 0.013028935873409437, 0.0, 0.0]}\n", + "Total hybrid plant rating calculated: 1396.0 MW\n" + ] + } + ], + "source": [ + "config = GreenHeartSimulationConfig(\n", + " filename_hopp_config,\n", + " filename_greenheart_config,\n", + " filename_turbine_config,\n", + " filename_floris_config,\n", + " verbose=True,\n", + " show_plots=False,\n", + " save_plots=False,\n", + " use_profast=True,\n", + " post_processing=False,\n", + " incentive_option=1,\n", + " plant_design_scenario=9,\n", + " output_level=7,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run the GreenHEART Simulation\n", + "---\n", + "The simulation runs a techno-economic analysis of a given plant configuration. Data and figures are output to a seperate folder." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/kbrunik/anaconda3/envs/greenheart-oct18/lib/python3.9/site-packages/openmdao/core/driver.py:769: OpenMDAOWarning:Driver: No matches for pattern '*_df' in recording_options['excludes'].\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FLORIS is the system model...\n", + "Simulating wind farm output in FLORIS...\n", + "\n", + "HOPP Results\n", + "Hybrid Annual Energy: {\"pv\": 145439345.21446475, \"wind\": 3919162140.8383026, \"battery\": 6749.688966750966, \"hybrid\": 4064608235.741742}\n", + "Capacity factors: {\"pv\": 21.58346447246623, \"wind\": 34.52106006573002, \"battery\": 0, \"hybrid\": 31.501738360458347}\n", + "Real LCOE from HOPP: {\"pv\": null, \"wind\": 0, \"battery\": null, \"hybrid\": null}\n", + "Took 0.526 sec to run the create clusters\n", + "Took 0.017 sec to run even_split_power function\n", + "Took 0.406 sec to run the RUN function\n", + "\n", + "Electrolyzer Physics:\n", + "H2 Produced Annually (tonnes): 72335.69907143162\n", + "Max H2 hourly (tonnes): 21.228194940440048\n", + "Max H2 daily (tonnes): 501.71701070591985\n", + "Energy to electrolyzer (kWh): 4064493687.804799\n", + "Energy per kg (kWh/kg): 53.26162591421412\n", + "Max hourly based on est kg/kWh (kg): 22149.03797711039\n", + "Max daily rough est (tonnes): 509.81546774911857\n", + "Electrolyzer Life Average Capacity Factor: 0.38874092612205186\n", + "\n", + "Hydrogen Cost Results:\n", + "Electrolyzer Total CAPEX $/kW: 1159.097536119984\n", + "Electrolyzer O&M $/kW: 28.384469868872497\n", + "Electrolyzer O&M $/kg: 0.455183062727819\n", + "\n", + "\n", + "Desal Results\n", + "Average feed_water_flowrat_m3perhr 0.0\n", + "Average desal_capex_usd 0.0\n", + "Average desal_opex_usd_per_year 0.0\n", + "Average power_for_desal_kw 0.0\n", + "Average fresh_water_capacity_m3_per_hour 0.0\n", + "Average equipment_mass_kg 0.0\n", + "Average equipment_footprint_m2 0.0\n", + "\n", + "\n", + "\n", + "Compressor Results:\n", + "Total H2 Flowrate (kg/hr): 0.0\n", + "Compressor_power (kW): 0.0\n", + "Compressor capex [USD]: 0.0\n", + "Compressor opex [USD/yr]: 0.0\n", + "\n", + "H2 Storage Results:\n", + "H2 storage capex: $192,027,693\n", + "H2 storage annual opex: $6,372,598/yr\n", + "H2 storage capacity (tonnes): 4492.377616482982\n", + "H2 storage cost $/kg of H2: 42.74522530463368\n", + "\n", + "Energy/Power Results:\n", + "Supply (MWh): 4064608235.7417345\n", + "Desal (kW): 0\n", + "Transport compressor (kW): 0.0\n", + "Storage compression, refrigeration, etc (kW): 0.0\n", + "\n", + "Platform Results\n", + "topmass_kg 0.00\n", + "toparea_m2 0.00\n", + "platform_mass_tonnes 0.00\n", + "capex 0.00\n", + "opex 0.00\n", + "\n", + "CAPEX Breakdown\n", + "wind 1423.01 M\n", + "wave 0.00 M\n", + "solar 99.10 M\n", + "battery 37.00 M\n", + "platform 0.00 M\n", + "electrical_export_system 0.00 M\n", + "desal 0.00 M\n", + "electrolyzer 1344.55 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 201.75 M\n", + "\n", + "Total system CAPEX: $3.11 B\n", + "\n", + "Annual OPEX Breakdown\n", + "wind_and_electrical 41.28 M\n", + "platform 0.00 M\n", + "wave 0.00 M\n", + "solar 2.01 M\n", + "battery 0.93 M\n", + "desal 0.00 M\n", + "electrolyzer 32.93 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 6.70 M\n", + "\n", + "Total Annual OPEX: $83.83 M\n", + "{'wind_and_electrical': 41275125.281676605, 'platform': 0.0, 'wave': 0.0, 'solar': 2010879.6904289294, 'battery': 925014.4993779334, 'desal': 0.0, 'electrolyzer': 32925985.047892097, 'h2_pipe_array': 0.0, 'h2_transport_compressor': 0.0, 'h2_transport_pipeline': 0.0, 'h2_storage': 6695210.848824192}\n", + "hybrid plant capacity factor: 0.31015800397267407\n", + "\n", + "ProFAST LCOE: 70.73 $/MWh\n", + "\n", + "LCOH grid only: 7.40 $/kg\n", + "ProFAST grid only NPV: -0.00\n", + "ProFAST grid only IRR: 0.09480\n", + "ProFAST grid only LCO: 7.40 $/kg\n", + "ProFAST grid only Profit Index: 2.70\n", + "ProFAST grid only payback period: 10\n", + "\n", + "ProFAST LCOH: 6.02 $/kg\n", + "ProFAST NPV: -0.00\n", + "ProFAST IRR: 0.09480\n", + "ProFAST LCO: 6.02 $/kg\n", + "ProFAST Profit Index: 2.28\n", + "ProFAST payback period: 9\n", + "Investor NPV: 1464.96 M USD\n", + "Investor MIRR: 0.08767 \n", + "Investor ROI: 0.46129 \n" + ] + } + ], + "source": [ + "# for analysis\n", + "prob, config = run_greenheart(config, run_only=True)\n", + "\n", + "# for optimization\n", + "# prob, config = run_greenheart(config, run_only=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Key Output Values" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LCOE: [70.73009202] [$/MWh]\n", + "LCOH: [6.02493445] [$/kg]\n" + ] + } + ], + "source": [ + "lcoe = prob.get_val(\"lcoe\", units=\"USD/(MW*h)\")\n", + "lcoh = prob.get_val(\"lcoh\", units=\"USD/kg\")\n", + "\n", + "print(\"LCOE: \", lcoe, \"[$/MWh]\")\n", + "print(\"LCOH: \", lcoh, \"[$/kg]\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "gh", + "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": "3.9.20" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/02-green-steel.ipynb b/examples/02-green-steel.ipynb new file mode 100644 index 00000000..72aa92e4 --- /dev/null +++ b/examples/02-green-steel.ipynb @@ -0,0 +1,383 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Hybrid Plant with Wind, Solar, Battery, Hydrogen and Steel Example\n", + "---\n", + "In this example we will simulate a hybrid plant using the GreenHEART software. This software allows for the co-design and simulation of an integrated renewable energy and steel production plant. \n", + "\n", + "This simulation starts with renewable energy generation using wind and solar PV technologies, which then can be stored in a battery or directly supplied to a PEM electrolyzer for hydrogen production. The produced hydrogen is then used as a feedstock in the steel model." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import Required Modules\n", + "---\n", + "Begin by importing the necessary modules for the GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/Users/kbrunik/github/GreenHEART/examples/log/hybrid_systems_2024-10-18T16.01.05.632156.log\n" + ] + } + ], + "source": [ + "from greenheart.simulation.greenheart_simulation import GreenHeartSimulationConfig\n", + "from greenheart.tools.optimization.gc_run_greenheart import run_greenheart" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load Simulation Input Files\n", + "---\n", + "Input files are in a YAML file format. Four YAML files are required for land-based analysis:\n", + "1. HOPP Configuration YAML\n", + "2. GreenHEART Configuration YAML\n", + "3. Wind Turbine Configuration YAML\n", + "4. FLORIS Configuration YAML" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### HOPP YAML Overview\n", + "\n", + "The HOPP YAML file includes information required for simulating the renewable energy generation at the plant. Such as:\n", + "\n", + "- **Analysis Location**: Specifies latitude, longitude, site boundaries, and resource files.\n", + "- **Generation Technologies**: Encompasses details on wind, solar PV, and battery storage systems.\n", + "- **General Generation Configuration Options**: Encompasses simulation options, battery dispatch strategies, and cost information." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "filename_hopp_config = \"./inputs/plant/hopp_config.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### GreenHEART YAML Overview\n", + "\n", + "The GreenHEART YAML file includes information required for simulating the renewable energy generation through the end product production (hydrogen, steel, ammonia). Such as:\n", + "\n", + "- **Plant Design Scenarios**: Specifies location and connection of individual components of plant.\n", + "- **Financial Parameters**: General financial parameters needed for calculating the levelized cost of product and other financial metrics.\n", + "- **Hydrogen Equipment Information**: Including electrolyzer specifications, compressor, pipeline, and H2 storage information.\n", + "- **Policy Options**: Describes options to include [IRA](https://www.whitehouse.gov/wp-content/uploads/2022/12/Inflation-Reduction-Act-Guidebook.pdf) tax incentives policy in GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "filename_greenheart_config = \"./inputs/plant/greenheart_config_onshore-steel.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Wind Turbine and FLORIS YAML Overview\n", + "\n", + "The GreenHEART simulation runs a steady-state wake modeling tool ([FLORIS](https://www.nrel.gov/wind/floris.html)) to assess the wind farm's energy production. For accurate modeling within FLORIS, two configuration YAML files are required:\n", + "\n", + "- The **Wind Turbine YAML** file includes the description of the turbine including turbine rating rotor diameter, hub hight, and the power curve.\n", + "- The **FLORIS YAML** file includes atmospheric conditions and wake models used in simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "turbine_model = \"lbw_6MW\"\n", + "filename_turbine_config = \"./inputs/turbines/\"+turbine_model+\".yaml\"\n", + "filename_floris_config = \"./inputs/floris/floris_input_\"+turbine_model+\".yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create Full Configuration to Run GreenHEART Simulation\n", + "---\n", + "The class `GreenHeartSimulationConfig` reads in all the required YAML files described above, allows user to set additional settings while running the GreenHEART simulation, these include:\n", + "- **verbose**: If set to `True` additional information about the simulation will be printed as it runs.\n", + "- **show_plots**: If set to `True` the plots will pop up during the simulation.\n", + "- **save_plots**: If set to `True` the plots will be saved in a figures folder.\n", + "- **use_profast**: [ProFAST](https://github.com/NREL/ProFAST) is a financial analysis software that provides a quick and convenient in-depth financial analysis for production systems and services based on Generally Accepted Accounting Principles (GAAP) methodology.\n", + "- **incentive_options**: Can select IRA incentives options which are located in the `GreenHEART YAML`.\n", + "- **plant_design_scenario**: Can select the plant design scenario from options which are located in the `GreenHEART YAML`.\n", + "- **output_level**: Determines what information is returned from the simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Turbine configuration:\n", + "turbine_type : lbw_6MW\n", + "turbine_rating : 6.0\n", + "hub_height : 115.0\n", + "rotor_diameter : 196.0\n", + "TSR : 9.0\n", + "operation_model : cosine-loss\n", + "power_thrust_table : {'ref_air_density': 1.225, 'ref_tilt': 6.0, 'cosine_loss_exponent_yaw': 1.88, 'cosine_loss_exponent_tilt': 1.88, 'wind_speed': [0.0, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 4.0, 4.5, 5.0, 5.5, 6.0, 6.5, 7.0, 7.5, 8.0, 8.5, 9.0, 9.5, 10.0, 10.5, 11.0, 11.5, 12.0, 12.5, 13.0, 13.5, 14.0, 14.5, 15.0, 15.5, 16.0, 16.5, 17.0, 17.5, 18.0, 18.5, 19.0, 19.5, 20.0, 20.5, 21.0, 21.5, 22.0, 22.5, 23.0, 23.5, 24.0, 24.5, 25.0, 25.5, 50.0], 'power': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 96.24651230523119, 259.8655834676017, 466.7955856533571, 719.4426800803637, 1020.2130323647901, 1383.5436169472148, 1804.622107344728, 2297.8854847039333, 2868.1460733155195, 3491.3422371404968, 4143.412363766887, 4766.60853153047, 5283.933537682093, 5644.857957214306, 5866.224936675051, 6000.970054119055, 6015.407027531671, 6015.407039825664, 6015.407045771687, 6015.407046797342, 6015.407030784196, 6015.4070299294835, 6015.407031726689, 6015.40703252596, 6015.407050262391, 6015.4070090467885, 6015.407054050846, 6015.406990635828, 6015.407017459927, 6015.40700637177, 6015.407073713843, 6015.407017596219, 6015.407023687774, 6015.406980032777, 6015.407089532948, 6015.4070933745315, 6015.407114130176, 6015.4070674790655, 6015.407052128898, 2887.395408450592, 2887.395433080161, 2887.395444013546, 2887.3953462044515, 2887.3953052175407, 2887.3953593623974, 0.0, 0.0], 'thrust_coefficient': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.2701938462552998, 0.49876088677031816, 0.6410583756749411, 0.7304171026328261, 0.7820140738475616, 0.8219695127339289, 0.8352112145765765, 0.8400940247937402, 0.8379537129170351, 0.8101778683666324, 0.7672683998396476, 0.7083562153936742, 0.6350905785639259, 0.5551074611981718, 0.4788235519553873, 0.41244475217617255, 0.35190962095427364, 0.3029658154904963, 0.2632886841215642, 0.23060389109382756, 0.20333704601408872, 0.18035220902161636, 0.16080492837083768, 0.14405295244038488, 0.12959884155843146, 0.11705148949914825, 0.10609947180098464, 0.09649207076054334, 0.08802550386379156, 0.080532705961645, 0.07387566569120284, 0.0679395700022922, 0.0626283035300828, 0.05786092523660555, 0.05356890955590444, 0.04969394382759819, 0.04618618064324506, 0.04300281785004922, 0.040106954468623494, 0.017894348350362906, 0.016747646863604262, 0.015697057336370227, 0.014732694286609812, 0.013845872021549986, 0.013028935873409437, 0.0, 0.0]}\n", + "Total hybrid plant rating calculated: 1396.0 MW\n" + ] + } + ], + "source": [ + "config = GreenHeartSimulationConfig(\n", + " filename_hopp_config,\n", + " filename_greenheart_config,\n", + " filename_turbine_config,\n", + " filename_floris_config,\n", + " verbose=True,\n", + " show_plots=False,\n", + " save_plots=False,\n", + " use_profast=True,\n", + " post_processing=False,\n", + " incentive_option=1,\n", + " plant_design_scenario=9,\n", + " output_level=7,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run the GreenHEART Simulation\n", + "---\n", + "The simulation runs a techno-economic analysis of a given plant configuration. Data and figures are output to a seperate folder." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/kbrunik/anaconda3/envs/greenheart-oct18/lib/python3.9/site-packages/openmdao/core/driver.py:769: OpenMDAOWarning:Driver: No matches for pattern '*_df' in recording_options['excludes'].\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FLORIS is the system model...\n", + "Simulating wind farm output in FLORIS...\n", + "\n", + "HOPP Results\n", + "Hybrid Annual Energy: {\"pv\": 145439345.21446475, \"wind\": 3919162140.8383026, \"battery\": 6749.688966750966, \"hybrid\": 4064608235.741742}\n", + "Capacity factors: {\"pv\": 21.58346447246623, \"wind\": 34.52106006573002, \"battery\": 0, \"hybrid\": 31.501738360458347}\n", + "Real LCOE from HOPP: {\"pv\": null, \"wind\": 0, \"battery\": null, \"hybrid\": null}\n", + "Took 0.562 sec to run the create clusters\n", + "Took 0.018 sec to run even_split_power function\n", + "Took 0.439 sec to run the RUN function\n", + "\n", + "Electrolyzer Physics:\n", + "H2 Produced Annually (tonnes): 72335.69907143162\n", + "Max H2 hourly (tonnes): 21.228194940440048\n", + "Max H2 daily (tonnes): 501.71701070591985\n", + "Energy to electrolyzer (kWh): 4064493687.804799\n", + "Energy per kg (kWh/kg): 53.26162591421412\n", + "Max hourly based on est kg/kWh (kg): 22149.03797711039\n", + "Max daily rough est (tonnes): 509.81546774911857\n", + "Electrolyzer Life Average Capacity Factor: 0.38874092612205186\n", + "\n", + "Hydrogen Cost Results:\n", + "Electrolyzer Total CAPEX $/kW: 1159.097536119984\n", + "Electrolyzer O&M $/kW: 28.384469868872497\n", + "Electrolyzer O&M $/kg: 0.455183062727819\n", + "\n", + "\n", + "Desal Results\n", + "Average feed_water_flowrat_m3perhr 0.0\n", + "Average desal_capex_usd 0.0\n", + "Average desal_opex_usd_per_year 0.0\n", + "Average power_for_desal_kw 0.0\n", + "Average fresh_water_capacity_m3_per_hour 0.0\n", + "Average equipment_mass_kg 0.0\n", + "Average equipment_footprint_m2 0.0\n", + "\n", + "\n", + "\n", + "Compressor Results:\n", + "Total H2 Flowrate (kg/hr): 0.0\n", + "Compressor_power (kW): 0.0\n", + "Compressor capex [USD]: 0.0\n", + "Compressor opex [USD/yr]: 0.0\n", + "\n", + "H2 Storage Results:\n", + "H2 storage capex: $192,027,693\n", + "H2 storage annual opex: $6,372,598/yr\n", + "H2 storage capacity (tonnes): 4492.377616482982\n", + "H2 storage cost $/kg of H2: 42.74522530463368\n", + "\n", + "Energy/Power Results:\n", + "Supply (MWh): 4064608235.7417345\n", + "Desal (kW): 0\n", + "Transport compressor (kW): 0.0\n", + "Storage compression, refrigeration, etc (kW): 0.0\n", + "\n", + "Platform Results\n", + "topmass_kg 0.00\n", + "toparea_m2 0.00\n", + "platform_mass_tonnes 0.00\n", + "capex 0.00\n", + "opex 0.00\n", + "\n", + "CAPEX Breakdown\n", + "wind 1423.01 M\n", + "wave 0.00 M\n", + "solar 99.10 M\n", + "battery 37.00 M\n", + "platform 0.00 M\n", + "electrical_export_system 0.00 M\n", + "desal 0.00 M\n", + "electrolyzer 1344.55 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 201.75 M\n", + "\n", + "Total system CAPEX: $3.11 B\n", + "\n", + "Annual OPEX Breakdown\n", + "wind_and_electrical 41.28 M\n", + "platform 0.00 M\n", + "wave 0.00 M\n", + "solar 2.01 M\n", + "battery 0.93 M\n", + "desal 0.00 M\n", + "electrolyzer 32.93 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 6.70 M\n", + "\n", + "Total Annual OPEX: $83.83 M\n", + "{'wind_and_electrical': 41275125.281676605, 'platform': 0.0, 'wave': 0.0, 'solar': 2010879.6904289294, 'battery': 925014.4993779334, 'desal': 0.0, 'electrolyzer': 32925985.047892097, 'h2_pipe_array': 0.0, 'h2_transport_compressor': 0.0, 'h2_transport_pipeline': 0.0, 'h2_storage': 6695210.848824192}\n", + "hybrid plant capacity factor: 0.31015800397267407\n", + "\n", + "ProFAST LCOE: 70.73 $/MWh\n", + "\n", + "LCOH grid only: 7.40 $/kg\n", + "ProFAST grid only NPV: -0.00\n", + "ProFAST grid only IRR: 0.09480\n", + "ProFAST grid only LCO: 7.40 $/kg\n", + "ProFAST grid only Profit Index: 2.70\n", + "ProFAST grid only payback period: 10\n", + "\n", + "ProFAST LCOH: 6.02 $/kg\n", + "ProFAST NPV: -0.00\n", + "ProFAST IRR: 0.09480\n", + "ProFAST LCO: 6.02 $/kg\n", + "ProFAST Profit Index: 2.28\n", + "ProFAST payback period: 9\n", + "Investor NPV: 1464.96 M USD\n", + "Investor MIRR: 0.08767 \n", + "Investor ROI: 0.46129 \n", + "Running steel\n", + "\n" + ] + } + ], + "source": [ + "# for analysis\n", + "prob, config = run_greenheart(config, run_only=True)\n", + "\n", + "# for optimization\n", + "# prob, config = run_greenheart(config, run_only=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Key Output Values" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LCOE: [70.73009202] [$/MWh]\n", + "LCOH: [6.02493445] [$/kg]\n", + "LCOS: [1077.53232441] [$/metric-tonne]\n" + ] + } + ], + "source": [ + "lcoe = prob.get_val(\"lcoe\", units=\"USD/(MW*h)\")\n", + "lcoh = prob.get_val(\"lcoh\", units=\"USD/kg\")\n", + "lcos = prob.get_val(\"lcos\", units=\"USD/t\")\n", + "\n", + "print(\"LCOE: \", lcoe, \"[$/MWh]\")\n", + "print(\"LCOH: \", lcoh, \"[$/kg]\")\n", + "print(\"LCOS: \", lcos, \"[$/metric-tonne]\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "gh", + "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": "3.9.20" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/03-green-ammonia.ipynb b/examples/03-green-ammonia.ipynb new file mode 100644 index 00000000..7523e62e --- /dev/null +++ b/examples/03-green-ammonia.ipynb @@ -0,0 +1,383 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Hybrid Plant with Wind, Solar, Battery, Hydrogen and Ammonia Example\n", + "---\n", + "In this example we will simulate a hybrid plant using the GreenHEART software. This software allows for the co-design and simulation of an integrated renewable energy and ammonia production plant. \n", + "\n", + "This simulation starts with renewable energy generation using wind and solar PV technologies, which then can be stored in a battery or directly supplied to a PEM electrolyzer for hydrogen production. The produced hydrogen is then used as a feedstock in the ammonia model." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import Required Modules\n", + "---\n", + "Begin by importing the necessary modules for the GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/Users/kbrunik/github/GreenHEART/examples/log/hybrid_systems_2024-10-18T16.27.04.775533.log\n" + ] + } + ], + "source": [ + "from greenheart.simulation.greenheart_simulation import GreenHeartSimulationConfig\n", + "from greenheart.tools.optimization.gc_run_greenheart import run_greenheart" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load Simulation Input Files\n", + "---\n", + "Input files are in a YAML file format. Four YAML files are required for land-based analysis:\n", + "1. HOPP Configuration YAML\n", + "2. GreenHEART Configuration YAML\n", + "3. Wind Turbine Configuration YAML\n", + "4. FLORIS Configuration YAML" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### HOPP YAML Overview\n", + "\n", + "The HOPP YAML file includes information required for simulating the renewable energy generation at the plant. Such as:\n", + "\n", + "- **Analysis Location**: Specifies latitude, longitude, site boundaries, and resource files.\n", + "- **Generation Technologies**: Encompasses details on wind, solar PV, and battery storage systems.\n", + "- **General Generation Configuration Options**: Encompasses simulation options, battery dispatch strategies, and cost information." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "filename_hopp_config = \"./inputs/plant/hopp_config.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### GreenHEART YAML Overview\n", + "\n", + "The GreenHEART YAML file includes information required for simulating the renewable energy generation through the end product production (hydrogen, steel, ammonia). Such as:\n", + "\n", + "- **Plant Design Scenarios**: Specifies location and connection of individual components of plant.\n", + "- **Financial Parameters**: General financial parameters needed for calculating the levelized cost of product and other financial metrics.\n", + "- **Hydrogen Equipment Information**: Including electrolyzer specifications, compressor, pipeline, and H2 storage information.\n", + "- **Policy Options**: Describes options to include [IRA](https://www.whitehouse.gov/wp-content/uploads/2022/12/Inflation-Reduction-Act-Guidebook.pdf) tax incentives policy in GreenHEART simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "filename_greenheart_config = \"./inputs/plant/greenheart_config_onshore-ammonia.yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Wind Turbine and FLORIS YAML Overview\n", + "\n", + "The GreenHEART simulation runs a steady-state wake modeling tool ([FLORIS](https://www.nrel.gov/wind/floris.html)) to assess the wind farm's energy production. For accurate modeling within FLORIS, two configuration YAML files are required:\n", + "\n", + "- The **Wind Turbine YAML** file includes the description of the turbine including turbine rating rotor diameter, hub hight, and the power curve.\n", + "- The **FLORIS YAML** file includes atmospheric conditions and wake models used in simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "turbine_model = \"lbw_6MW\"\n", + "filename_turbine_config = \"./inputs/turbines/\"+turbine_model+\".yaml\"\n", + "filename_floris_config = \"./inputs/floris/floris_input_\"+turbine_model+\".yaml\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Create Full Configuration to Run GreenHEART Simulation\n", + "---\n", + "The class `GreenHeartSimulationConfig` reads in all the required YAML files described above, allows user to set additional settings while running the GreenHEART simulation, these include:\n", + "- **verbose**: If set to `True` additional information about the simulation will be printed as it runs.\n", + "- **show_plots**: If set to `True` the plots will pop up during the simulation.\n", + "- **save_plots**: If set to `True` the plots will be saved in a figures folder.\n", + "- **use_profast**: [ProFAST](https://github.com/NREL/ProFAST) is a financial analysis software that provides a quick and convenient in-depth financial analysis for production systems and services based on Generally Accepted Accounting Principles (GAAP) methodology.\n", + "- **incentive_options**: Can select IRA incentives options which are located in the `GreenHEART YAML`.\n", + "- **plant_design_scenario**: Can select the plant design scenario from options which are located in the `GreenHEART YAML`.\n", + "- **output_level**: Determines what information is returned from the simulation." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Turbine configuration:\n", + "turbine_type : lbw_6MW\n", + "turbine_rating : 6.0\n", + "hub_height : 115.0\n", + "rotor_diameter : 196.0\n", + "TSR : 9.0\n", + "operation_model : cosine-loss\n", + "power_thrust_table : {'ref_air_density': 1.225, 'ref_tilt': 6.0, 'cosine_loss_exponent_yaw': 1.88, 'cosine_loss_exponent_tilt': 1.88, 'wind_speed': [0.0, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 3.5, 4.0, 4.5, 5.0, 5.5, 6.0, 6.5, 7.0, 7.5, 8.0, 8.5, 9.0, 9.5, 10.0, 10.5, 11.0, 11.5, 12.0, 12.5, 13.0, 13.5, 14.0, 14.5, 15.0, 15.5, 16.0, 16.5, 17.0, 17.5, 18.0, 18.5, 19.0, 19.5, 20.0, 20.5, 21.0, 21.5, 22.0, 22.5, 23.0, 23.5, 24.0, 24.5, 25.0, 25.5, 50.0], 'power': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 96.24651230523119, 259.8655834676017, 466.7955856533571, 719.4426800803637, 1020.2130323647901, 1383.5436169472148, 1804.622107344728, 2297.8854847039333, 2868.1460733155195, 3491.3422371404968, 4143.412363766887, 4766.60853153047, 5283.933537682093, 5644.857957214306, 5866.224936675051, 6000.970054119055, 6015.407027531671, 6015.407039825664, 6015.407045771687, 6015.407046797342, 6015.407030784196, 6015.4070299294835, 6015.407031726689, 6015.40703252596, 6015.407050262391, 6015.4070090467885, 6015.407054050846, 6015.406990635828, 6015.407017459927, 6015.40700637177, 6015.407073713843, 6015.407017596219, 6015.407023687774, 6015.406980032777, 6015.407089532948, 6015.4070933745315, 6015.407114130176, 6015.4070674790655, 6015.407052128898, 2887.395408450592, 2887.395433080161, 2887.395444013546, 2887.3953462044515, 2887.3953052175407, 2887.3953593623974, 0.0, 0.0], 'thrust_coefficient': [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.2701938462552998, 0.49876088677031816, 0.6410583756749411, 0.7304171026328261, 0.7820140738475616, 0.8219695127339289, 0.8352112145765765, 0.8400940247937402, 0.8379537129170351, 0.8101778683666324, 0.7672683998396476, 0.7083562153936742, 0.6350905785639259, 0.5551074611981718, 0.4788235519553873, 0.41244475217617255, 0.35190962095427364, 0.3029658154904963, 0.2632886841215642, 0.23060389109382756, 0.20333704601408872, 0.18035220902161636, 0.16080492837083768, 0.14405295244038488, 0.12959884155843146, 0.11705148949914825, 0.10609947180098464, 0.09649207076054334, 0.08802550386379156, 0.080532705961645, 0.07387566569120284, 0.0679395700022922, 0.0626283035300828, 0.05786092523660555, 0.05356890955590444, 0.04969394382759819, 0.04618618064324506, 0.04300281785004922, 0.040106954468623494, 0.017894348350362906, 0.016747646863604262, 0.015697057336370227, 0.014732694286609812, 0.013845872021549986, 0.013028935873409437, 0.0, 0.0]}\n", + "Total hybrid plant rating calculated: 1396.0 MW\n" + ] + } + ], + "source": [ + "config = GreenHeartSimulationConfig(\n", + " filename_hopp_config,\n", + " filename_greenheart_config,\n", + " filename_turbine_config,\n", + " filename_floris_config,\n", + " verbose=True,\n", + " show_plots=False,\n", + " save_plots=False,\n", + " use_profast=True,\n", + " post_processing=False,\n", + " incentive_option=1,\n", + " plant_design_scenario=9,\n", + " output_level=7,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run the GreenHEART Simulation\n", + "---\n", + "The simulation runs a techno-economic analysis of a given plant configuration. Data and figures are output to a seperate folder." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/kbrunik/anaconda3/envs/greenheart-oct18/lib/python3.9/site-packages/openmdao/core/driver.py:769: OpenMDAOWarning:Driver: No matches for pattern '*_df' in recording_options['excludes'].\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FLORIS is the system model...\n", + "Simulating wind farm output in FLORIS...\n", + "\n", + "HOPP Results\n", + "Hybrid Annual Energy: {\"pv\": 145439345.21446475, \"wind\": 3919162140.8383026, \"battery\": 6749.688966750966, \"hybrid\": 4064608235.741742}\n", + "Capacity factors: {\"pv\": 21.58346447246623, \"wind\": 34.52106006573002, \"battery\": 0, \"hybrid\": 31.501738360458347}\n", + "Real LCOE from HOPP: {\"pv\": null, \"wind\": 0, \"battery\": null, \"hybrid\": null}\n", + "Took 0.556 sec to run the create clusters\n", + "Took 0.018 sec to run even_split_power function\n", + "Took 0.403 sec to run the RUN function\n", + "\n", + "Electrolyzer Physics:\n", + "H2 Produced Annually (tonnes): 72335.69907143162\n", + "Max H2 hourly (tonnes): 21.228194940440048\n", + "Max H2 daily (tonnes): 501.71701070591985\n", + "Energy to electrolyzer (kWh): 4064493687.804799\n", + "Energy per kg (kWh/kg): 53.26162591421412\n", + "Max hourly based on est kg/kWh (kg): 22149.03797711039\n", + "Max daily rough est (tonnes): 509.81546774911857\n", + "Electrolyzer Life Average Capacity Factor: 0.38874092612205186\n", + "\n", + "Hydrogen Cost Results:\n", + "Electrolyzer Total CAPEX $/kW: 1159.097536119984\n", + "Electrolyzer O&M $/kW: 28.384469868872497\n", + "Electrolyzer O&M $/kg: 0.455183062727819\n", + "\n", + "\n", + "Desal Results\n", + "Average feed_water_flowrat_m3perhr 0.0\n", + "Average desal_capex_usd 0.0\n", + "Average desal_opex_usd_per_year 0.0\n", + "Average power_for_desal_kw 0.0\n", + "Average fresh_water_capacity_m3_per_hour 0.0\n", + "Average equipment_mass_kg 0.0\n", + "Average equipment_footprint_m2 0.0\n", + "\n", + "\n", + "\n", + "Compressor Results:\n", + "Total H2 Flowrate (kg/hr): 0.0\n", + "Compressor_power (kW): 0.0\n", + "Compressor capex [USD]: 0.0\n", + "Compressor opex [USD/yr]: 0.0\n", + "\n", + "H2 Storage Results:\n", + "H2 storage capex: $192,027,693\n", + "H2 storage annual opex: $6,372,598/yr\n", + "H2 storage capacity (tonnes): 4492.377616482982\n", + "H2 storage cost $/kg of H2: 42.74522530463368\n", + "\n", + "Energy/Power Results:\n", + "Supply (MWh): 4064608235.7417345\n", + "Desal (kW): 0\n", + "Transport compressor (kW): 0.0\n", + "Storage compression, refrigeration, etc (kW): 0.0\n", + "\n", + "Platform Results\n", + "topmass_kg 0.00\n", + "toparea_m2 0.00\n", + "platform_mass_tonnes 0.00\n", + "capex 0.00\n", + "opex 0.00\n", + "\n", + "CAPEX Breakdown\n", + "wind 1423.01 M\n", + "wave 0.00 M\n", + "solar 99.10 M\n", + "battery 37.00 M\n", + "platform 0.00 M\n", + "electrical_export_system 0.00 M\n", + "desal 0.00 M\n", + "electrolyzer 1344.55 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 201.75 M\n", + "\n", + "Total system CAPEX: $3.11 B\n", + "\n", + "Annual OPEX Breakdown\n", + "wind_and_electrical 41.28 M\n", + "platform 0.00 M\n", + "wave 0.00 M\n", + "solar 2.01 M\n", + "battery 0.93 M\n", + "desal 0.00 M\n", + "electrolyzer 32.93 M\n", + "h2_pipe_array 0.00 M\n", + "h2_transport_compressor 0.00 M\n", + "h2_transport_pipeline 0.00 M\n", + "h2_storage 6.70 M\n", + "\n", + "Total Annual OPEX: $83.83 M\n", + "{'wind_and_electrical': 41275125.281676605, 'platform': 0.0, 'wave': 0.0, 'solar': 2010879.6904289294, 'battery': 925014.4993779334, 'desal': 0.0, 'electrolyzer': 32925985.047892097, 'h2_pipe_array': 0.0, 'h2_transport_compressor': 0.0, 'h2_transport_pipeline': 0.0, 'h2_storage': 6695210.848824192}\n", + "hybrid plant capacity factor: 0.31015800397267407\n", + "\n", + "ProFAST LCOE: 70.73 $/MWh\n", + "\n", + "LCOH grid only: 7.40 $/kg\n", + "ProFAST grid only NPV: -0.00\n", + "ProFAST grid only IRR: 0.09480\n", + "ProFAST grid only LCO: 7.40 $/kg\n", + "ProFAST grid only Profit Index: 2.70\n", + "ProFAST grid only payback period: 10\n", + "\n", + "ProFAST LCOH: 6.02 $/kg\n", + "ProFAST NPV: -0.00\n", + "ProFAST IRR: 0.09480\n", + "ProFAST LCO: 6.02 $/kg\n", + "ProFAST Profit Index: 2.28\n", + "ProFAST payback period: 9\n", + "Investor NPV: 1464.96 M USD\n", + "Investor MIRR: 0.08767 \n", + "Investor ROI: 0.46129 \n", + "Running ammonia\n", + "\n" + ] + } + ], + "source": [ + "# for analysis\n", + "prob, config = run_greenheart(config, run_only=True)\n", + "\n", + "# for optimization\n", + "# prob, config = run_greenheart(config, run_only=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Key Output Values" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LCOE: [70.73009202] [$/MWh]\n", + "LCOH: [6.02493445] [$/kg]\n", + "LCOA: [1.28047728] [$/kg]\n" + ] + } + ], + "source": [ + "lcoe = prob.get_val(\"lcoe\", units=\"USD/(MW*h)\")\n", + "lcoh = prob.get_val(\"lcoh\", units=\"USD/kg\")\n", + "lcoa = prob.get_val(\"lcoa\", units=\"USD/kg\")\n", + "\n", + "print(\"LCOE: \", lcoe, \"[$/MWh]\")\n", + "print(\"LCOH: \", lcoh, \"[$/kg]\")\n", + "print(\"LCOA: \", lcoa, \"[$/kg]\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "gh", + "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": "3.9.20" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/inputs/floris/floris_input_lbw_6MW.yaml b/examples/inputs/floris/floris_input_lbw_6MW.yaml new file mode 100644 index 00000000..846e428a --- /dev/null +++ b/examples/inputs/floris/floris_input_lbw_6MW.yaml @@ -0,0 +1,70 @@ +name: Gauss +description: Onshore wind 6MW Bespoke Turbine reference design +floris_version: v4.0.0 +logging: + console: + enable: false + level: WARNING + file: + enable: false + level: WARNING +solver: + type: turbine_grid + turbine_grid_points: 1 +flow_field: + air_density: 1.225 + reference_wind_height: -1 + wind_directions: + - 270.0 + wind_shear: 0.33 + wind_speeds: + - 8.0 + wind_veer: 0.0 + turbulence_intensities: + - 0.06 +wake: + model_strings: + combination_model: sosfs + deflection_model: gauss + turbulence_model: crespo_hernandez + velocity_model: gauss + enable_secondary_steering: false + enable_yaw_added_recovery: false + enable_transverse_velocities: false + 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 + 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 + wake_turbulence_parameters: + crespo_hernandez: + initial: 0.1 + constant: 0.5 + ai: 0.8 + downstream: -0.32 + enable_active_wake_mixing: false diff --git a/examples/inputs/plant/default_fin_config.yaml b/examples/inputs/plant/default_fin_config.yaml new file mode 100644 index 00000000..40c1f7b0 --- /dev/null +++ b/examples/inputs/plant/default_fin_config.yaml @@ -0,0 +1,33 @@ +battery_system: + batt_replacement_schedule_percent: + - 0 + batt_bank_replacement: + - 0 + batt_replacement_option: 0 + batt_computed_bank_capacity: 0 + batt_meter_position: 0 +system_costs: + om_fixed: + - 1 + om_production: + - 2 + om_capacity: + - 0 + om_batt_fixed_cost: 42.888 + om_batt_variable_cost: + - 0 + om_batt_capacity_cost: 0 + om_batt_replacement_cost: 0 + om_replacement_cost_escal: 0 +system_use_lifetime_output: 0 +financial_parameters: + inflation_rate: 2.5 + real_discount_rate: 6.4 +cp_capacity_credit_percent: + - 0 +degradation: + - 0 +revenue: + ppa_price_input: + - 0.01 + ppa_escalation: 1 diff --git a/examples/inputs/plant/greenheart_config_onshore-ammonia.yaml b/examples/inputs/plant/greenheart_config_onshore-ammonia.yaml new file mode 100644 index 00000000..b87b59b9 --- /dev/null +++ b/examples/inputs/plant/greenheart_config_onshore-ammonia.yaml @@ -0,0 +1,350 @@ +site: + mean_windspeed: False + depth: 0 #m + wind_layout: + row_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + turbine_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + grid_angle: 0 # wind layout grid angle in degrees where 0 is north, increasing clockwise + row_phase_offset: 0 # wind layout offset of turbines along row from one row to the next +project_parameters: + project_lifetime: 30 + grid_connection: False # option, can be turned on or off + ppa_price: 0.025 # $/kWh based on 2022 land based wind market report (ERCOT area ppa prices) https://www.energy.gov/sites/default/files/2022-08/land_based_wind_market_report_2202.pdf + hybrid_electricity_estimated_cf: 0.492 #should equal 1 if grid_connection = True + atb_year: 2030 + cost_year: 2020 # to match ATB + installation_time: 36 # months +finance_parameters: + costing_general_inflation: 0.025 # used to adjust modeled costs to cost_year + profast_general_inflation: 0 # based on 2022 ATB + discount_rate: 0.0948 # nominal return based on 2022 ATB basline workbook + debt_equity_split: False # 2022 ATB uses 68.5% debt + debt_equity_ratio: 1.72 + property_tax: 0.01 # percent of CAPEX # combined with property insurance then between H2A and H2FAST defaults + property_insurance: 0.005 # percent of CAPEX # combined with property tax then between H2A and H2FAST defaults + total_income_tax_rate: 0.2574 # 0.257 tax rate in 2022 atb baseline workbook # current federal income tax rate, but proposed 2023 rate is 0.28. No state income tax in Texas + capital_gains_tax_rate: 0.15 # H2FAST default + sales_tax_rate: 0.0 #Verify that a different rate shouldn't be used # minimum total sales tax rate in Corpus Christi https://www.cctexas.com/detail/corpus-christi-type-fund-purpose - does this apply to H2? + debt_interest_rate: 0.046 + debt_type: "Revolving debt" # can be "Revolving debt" or "One time loan". Revolving debt is H2FAST default and leads to much lower LCOH + loan_period: 0 # H2FAST default, not used for revolving debt + cash_onhand_months: 1 # H2FAST default + administrative_expense_percent_of_sales: 0.00 #Check this # percent of sales H2FAST default + depreciation_method: "MACRS" # can be "MACRS" or "Straight line" - MACRS may be better and can reduce LCOH by more than $1/kg and is spec'd in the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period: 7 # years - as specified by the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period_electrolyzer: 7 # based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years. also see https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + discount_years: + wind: 2020 # Updated for GS + wind_and_electrical: 2020 # Updated for GS + wave: 2020 # confirmed by Kaitlin Brunik 20240103 + solar: 2020 # Updated for GS + battery: 2020 # Updated for GS + platform: 2022 # TODO ask Nick and Charlie + electrical_export_system: 2022 # also from ORBIT, so match wind assumptions. TODO ask Sophie Bradenkamp + desal: 2013 # from code citation: https://www.nrel.gov/docs/fy16osti/66073.pdf + electrolyzer: 2020 # 2020 for singlitico2021, 2016 # for simple h2 cost model in hopp (see https://www.hydrogen.energy.gov/pdfs/19009_h2_production_cost_pem_electrolysis_2019.pdf) ## 2020 # based on IRENA report https://www.irena.org/-/media/Files/IRENA/Agency/Publication/2020/Dec/IRENA_Green_hydrogen_cost_2020.pdf + h2_transport_compressor: 2016 # listed in code header + h2_storage: + pressure_vessel: 2022 # based on readme for Compressed_gas_function + pipe: 2019 # Papadias 2021 + salt_cavern: 2019 # Papadias 2021 + turbine: 2003 # assumed based on Kottenstette 2004 + lined_rock_cavern: 2018 # based on Papadias 2021 and HD SAM + none: 2022 # arbitrary + h2_pipe_array: 2018 # ANL costs + h2_transport_pipeline: 2018 # same model for costs as the h2_pipe_array + wind: + expected_plant_cost: 'none' +electrolyzer: + sizing: + resize_for_enduse: False + size_for: 'BOL' #'BOL' (generous) or 'EOL' (conservative) + hydrogen_dmd: + rating: 1160 # MW + cluster_rating_MW: 40 + pem_control_type: 'basic' + eol_eff_percent_loss: 13 #eol defined as x% change in efficiency from bol + uptime_hours_until_eol: 77600 #number of 'on' hours until electrolyzer reaches eol + include_degradation_penalty: True #include degradation + turndown_ratio: 0.1 #turndown_ratio = minimum_cluster_power/cluster_rating_MW + electrolyzer_capex: 1600 # $/kW + time_between_replacement: 62320 # 62320 based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years, 40000 based on current est (see unpublished report), 80000 hours based on OSW atb_year = 2025 + replacement_cost_percent: 0.15 # percent of capex - H2A default case + cost_model: "singlitico2021" # "basic" is a basic cost model based on H2a and HFTO program record for PEM electrolysis. "singlitico2021" uses cost estimates from that paper +h2_transport_compressor: + outlet_pressure: 68 # bar based on HDSAM +h2_storage_compressor: + output_pressure: 100 # bar (1 bar = 100 kPa) + flow_rate: 89 # kg/hr + energy_rating: 802 # kWe (aka 1 kWh) + mean_days_between_failures: 200 # days +h2_transport_pipe: + outlet_pressure: 10 # bar - from example in code from Jamie #TODO check this value +h2_storage: + size_capacity_from_demand: + flag: True # If True, then storage is sized to provide steady-state storage + capacity_from_max_on_turbine_storage: False # if True, then days of storage is ignored and storage capacity is based on how much h2 storage fits on the turbines in the plant using Kottenstete 2003. + type: "lined_rock_cavern" # can be one of ["none", "pipe", "turbine", "pressure_vessel", "salt_cavern", "lined_rock_cavern"] + days: 0 # from `hydrogen_storage_duration_hr` = 205.74419987482239 [days] how many days worth of production we should be able to store (this is ignored if `capacity_from_max_on_turbine_storage` is set to True) + +policy_parameters: # these should be adjusted for inflation prior to application - order of operations: rate in 1992 $, +#then prevailing wage multiplier if applicable, then inflation + option1: # base # no policy included ---> see files/task1/regulation and policy revue/ page 4 of 13 middle - read this + # and look at assumptions + electricity_itc: 0 + electricity_ptc: 0 + h2_ptc: 0 + h2_storage_itc: 0 + option2: # base credit levels with H2 + electricity_itc: 0 + electricity_ptc: 0.003 # $0.003/kW (this is base, see inflation adjustment in option 3) + h2_ptc: 0.6 # $0.60/kg h2 produced - assumes net zero but not meeting prevailing wage requirements - does this need to be + # adjusted for inflation from 2022 dollars to claim date, probably constant after claim date? + h2_storage_itc: 0.06 + option3: # same as option 5, but assuming prevailing wages are met --> 5x multiplier on both PTCs + electricity_itc: 0 + electricity_ptc: 0.015 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg 2022 dollars - do not adjust for inflation + h2_storage_itc: 0.3 + # bonus options, option 5 and 6 but ITC equivalents + option4: # prevailing wages not met + electricity_itc: 0.06 # %/100 capex + electricity_ptc: 0.00 # $/kW 1992 dollars + h2_ptc: 0.6 # $0.60/kg produced 2022 dollars - assumes net zero but not meeting prevailing wage requirements - does this need to be + # do not adjust for inflation, probably constant after claim date? + h2_storage_itc: 0.06 + option5: # prevailing wages met + electricity_itc: 0.30 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.3 + option6: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.40 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.4 + option7: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.0 # %/100 capex + electricity_ptc: 0.0165 # $/kWh 1992 dollars (0.015*1.1) + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0 + # you can elect itc_for_h2 in leu of the h2_ptc - this choice is independent of the other tech credit selections + # 6% or %50 for itc_for_h2 + h2_storage_itc: 0.5 + +plant_design: + scenario0: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario1: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario2: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario3: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario4: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario5: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario6: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario7: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario8: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc+pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + scenario9: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "colocated" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "onshore" # can be one of ["onshore", "offshore"] + pv_location: "onshore" # can be one of ["none", "onshore", "platform"] + battery_location: "onshore" # can be one of ["none", "onshore", "platform"] + scenario10: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + pv_location: "platform" # can be one of ["none", "onshore", "platform"] + battery_location: "platform" # can be one of ["none", "onshore", "platform"] + +ammonia: + capacity: + input_capacity_factor_estimate: 0.9 + costs: + feedstocks: + electricity_cost: 93.83010424374427 + # hydrogen_cost: 4.023963541079105 + cooling_water_cost: 0.00478 + iron_based_catalyst_cost: 23.19977341 + oxygen_cost: 0 + finances: + plant_life: 30 + grid_prices: + '2035': 93.83010424374427 + '2036': 94.56653899260273 + '2037': 95.30297374146119 + '2038': 96.03940849031963 + '2039': 96.77584323917809 + '2040': 97.51227798803654 + '2041': 95.30655709762559 + '2042': 93.10083620721463 + '2043': 90.89511531680367 + '2044': 88.68939442639271 + '2045': 86.48367353598175 + '2046': 87.5303266407854 + '2047': 88.57697974558906 + '2048': 89.6236328503927 + '2049': 90.67028595519635 + '2050': 91.71693906 + '2051': 91.71693906 + '2052': 91.71693906 + '2053': 91.71693906 + '2054': 91.71693906 + '2055': 91.71693906 + '2056': 91.71693906 + '2057': 91.71693906 + '2058': 91.71693906 + '2059': 91.71693906 + '2060': 91.71693906 + '2061': 91.71693906 + '2062': 91.71693906 + '2063': 91.71693906 + '2064': 91.71693906 + + # Additional parameters passed to ProFAST + financial_assumptions: + "total income tax rate": 0.2574 + "capital gains tax rate": 0.15 + "leverage after tax nominal discount rate": 0.10893 + "debt equity ratio of initial financing": 0.624788 + "debt interest rate": 0.050049 +opt_options: + opt_flag: True + general: + folder_output: "output" + fname_output: "optimization_log" + design_variables: + electrolyzer_rating_kw: + flag: True + lower: 1000.0 + upper: 2000000.0 + units: "kW" + pv_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + wave_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + battery_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + battery_capacity_kwh: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + turbine_x: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + turbine_y: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + constraints: + turbine_spacing: + flag: False + lower: 0.0 + boundary_distance: + flag: False + lower: 0.0 + pv_to_platform_area_ratio: + flag: False + upper: 1.0 # relative size of solar pv area to platform area + user: {} + merit_figure: "lcos" + merit_figure_user: + name: "lcos" + max_flag: False + ref: 1.0 # value of objective that scales to 1.0 + driver: + optimization: + flag: True + solver: "SNOPT" + tol: 1E-6 + gradient_method: "snopt_fd" # can be one of ['pyopt_fd', 'openmdao', 'snopt_fd'] + max_major_iter: 10 + max_minor_iter: 30 + # time_limit: 10 # (sec) optional + # "hist_file_name: "snopt_history.txt", # optional + verify_level: 0 # optional + step_calc: None + form: "forward" # type of finite differences to use, can be one of ["forward", "backward", "central"] + debug_print: False + design_of_experiments: + flag: False + run_parallel: False + generator: FullFact # [Uniform, FullFact, PlackettBurman, BoxBehnken, LatinHypercube] + num_samples: 5 # Number of samples to evaluate model at (Uniform and LatinHypercube only) + seed: 2 + levels: 5 # Number of evenly spaced levels between each design variable lower and upper bound (FullFactorial only) + criterion: None # [None, center, c, maximin, m, centermaximin, cm, correelation, corr] + iterations: 1 + debug_print: False + step_size_study: + flag: False + recorder: + flag: True + file_name: "record.sql" + includes: False \ No newline at end of file diff --git a/examples/inputs/plant/greenheart_config_onshore-hydrogen.yaml b/examples/inputs/plant/greenheart_config_onshore-hydrogen.yaml new file mode 100644 index 00000000..a6416209 --- /dev/null +++ b/examples/inputs/plant/greenheart_config_onshore-hydrogen.yaml @@ -0,0 +1,299 @@ +site: + mean_windspeed: False + depth: 0 #m + wind_layout: + row_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + turbine_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + grid_angle: 0 # wind layout grid angle in degrees where 0 is north, increasing clockwise + row_phase_offset: 0 # wind layout offset of turbines along row from one row to the next +project_parameters: + project_lifetime: 30 + grid_connection: False # option, can be turned on or off + ppa_price: 0.025 # $/kWh based on 2022 land based wind market report (ERCOT area ppa prices) https://www.energy.gov/sites/default/files/2022-08/land_based_wind_market_report_2202.pdf + hybrid_electricity_estimated_cf: 0.492 #should equal 1 if grid_connection = True + atb_year: 2030 + cost_year: 2020 # to match ATB + installation_time: 36 # months +finance_parameters: + costing_general_inflation: 0.025 # used to adjust modeled costs to cost_year + profast_general_inflation: 0 # based on 2022 ATB + discount_rate: 0.0948 # nominal return based on 2022 ATB basline workbook + debt_equity_split: False # 2022 ATB uses 68.5% debt + debt_equity_ratio: 1.72 + property_tax: 0.01 # percent of CAPEX # combined with property insurance then between H2A and H2FAST defaults + property_insurance: 0.005 # percent of CAPEX # combined with property tax then between H2A and H2FAST defaults + total_income_tax_rate: 0.2574 # 0.257 tax rate in 2022 atb baseline workbook # current federal income tax rate, but proposed 2023 rate is 0.28. No state income tax in Texas + capital_gains_tax_rate: 0.15 # H2FAST default + sales_tax_rate: 0.0 #Verify that a different rate shouldn't be used # minimum total sales tax rate in Corpus Christi https://www.cctexas.com/detail/corpus-christi-type-fund-purpose - does this apply to H2? + debt_interest_rate: 0.046 + debt_type: "Revolving debt" # can be "Revolving debt" or "One time loan". Revolving debt is H2FAST default and leads to much lower LCOH + loan_period: 0 # H2FAST default, not used for revolving debt + cash_onhand_months: 1 # H2FAST default + administrative_expense_percent_of_sales: 0.00 #Check this # percent of sales H2FAST default + depreciation_method: "MACRS" # can be "MACRS" or "Straight line" - MACRS may be better and can reduce LCOH by more than $1/kg and is spec'd in the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period: 7 # years - as specified by the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period_electrolyzer: 7 # based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years. also see https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + discount_years: + wind: 2020 # Updated for GS + wind_and_electrical: 2020 # Updated for GS + wave: 2020 # confirmed by Kaitlin Brunik 20240103 + solar: 2020 # Updated for GS + battery: 2020 # Updated for GS + platform: 2022 # TODO ask Nick and Charlie + electrical_export_system: 2022 # also from ORBIT, so match wind assumptions. TODO ask Sophie Bradenkamp + desal: 2013 # from code citation: https://www.nrel.gov/docs/fy16osti/66073.pdf + electrolyzer: 2020 # 2020 for singlitico2021, 2016 # for simple h2 cost model in hopp (see https://www.hydrogen.energy.gov/pdfs/19009_h2_production_cost_pem_electrolysis_2019.pdf) ## 2020 # based on IRENA report https://www.irena.org/-/media/Files/IRENA/Agency/Publication/2020/Dec/IRENA_Green_hydrogen_cost_2020.pdf + h2_transport_compressor: 2016 # listed in code header + h2_storage: + pressure_vessel: 2022 # based on readme for Compressed_gas_function + pipe: 2019 # Papadias 2021 + salt_cavern: 2019 # Papadias 2021 + turbine: 2003 # assumed based on Kottenstette 2004 + lined_rock_cavern: 2018 # based on Papadias 2021 and HD SAM + none: 2022 # arbitrary + h2_pipe_array: 2018 # ANL costs + h2_transport_pipeline: 2018 # same model for costs as the h2_pipe_array + wind: + expected_plant_cost: 'none' +electrolyzer: + sizing: + resize_for_enduse: False + size_for: 'BOL' #'BOL' (generous) or 'EOL' (conservative) + hydrogen_dmd: + rating: 1160 # MW + cluster_rating_MW: 40 + pem_control_type: 'basic' + eol_eff_percent_loss: 13 #eol defined as x% change in efficiency from bol + uptime_hours_until_eol: 77600 #number of 'on' hours until electrolyzer reaches eol + include_degradation_penalty: True #include degradation + turndown_ratio: 0.1 #turndown_ratio = minimum_cluster_power/cluster_rating_MW + electrolyzer_capex: 1600 # $/kW + time_between_replacement: 62320 # 62320 based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years, 40000 based on current est (see unpublished report), 80000 hours based on OSW atb_year = 2025 + replacement_cost_percent: 0.15 # percent of capex - H2A default case + cost_model: "singlitico2021" # "basic" is a basic cost model based on H2a and HFTO program record for PEM electrolysis. "singlitico2021" uses cost estimates from that paper +h2_transport_compressor: + outlet_pressure: 68 # bar based on HDSAM +h2_storage_compressor: + output_pressure: 100 # bar (1 bar = 100 kPa) + flow_rate: 89 # kg/hr + energy_rating: 802 # kWe (aka 1 kWh) + mean_days_between_failures: 200 # days +h2_transport_pipe: + outlet_pressure: 10 # bar - from example in code from Jamie #TODO check this value +h2_storage: + size_capacity_from_demand: + flag: True # If True, then storage is sized to provide steady-state storage + capacity_from_max_on_turbine_storage: False # if True, then days of storage is ignored and storage capacity is based on how much h2 storage fits on the turbines in the plant using Kottenstete 2003. + type: "lined_rock_cavern" # can be one of ["none", "pipe", "turbine", "pressure_vessel", "salt_cavern", "lined_rock_cavern"] + days: 0 # from `hydrogen_storage_duration_hr` = 205.74419987482239 [days] how many days worth of production we should be able to store (this is ignored if `capacity_from_max_on_turbine_storage` is set to True) + +policy_parameters: # these should be adjusted for inflation prior to application - order of operations: rate in 1992 $, +#then prevailing wage multiplier if applicable, then inflation + option1: # base # no policy included ---> see files/task1/regulation and policy revue/ page 4 of 13 middle - read this + # and look at assumptions + electricity_itc: 0 + electricity_ptc: 0 + h2_ptc: 0 + h2_storage_itc: 0 + option2: # base credit levels with H2 + electricity_itc: 0 + electricity_ptc: 0.003 # $0.003/kW (this is base, see inflation adjustment in option 3) + h2_ptc: 0.6 # $0.60/kg h2 produced - assumes net zero but not meeting prevailing wage requirements - does this need to be + # adjusted for inflation from 2022 dollars to claim date, probably constant after claim date? + h2_storage_itc: 0.06 + option3: # same as option 5, but assuming prevailing wages are met --> 5x multiplier on both PTCs + electricity_itc: 0 + electricity_ptc: 0.015 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg 2022 dollars - do not adjust for inflation + h2_storage_itc: 0.3 + # bonus options, option 5 and 6 but ITC equivalents + option4: # prevailing wages not met + electricity_itc: 0.06 # %/100 capex + electricity_ptc: 0.00 # $/kW 1992 dollars + h2_ptc: 0.6 # $0.60/kg produced 2022 dollars - assumes net zero but not meeting prevailing wage requirements - does this need to be + # do not adjust for inflation, probably constant after claim date? + h2_storage_itc: 0.06 + option5: # prevailing wages met + electricity_itc: 0.30 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.3 + option6: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.40 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.4 + option7: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.0 # %/100 capex + electricity_ptc: 0.0165 # $/kWh 1992 dollars (0.015*1.1) + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0 + # you can elect itc_for_h2 in leu of the h2_ptc - this choice is independent of the other tech credit selections + # 6% or %50 for itc_for_h2 + h2_storage_itc: 0.5 + +plant_design: + scenario0: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario1: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario2: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario3: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario4: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario5: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario6: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario7: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario8: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc+pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + scenario9: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "colocated" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "onshore" # can be one of ["onshore", "offshore"] + pv_location: "onshore" # can be one of ["none", "onshore", "platform"] + battery_location: "onshore" # can be one of ["none", "onshore", "platform"] + scenario10: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + pv_location: "platform" # can be one of ["none", "onshore", "platform"] + battery_location: "platform" # can be one of ["none", "onshore", "platform"] + +opt_options: + opt_flag: True + general: + folder_output: "output" + fname_output: "optimization_log" + design_variables: + electrolyzer_rating_kw: + flag: True + lower: 1000.0 + upper: 2000000.0 + units: "kW" + pv_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + wave_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + battery_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + battery_capacity_kwh: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + turbine_x: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + turbine_y: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + constraints: + turbine_spacing: + flag: False + lower: 0.0 + boundary_distance: + flag: False + lower: 0.0 + pv_to_platform_area_ratio: + flag: False + upper: 1.0 # relative size of solar pv area to platform area + user: {} + merit_figure: "lcos" + merit_figure_user: + name: "lcos" + max_flag: False + ref: 1.0 # value of objective that scales to 1.0 + driver: + optimization: + flag: True + solver: "SNOPT" + tol: 1E-6 + gradient_method: "snopt_fd" # can be one of ['pyopt_fd', 'openmdao', 'snopt_fd'] + max_major_iter: 10 + max_minor_iter: 30 + # time_limit: 10 # (sec) optional + # "hist_file_name: "snopt_history.txt", # optional + verify_level: 0 # optional + step_calc: None + form: "forward" # type of finite differences to use, can be one of ["forward", "backward", "central"] + debug_print: False + design_of_experiments: + flag: False + run_parallel: False + generator: FullFact # [Uniform, FullFact, PlackettBurman, BoxBehnken, LatinHypercube] + num_samples: 5 # Number of samples to evaluate model at (Uniform and LatinHypercube only) + seed: 2 + levels: 5 # Number of evenly spaced levels between each design variable lower and upper bound (FullFactorial only) + criterion: None # [None, center, c, maximin, m, centermaximin, cm, correelation, corr] + iterations: 1 + debug_print: False + step_size_study: + flag: False + recorder: + flag: True + file_name: "record.sql" + includes: False \ No newline at end of file diff --git a/examples/inputs/plant/greenheart_config_onshore-steel.yaml b/examples/inputs/plant/greenheart_config_onshore-steel.yaml new file mode 100644 index 00000000..aa7002bb --- /dev/null +++ b/examples/inputs/plant/greenheart_config_onshore-steel.yaml @@ -0,0 +1,397 @@ +site: + mean_windspeed: False + depth: 0 #m + wind_layout: + row_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + turbine_spacing: 5 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. + grid_angle: 0 # wind layout grid angle in degrees where 0 is north, increasing clockwise + row_phase_offset: 0 # wind layout offset of turbines along row from one row to the next +project_parameters: + project_lifetime: 30 + grid_connection: False # option, can be turned on or off + ppa_price: 0.025 # $/kWh based on 2022 land based wind market report (ERCOT area ppa prices) https://www.energy.gov/sites/default/files/2022-08/land_based_wind_market_report_2202.pdf + hybrid_electricity_estimated_cf: 0.492 #should equal 1 if grid_connection = True + atb_year: 2030 + cost_year: 2020 # to match ATB + installation_time: 36 # months +finance_parameters: + costing_general_inflation: 0.025 # used to adjust modeled costs to cost_year + profast_general_inflation: 0 # based on 2022 ATB + discount_rate: 0.0948 # nominal return based on 2022 ATB basline workbook + debt_equity_split: False # 2022 ATB uses 68.5% debt + debt_equity_ratio: 1.72 + property_tax: 0.01 # percent of CAPEX # combined with property insurance then between H2A and H2FAST defaults + property_insurance: 0.005 # percent of CAPEX # combined with property tax then between H2A and H2FAST defaults + total_income_tax_rate: 0.2574 # 0.257 tax rate in 2022 atb baseline workbook # current federal income tax rate, but proposed 2023 rate is 0.28. No state income tax in Texas + capital_gains_tax_rate: 0.15 # H2FAST default + sales_tax_rate: 0.0 #Verify that a different rate shouldn't be used # minimum total sales tax rate in Corpus Christi https://www.cctexas.com/detail/corpus-christi-type-fund-purpose - does this apply to H2? + debt_interest_rate: 0.046 + debt_type: "Revolving debt" # can be "Revolving debt" or "One time loan". Revolving debt is H2FAST default and leads to much lower LCOH + loan_period: 0 # H2FAST default, not used for revolving debt + cash_onhand_months: 1 # H2FAST default + administrative_expense_percent_of_sales: 0.00 #Check this # percent of sales H2FAST default + depreciation_method: "MACRS" # can be "MACRS" or "Straight line" - MACRS may be better and can reduce LCOH by more than $1/kg and is spec'd in the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period: 7 # years - as specified by the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + depreciation_period_electrolyzer: 7 # based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years. also see https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 + discount_years: + wind: 2020 # Updated for GS + wind_and_electrical: 2020 # Updated for GS + wave: 2020 # confirmed by Kaitlin Brunik 20240103 + solar: 2020 # Updated for GS + battery: 2020 # Updated for GS + platform: 2022 # TODO ask Nick and Charlie + electrical_export_system: 2022 # also from ORBIT, so match wind assumptions. TODO ask Sophie Bradenkamp + desal: 2013 # from code citation: https://www.nrel.gov/docs/fy16osti/66073.pdf + electrolyzer: 2020 # 2020 for singlitico2021, 2016 # for simple h2 cost model in hopp (see https://www.hydrogen.energy.gov/pdfs/19009_h2_production_cost_pem_electrolysis_2019.pdf) ## 2020 # based on IRENA report https://www.irena.org/-/media/Files/IRENA/Agency/Publication/2020/Dec/IRENA_Green_hydrogen_cost_2020.pdf + h2_transport_compressor: 2016 # listed in code header + h2_storage: + pressure_vessel: 2022 # based on readme for Compressed_gas_function + pipe: 2019 # Papadias 2021 + salt_cavern: 2019 # Papadias 2021 + turbine: 2003 # assumed based on Kottenstette 2004 + lined_rock_cavern: 2018 # based on Papadias 2021 and HD SAM + none: 2022 # arbitrary + h2_pipe_array: 2018 # ANL costs + h2_transport_pipeline: 2018 # same model for costs as the h2_pipe_array + wind: + expected_plant_cost: 'none' +electrolyzer: + sizing: + resize_for_enduse: False + size_for: 'BOL' #'BOL' (generous) or 'EOL' (conservative) + hydrogen_dmd: + rating: 1160 # MW + cluster_rating_MW: 40 + pem_control_type: 'basic' + eol_eff_percent_loss: 13 #eol defined as x% change in efficiency from bol + uptime_hours_until_eol: 77600 #number of 'on' hours until electrolyzer reaches eol + include_degradation_penalty: True #include degradation + turndown_ratio: 0.1 #turndown_ratio = minimum_cluster_power/cluster_rating_MW + electrolyzer_capex: 1600 # $/kW + time_between_replacement: 62320 # 62320 based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years, 40000 based on current est (see unpublished report), 80000 hours based on OSW atb_year = 2025 + replacement_cost_percent: 0.15 # percent of capex - H2A default case + cost_model: "singlitico2021" # "basic" is a basic cost model based on H2a and HFTO program record for PEM electrolysis. "singlitico2021" uses cost estimates from that paper +h2_transport_compressor: + outlet_pressure: 68 # bar based on HDSAM +h2_storage_compressor: + output_pressure: 100 # bar (1 bar = 100 kPa) + flow_rate: 89 # kg/hr + energy_rating: 802 # kWe (aka 1 kWh) + mean_days_between_failures: 200 # days +h2_transport_pipe: + outlet_pressure: 10 # bar - from example in code from Jamie #TODO check this value +h2_storage: + size_capacity_from_demand: + flag: True # If True, then storage is sized to provide steady-state storage + capacity_from_max_on_turbine_storage: False # if True, then days of storage is ignored and storage capacity is based on how much h2 storage fits on the turbines in the plant using Kottenstete 2003. + type: "lined_rock_cavern" # can be one of ["none", "pipe", "turbine", "pressure_vessel", "salt_cavern", "lined_rock_cavern"] + days: 0 # from `hydrogen_storage_duration_hr` = 205.74419987482239 [days] how many days worth of production we should be able to store (this is ignored if `capacity_from_max_on_turbine_storage` is set to True) + +policy_parameters: # these should be adjusted for inflation prior to application - order of operations: rate in 1992 $, +#then prevailing wage multiplier if applicable, then inflation + option1: # base # no policy included ---> see files/task1/regulation and policy revue/ page 4 of 13 middle - read this + # and look at assumptions + electricity_itc: 0 + electricity_ptc: 0 + h2_ptc: 0 + h2_storage_itc: 0 + option2: # base credit levels with H2 + electricity_itc: 0 + electricity_ptc: 0.003 # $0.003/kW (this is base, see inflation adjustment in option 3) + h2_ptc: 0.6 # $0.60/kg h2 produced - assumes net zero but not meeting prevailing wage requirements - does this need to be + # adjusted for inflation from 2022 dollars to claim date, probably constant after claim date? + h2_storage_itc: 0.06 + option3: # same as option 5, but assuming prevailing wages are met --> 5x multiplier on both PTCs + electricity_itc: 0 + electricity_ptc: 0.015 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg 2022 dollars - do not adjust for inflation + h2_storage_itc: 0.3 + # bonus options, option 5 and 6 but ITC equivalents + option4: # prevailing wages not met + electricity_itc: 0.06 # %/100 capex + electricity_ptc: 0.00 # $/kW 1992 dollars + h2_ptc: 0.6 # $0.60/kg produced 2022 dollars - assumes net zero but not meeting prevailing wage requirements - does this need to be + # do not adjust for inflation, probably constant after claim date? + h2_storage_itc: 0.06 + option5: # prevailing wages met + electricity_itc: 0.30 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.3 + option6: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.40 # %/100 capex + electricity_ptc: 0.0 # $/kWh 1992 dollars + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0.4 + option7: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron + # and mfg. components from the US) + electricity_itc: 0.0 # %/100 capex + electricity_ptc: 0.0165 # $/kWh 1992 dollars (0.015*1.1) + h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year + h2_storage_itc: 0 + # you can elect itc_for_h2 in leu of the h2_ptc - this choice is independent of the other tech credit selections + # 6% or %50 for itc_for_h2 + h2_storage_itc: 0.5 + +plant_design: + scenario0: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario1: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario2: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario3: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario4: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario5: + electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario6: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario7: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + pv_location: "none" # can be one of ["none", "onshore", "platform"] + battery_location: "none" # can be one of ["none", "onshore", "platform"] + scenario8: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "hvdc+pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "offshore" # can be one of ["onshore", "offshore"] + scenario9: + electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + transportation: "colocated" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + wind_location: "onshore" # can be one of ["onshore", "offshore"] + pv_location: "onshore" # can be one of ["none", "onshore", "platform"] + battery_location: "onshore" # can be one of ["none", "onshore", "platform"] + scenario10: + electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] + transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] + h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] + pv_location: "platform" # can be one of ["none", "onshore", "platform"] + battery_location: "platform" # can be one of ["none", "onshore", "platform"] + +steel: + capacity: + input_capacity_factor_estimate: 0.9 + costs: + operational_year: 2035 + o2_heat_integration: false + feedstocks: + oxygen_market_price: 0.0 # 0.03 $/kgO2 if `o2_heat_integration` == 1 + excess_oxygen: 395 + lime_unitcost: 122.1 + carbon_unitcost: 236.97 + electricity_cost: 48.92 + iron_ore_pellet_unitcost: 207.35 + oxygen_market_price: 0.03 + raw_water_unitcost: 0.59289 + iron_ore_consumption: 1.62927 + raw_water_consumption: 0.80367 + lime_consumption: 0.01812 + carbon_consumption: 0.0538 + hydrogen_consumption: 0.06596 + natural_gas_consumption: 0.71657 + electricity_consumption: 0.5502 + slag_disposal_unitcost: 37.63 + slag_production: 0.17433 + maintenance_materials_unitcost: 7.72 + natural_gas_prices: + "2035": 3.76232 + "2036": 3.776032 + "2037": 3.812906 + "2038": 3.9107960000000004 + "2039": 3.865776 + "2040": 3.9617400000000003 + "2041": 4.027136 + "2042": 4.017166 + "2043": 3.9715339999999997 + "2044": 3.924314 + "2045": 3.903287 + "2046": 3.878192 + "2047": 3.845413 + "2048": 3.813366 + "2049": 3.77735 + "2050": 3.766164 + "2051": 3.766164 + "2052": 3.766164 + "2053": 3.766164 + "2054": 3.766164 + "2055": 3.766164 + "2056": 3.766164 + "2057": 3.766164 + "2058": 3.766164 + "2059": 3.766164 + "2060": 3.766164 + "2061": 3.766164 + "2062": 3.766164 + "2063": 3.766164 + "2064": 3.766164 + finances: + plant_life: 30 + grid_prices: + "2035": 89.42320514456621 + "2036": 89.97947569251141 + "2037": 90.53574624045662 + "2038": 91.09201678840184 + "2039": 91.64828733634704 + "2040": 92.20455788429224 + "2041": 89.87291235917809 + "2042": 87.54126683406393 + "2043": 85.20962130894978 + "2044": 82.87797578383562 + "2045": 80.54633025872147 + "2046": 81.38632144593608 + "2047": 82.22631263315068 + "2048": 83.0663038203653 + "2049": 83.90629500757991 + "2050": 84.74628619479452 + "2051": 84.74628619479452 + "2052": 84.74628619479452 + "2053": 84.74628619479452 + "2054": 84.74628619479452 + "2055": 84.74628619479452 + "2056": 84.74628619479452 + "2057": 84.74628619479452 + "2058": 84.74628619479452 + "2059": 84.74628619479452 + "2060": 84.74628619479452 + "2061": 84.74628619479452 + "2062": 84.74628619479452 + "2063": 84.74628619479452 + "2064": 84.74628619479452 + + # Additional parameters passed to ProFAST + financial_assumptions: + "total income tax rate": 0.2574 + "capital gains tax rate": 0.15 + "leverage after tax nominal discount rate": 0.10893 + "debt equity ratio of initial financing": 0.624788 + "debt interest rate": 0.050049 + +opt_options: + opt_flag: True + general: + folder_output: "output" + fname_output: "optimization_log" + design_variables: + electrolyzer_rating_kw: + flag: True + lower: 1000.0 + upper: 2000000.0 + units: "kW" + pv_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + wave_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + battery_capacity_kw: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW" + battery_capacity_kwh: + flag: False + lower: 1000.0 + upper: 2000000.0 + units: "kW*h" + turbine_x: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + turbine_y: + flag: False + lower: 0.0 + upper: 20000.0 + units: "m" + constraints: + turbine_spacing: + flag: False + lower: 0.0 + boundary_distance: + flag: False + lower: 0.0 + pv_to_platform_area_ratio: + flag: False + upper: 1.0 # relative size of solar pv area to platform area + user: {} + merit_figure: "lcos" + merit_figure_user: + name: "lcos" + max_flag: False + ref: 1.0 # value of objective that scales to 1.0 + driver: + optimization: + flag: True + solver: "SNOPT" + tol: 1E-6 + gradient_method: "snopt_fd" # can be one of ['pyopt_fd', 'openmdao', 'snopt_fd'] + max_major_iter: 10 + max_minor_iter: 30 + # time_limit: 10 # (sec) optional + # "hist_file_name: "snopt_history.txt", # optional + verify_level: 0 # optional + step_calc: None + form: "forward" # type of finite differences to use, can be one of ["forward", "backward", "central"] + debug_print: False + design_of_experiments: + flag: False + run_parallel: False + generator: FullFact # [Uniform, FullFact, PlackettBurman, BoxBehnken, LatinHypercube] + num_samples: 5 # Number of samples to evaluate model at (Uniform and LatinHypercube only) + seed: 2 + levels: 5 # Number of evenly spaced levels between each design variable lower and upper bound (FullFactorial only) + criterion: None # [None, center, c, maximin, m, centermaximin, cm, correelation, corr] + iterations: 1 + debug_print: False + step_size_study: + flag: False + recorder: + flag: True + file_name: "record.sql" + includes: False \ No newline at end of file diff --git a/examples/inputs/plant/hopp_config.yaml b/examples/inputs/plant/hopp_config.yaml new file mode 100644 index 00000000..d11f4b59 --- /dev/null +++ b/examples/inputs/plant/hopp_config.yaml @@ -0,0 +1,72 @@ +site: #!include flatirons_site.yaml + data: + lat: 47.5233 + lon: -92.5366 + elev: 1099 + year: 2013 + tz: -6 + site_boundaries: + verts: + - [0.0, 0.0] + - [0.0, 20000.0] + - [20000.0, 20000.0] + - [20000.0, 0.0] + verts_simple: + - [0.0, 0.0] + - [0.0, 20000.0] + - [20000.0, 20000.0] + - [20000.0, 0.0] + solar_resource_file: "../weather/solar/47.5233_-92.5366_psmv3_60_2013.csv" + wind_resource_file: "../weather/wind/47.5233_-92.5366_windtoolkit_2013_60min_100m_120m.srw" + wave_resource_file: "" + grid_resource_file: "" + hub_height: 115.0 + capacity_hours: [] + solar: true + wind: true + wave: false + wind_resource_origin: "WTK" + + +technologies: + wind: + num_turbines: 216 + turbine_rating_kw: 6000.0 + model_name: floris + timestep: [0, 8760] + floris_config: input_files/floris/floris_input_lbw_6MW.yaml + fin_model: !include default_fin_config.yaml + pv: + system_capacity_kw: 100000 + dc_degradation: [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] + fin_model: !include default_fin_config.yaml + battery: + system_capacity_kwh: 100000 + system_capacity_kw: 100000 + minimum_SOC: 20.0 + maximum_SOC: 100.0 + initial_SOC: 90.0 + fin_model: !include default_fin_config.yaml + grid: + interconnect_kw: 2000000 # Set higher than rated generation capacity + fin_model: !include default_fin_config.yaml + +config: + simulation_options: + wind: + skip_financial: false + dispatch_options: + battery_dispatch: load_following_heuristic # load_following_heuristic #heuristic + solver: cbc + n_look_ahead_periods: 48 + grid_charging: false + pv_charging_only: false + include_lifecycle_count: false + cost_info: # Costs from GS Manuscript Supplemental Table S11 + wind_installed_cost_mw: 1098000 # (2020USD) + solar_installed_cost_mw: 991000 # (2020USD) + storage_installed_cost_mwh: 158000 # (2020USD) + storage_installed_cost_mw: 212000 # (2020USD) + wind_om_per_kw: 25.8 # (2020USD) + pv_om_per_kw: 17.2 # (2020USD) + battery_om_per_kw: 9.25 # (2020USD) based on 0.025 percent of battery capex with a 100MW 1hr battery diff --git a/examples/inputs/turbines/lbw_6MW.yaml b/examples/inputs/turbines/lbw_6MW.yaml new file mode 100644 index 00000000..31614176 --- /dev/null +++ b/examples/inputs/turbines/lbw_6MW.yaml @@ -0,0 +1,173 @@ +turbine_type: lbw_6MW +turbine_rating: 6.0 #MW +hub_height: 115.0 +rotor_diameter: 196.0 +TSR: 9.0 +operation_model: cosine-loss +power_thrust_table: + ref_air_density: 1.225 + ref_tilt: 6.0 + cosine_loss_exponent_yaw: 1.88 + cosine_loss_exponent_tilt: 1.88 + wind_speed: + - 0.0 + - 0.5 + - 1.0 + - 1.5 + - 2.0 + - 2.5 + - 3.0 + - 3.5 + - 4.0 + - 4.5 + - 5.0 + - 5.5 + - 6.0 + - 6.5 + - 7.0 + - 7.5 + - 8.0 + - 8.5 + - 9.0 + - 9.5 + - 10.0 + - 10.5 + - 11.0 + - 11.5 + - 12.0 + - 12.5 + - 13.0 + - 13.5 + - 14.0 + - 14.5 + - 15.0 + - 15.5 + - 16.0 + - 16.5 + - 17.0 + - 17.5 + - 18.0 + - 18.5 + - 19.0 + - 19.5 + - 20.0 + - 20.5 + - 21.0 + - 21.5 + - 22.0 + - 22.5 + - 23.0 + - 23.5 + - 24.0 + - 24.5 + - 25.0 + - 25.5 + - 50.0 + power: + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 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0.0 + - 0.0 + thrust_coefficient: + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 0.0 + - 0.2701938462552998 + - 0.49876088677031816 + - 0.6410583756749411 + - 0.7304171026328261 + - 0.7820140738475616 + - 0.8219695127339289 + - 0.8352112145765765 + - 0.8400940247937402 + - 0.8379537129170351 + - 0.8101778683666324 + - 0.7672683998396476 + - 0.7083562153936742 + - 0.6350905785639259 + - 0.5551074611981718 + - 0.4788235519553873 + - 0.41244475217617255 + - 0.35190962095427364 + - 0.3029658154904963 + - 0.2632886841215642 + - 0.23060389109382756 + - 0.20333704601408872 + - 0.18035220902161636 + - 0.16080492837083768 + - 0.14405295244038488 + - 0.12959884155843146 + - 0.11705148949914825 + - 0.10609947180098464 + - 0.09649207076054334 + - 0.08802550386379156 + - 0.080532705961645 + - 0.07387566569120284 + - 0.0679395700022922 + - 0.0626283035300828 + - 0.05786092523660555 + - 0.05356890955590444 + - 0.04969394382759819 + - 0.04618618064324506 + - 0.04300281785004922 + - 0.040106954468623494 + 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b/examples/inputs/weather/wind/47.5233_-92.5366_windtoolkit_2013_60min_100m_120m.srw new file mode 100644 index 00000000..22b5075a --- /dev/null +++ b/examples/inputs/weather/wind/47.5233_-92.5366_windtoolkit_2013_60min_100m_120m.srw @@ -0,0 +1,8765 @@ +1450318,city??,MN,country??,2013,47.5219726562,-92.5386352539,Not Available,1,8760 +WIND Toolkit data from NREL downloaded on 2024-3-29 +Temperature,Pressure,Speed,Direction,Temperature,Pressure,Speed,Direction +C,atm,m/s,Degrees,C,atm,m/s,Degrees +100,100,100,100,120,120,120,120 +-17.9,0.94,3.150,324.9,-18.0,0.94,3.640,322.1 +-17.9,0.94,2.350,296.9,-18.0,0.94,2.820,298.8 +-17.8,0.94,2.990,274.3,-18.0,0.94,3.210,278.1 +-18.0,0.94,4.040,263.5,-18.1,0.94,4.480,270.2 +-18.1,0.94,4.740,256.6,-18.2,0.94,5.150,262.8 +-18.2,0.94,4.950,252.8,-18.3,0.94,5.440,258.0 +-18.4,0.94,5.240,247.8,-18.4,0.94,5.720,253.4 +-18.3,0.94,6.130,246.0,-18.4,0.94,6.520,249.6 +-18.3,0.94,6.670,244.8,-18.4,0.94,7.220,248.4 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file mode 100644 index 00000000..a9f1f631 --- /dev/null +++ b/examples/04-PEM_electrolyzer.ipynb @@ -0,0 +1,780 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Proton Exchange Membrane Water Electrolyzer Example\n", + "---\n", + "In this example, we will explore the functionality of the Proton Exchange Membrane (PEM) Water Electrolyzer model in GreenHEART. We'll walk through key components, demonstrate how the model operates." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import Required Modules\n", + "We start by importing the necessary modules and setting up our working environment." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import greenheart.tools.eco.electrolysis as he_elec\n", + "import greenheart.tools.plant_sizing_estimation as gh_sizing\n", + "from greenheart.simulation.technologies.hydrogen.electrolysis import PEM_tools\n", + "from greenheart.simulation.technologies.hydrogen.electrolysis import run_h2_PEM" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Read in Renewable Power Profile\n", + "The power profile is a required input for operating the electrolyzer, as it dictates the available energy for hydrogen production." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "power_profile_filename = './inputs/power_profile/renewable_power_signal.csv'\n", + "power_profile = pd.read_csv(power_profile_filename,index_col='Unnamed: 0')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Load Configuration for the PEM Model\n", + "Load the default configuration in a dictionary for the PEM model. Some options in the configuration dictionary are commented out but can be enabled depending on the specific simulation requirements." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "default_config = {\n", + " 'project_parameters': \n", + " {\n", + " 'atb_year': 2022,\n", + " 'grid_connection': False,\n", + " 'ppa_price': 0.025,\n", + " 'hybrid_electricity_estimated_cf': 0.492,\n", + " 'project_lifetime':30,\n", + " },\n", + " # 'component_sizing': \n", + " # {\n", + " # 'hybrid_electricity_estimated_cf': 0.492,\n", + " # 'electrolyzer': \n", + " # {\n", + " # 'resize_for_enduse': False,\n", + " # 'size_for': 'BOL'\n", + " # },\n", + " # },\n", + " 'electrolyzer': \n", + " { 'sizing': \n", + " {\n", + " 'resize_for_enduse': False,\n", + " 'size_for': 'BOL',\n", + " 'hydrogen_dmd': None,\n", + " },\n", + " 'rating': 960,\n", + " 'electrolyzer_capex': 700,\n", + " 'time_between_replacement': 62320,\n", + " 'replacement_cost_percent': 0.15,\n", + " 'cost_model': 'singlitico2021',\n", + " 'cluster_rating_MW': 40,\n", + " 'pem_control_type': 'basic',\n", + " 'include_degradation_penalty': True,\n", + " 'eol_eff_percent_loss': 13,\n", + " 'uptime_hours_until_eol': 77600, #new\n", + " 'turndown_ratio': 0.1, #new\n", + " # 'hydrogen_dmd': None,\n", + " },\n", + " 'steel': \n", + " { 'capacity':{\n", + " 'input_capacity_factor_estimate': 0.9,\n", + " 'annual_production_target': 1000000,\n", + " }\n", + " }\n", + " # 'end_use': \n", + " # {\n", + " # 'annual_production_target': 1000000,\n", + " # 'estimated_cf': 0.9,\n", + " # 'product': 'steel'\n", + " # }\n", + "}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Execute PEM Electrolyzer Physics\n", + "The following results are returned and stored in a dictionary:\n", + "\n", + "- `\"H2_Results\"`: Contains detailed hydrogen production results.\n", + "- `\"capacity_factor\"`: The operational capacity factor, derived from `H2_Results[\"Life: Capacity Factor\"]`.\n", + "- `\"equipment_mass_kg\"`: The total mass of the equipment in kilograms.\n", + "- `\"equipment_footprint_m2\"`: The equipment's footprint in square meters.\n", + "- `\"power_to_electrolyzer_kw\"`: The power supplied to the electrolyzer in kilowatts." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Electrolyzer Physics Results\n", + "Electrolyzer Capacity Factor: 38.89 [%]\n", + "Equipment mass: 21047681.943403363 [kg]\n", + "Equipment footprint: 46080.0 [m^2]\n" + ] + } + ], + "source": [ + "electrolyzer_physics_results = he_elec.run_electrolyzer_physics(power_profile, default_config, wind_resource = None, design_scenario='off-grid', show_plots=False, save_plots=False, verbose=False)\n", + "H2_results = electrolyzer_physics_results[\"H2_Results\"]\n", + "\n", + "print(\"Electrolyzer Physics Results\")\n", + "print(\"Electrolyzer Capacity Factor: \",np.round(electrolyzer_physics_results['capacity_factor']*100,2), \" [%]\")\n", + "print(\"Equipment mass: \", electrolyzer_physics_results[\"equipment_mass_kg\"], \" [kg]\")\n", + "print(\"Equipment footprint: \", electrolyzer_physics_results[\"equipment_footprint_m2\"], \" [m^2]\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Additional Options in H2_Results\n", + "The H2_Results dictionary contains a wide range of performance metrics and outputs, including but not limited to:\n", + "1. Rated outputs:\n", + "- `'Rated BOL: Efficiency [kWh/kg]'` (float)\n", + "- `'Rated BOL: H2 Production [kg/hr]'` (float)\n", + "- `'Rated BOL: Power Consumed [kWh]'` (float)\n", + "- `'Rated BOL: Annual H2 Production [kg/year]'` (float)\n", + "- `'Rated BOL: Gal H2O per kg-H2'` (float)\n", + "\n", + "2. Simulation outputs:\n", + "- `'Sim: Capacity Factor'` (float)\n", + "- `'Sim: Active Time / Sim Time'` (float)\n", + "- `'Sim: Total Input Power [kWh]'` (float)\n", + "- `'Sim: Total H2 Produced [kg]'` (float)\n", + "- `'Sim: Average Efficiency [%-HHV]'` (float)\n", + "- `'Sim: Total Stack Off-Cycles'` (float)\n", + "- `'Sim: H2 Warm-Up Losses [kg]'` (float)\n", + "- `'Sim: Total Water Consumption [kg]'` (float)\n", + "\n", + "3. Lifetime outputs:\n", + "- `'Life: Capacity Factor'` (float)\n", + "- `'Life: Annual H2 production [kg/year]'` (float)\n", + "- `'Stack Life [hrs]'` (float)\n", + "- `'Time Until Replacement [hrs]'` (float)\n", + "- `'Life: Efficiency [kWh/kg]'` (float)\n", + "- `'Life: Efficiency [%-HHV]'` (float)\n", + "- `'Life: Annual Power Consumption [kWh/year]'` (float)\n", + "- `'Performance Schedules'` (pandas.DataFrame)\n", + "\n", + "4. Water ouputs:\n", + "- `'Hydrogen Hourly Production [kg/hr]'` (numpy.array)\n", + "- `'Water Hourly Consumption [kg/hr]'` (numpy.array)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Print H2_results" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rated BOL: Efficiency [kWh/kg]: 54.61\n", + "Rated BOL: H2 Production [kg/hr]: 17579.3\n", + "Rated BOL: Power Consumed [kWh]: 960018.4\n", + "Rated BOL: Annual H2 Production [kg/year]: 153994660.18\n", + "Rated BOL: Gal H2O per kg-H2: 2.64\n", + "Sim: Capacity Factor: 0.41\n", + "Sim: Active Time / Sim Time: 0.81\n", + "Sim: Total Input Power [kWh]: 3383382801.27\n", + "Sim: Total H2 Produced [kg]: 63200403.14\n", + "Sim: Average Efficiency [%-HHV]: 0.74\n", + "Sim: Total Stack Off-Cycles: 9483\n", + "Sim: H2 Warm-Up Losses [kg]: 240892.61\n", + "Sim: Total Water Consumption [kg]: 632004031.37\n", + "Life: Capacity Factor: 0.39\n", + "Life: Annual H2 production [kg/year]: 59892232.12\n", + "Stack Life [hrs]: 23633.65\n", + "Time Until Replacement [hrs]: 28947.56\n", + "Life: Efficiency [kWh/kg]: 56.53\n", + "Life: Efficiency [%-HHV]: 0.7\n", + "Life: Annual Power Consumption [kWh/year]: 3383382801.27\n", + "Hydrogen Hourly Production [kg/hr] (sum): 63200403.14\n", + "Water Hourly Consumption [kg/hr] (sum): 632004031.37\n" + ] + } + ], + "source": [ + "# Iterate through the dictionary and print results\n", + "for key, value in H2_results.items():\n", + " # Skip if the value is a DataFrame\n", + " if isinstance(value, pd.DataFrame):\n", + " continue\n", + " # Sum and print if the value is a list or NumPy array\n", + " elif isinstance(value, (list, np.ndarray)):\n", + " print(f\"{key} (sum): {np.round(np.sum(value), 2)}\")\n", + " # Check if the value is numeric before rounding and printing\n", + " elif isinstance(value, (int, float)):\n", + " print(f\"{key}: {np.round(value, 2)}\")\n", + " else:\n", + " print(f\"{key}: {value}\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### PEM Electrolyzer Performance Schedule\n", + "\n", + "The Performance Schedule DataFrame shows electolyzer performance for every year of the simulation.\n", + "- Capacity Factor: Electrolyzer capacity factor averaged across all the clusters [-]\n", + "- Refurbishment Schedule: How many clusters are replaced each year [MW replaced/year]\n", + "- Annual H2 Production: Total annual hydrogen production across all clusters each year [kg/year]\n", + "- Annual Average Efficiency: Average annual efficiency across all clusters across the whole year [kWh/kg]\n", + "- Annual Average Efficiency: Average annual efficiency across all clusters across the whole year in higher heating value units [%-HHV]\n", + "- Annual Energy Used: Total annual energy across the clusters [kWh/year]" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Capacity Factor [-]Refurbishment Schedule [MW replaced/year]Annual H2 Production [kg/year]Annual Average Efficiency [kWh/kg]Annual Average Efficiency [%-HHV]Annual Energy Used [kWh/year]
00.4104060.06.320040e+0753.5386380.7361193.383383e+09
10.3943580.06.072905e+0755.7228120.7072993.383383e+09
20.380220240.05.855192e+0757.7967860.6819353.383383e+09
30.391637720.06.030995e+0756.1125510.7026053.383383e+09
40.391058240.06.022088e+0756.2244870.7012773.383383e+09
50.3835200.05.906008e+0757.2951120.6879563.383383e+09
60.388337960.05.980178e+0756.6142250.6965833.383383e+09
70.3943580.06.072905e+0755.7228120.7072993.383383e+09
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100.391058240.06.022088e+0756.2244870.7012773.383383e+09
110.3835200.05.906008e+0757.2951120.6879563.383383e+09
120.388337960.05.980178e+0756.6142250.6965833.383383e+09
130.3943580.06.072905e+0755.7228120.7072993.383383e+09
140.380220240.05.855192e+0757.7967860.6819353.383383e+09
150.391637720.06.030995e+0756.1125510.7026053.383383e+09
160.391058240.06.022088e+0756.2244870.7012773.383383e+09
170.3835200.05.906008e+0757.2951120.6879563.383383e+09
180.388337960.05.980178e+0756.6142250.6965833.383383e+09
190.3943580.06.072905e+0755.7228120.7072993.383383e+09
200.380220240.05.855192e+0757.7967860.6819353.383383e+09
210.391637720.06.030995e+0756.1125510.7026053.383383e+09
220.391058240.06.022088e+0756.2244870.7012773.383383e+09
230.3835200.05.906008e+0757.2951120.6879563.383383e+09
240.388337960.05.980178e+0756.6142250.6965833.383383e+09
250.3943580.06.072905e+0755.7228120.7072993.383383e+09
260.380220240.05.855192e+0757.7967860.6819353.383383e+09
270.391637720.06.030995e+0756.1125510.7026053.383383e+09
280.391058240.06.022088e+0756.2244870.7012773.383383e+09
290.3835200.05.906008e+0757.2951120.6879563.383383e+09
\n", + "
" + ], + "text/plain": [ + " Capacity Factor [-] Refurbishment Schedule [MW replaced/year] \\\n", + "0 0.410406 0.0 \n", + "1 0.394358 0.0 \n", + "2 0.380220 240.0 \n", + "3 0.391637 720.0 \n", + "4 0.391058 240.0 \n", + "5 0.383520 0.0 \n", + "6 0.388337 960.0 \n", + "7 0.394358 0.0 \n", + "8 0.380220 240.0 \n", + "9 0.391637 720.0 \n", + "10 0.391058 240.0 \n", + "11 0.383520 0.0 \n", + "12 0.388337 960.0 \n", + "13 0.394358 0.0 \n", + "14 0.380220 240.0 \n", + "15 0.391637 720.0 \n", + "16 0.391058 240.0 \n", + "17 0.383520 0.0 \n", + "18 0.388337 960.0 \n", + "19 0.394358 0.0 \n", + "20 0.380220 240.0 \n", + "21 0.391637 720.0 \n", + "22 0.391058 240.0 \n", + "23 0.383520 0.0 \n", + "24 0.388337 960.0 \n", + "25 0.394358 0.0 \n", + "26 0.380220 240.0 \n", + "27 0.391637 720.0 \n", + "28 0.391058 240.0 \n", + "29 0.383520 0.0 \n", + "\n", + " Annual H2 Production [kg/year] Annual Average Efficiency [kWh/kg] \\\n", + "0 6.320040e+07 53.538638 \n", + "1 6.072905e+07 55.722812 \n", + "2 5.855192e+07 57.796786 \n", + "3 6.030995e+07 56.112551 \n", + "4 6.022088e+07 56.224487 \n", + "5 5.906008e+07 57.295112 \n", + "6 5.980178e+07 56.614225 \n", + "7 6.072905e+07 55.722812 \n", + "8 5.855192e+07 57.796786 \n", + "9 6.030995e+07 56.112551 \n", + "10 6.022088e+07 56.224487 \n", + "11 5.906008e+07 57.295112 \n", + "12 5.980178e+07 56.614225 \n", + "13 6.072905e+07 55.722812 \n", + "14 5.855192e+07 57.796786 \n", + "15 6.030995e+07 56.112551 \n", + "16 6.022088e+07 56.224487 \n", + "17 5.906008e+07 57.295112 \n", + "18 5.980178e+07 56.614225 \n", + "19 6.072905e+07 55.722812 \n", + "20 5.855192e+07 57.796786 \n", + "21 6.030995e+07 56.112551 \n", + "22 6.022088e+07 56.224487 \n", + "23 5.906008e+07 57.295112 \n", + "24 5.980178e+07 56.614225 \n", + "25 6.072905e+07 55.722812 \n", + "26 5.855192e+07 57.796786 \n", + "27 6.030995e+07 56.112551 \n", + "28 6.022088e+07 56.224487 \n", + "29 5.906008e+07 57.295112 \n", + "\n", + " Annual Average Efficiency [%-HHV] Annual Energy Used [kWh/year] \n", + "0 0.736119 3.383383e+09 \n", + "1 0.707299 3.383383e+09 \n", + "2 0.681935 3.383383e+09 \n", + "3 0.702605 3.383383e+09 \n", + "4 0.701277 3.383383e+09 \n", + "5 0.687956 3.383383e+09 \n", + "6 0.696583 3.383383e+09 \n", + "7 0.707299 3.383383e+09 \n", + "8 0.681935 3.383383e+09 \n", + "9 0.702605 3.383383e+09 \n", + "10 0.701277 3.383383e+09 \n", + "11 0.687956 3.383383e+09 \n", + "12 0.696583 3.383383e+09 \n", + "13 0.707299 3.383383e+09 \n", + "14 0.681935 3.383383e+09 \n", + "15 0.702605 3.383383e+09 \n", + "16 0.701277 3.383383e+09 \n", + "17 0.687956 3.383383e+09 \n", + "18 0.696583 3.383383e+09 \n", + "19 0.707299 3.383383e+09 \n", + "20 0.681935 3.383383e+09 \n", + "21 0.702605 3.383383e+09 \n", + "22 0.701277 3.383383e+09 \n", + "23 0.687956 3.383383e+09 \n", + "24 0.696583 3.383383e+09 \n", + "25 0.707299 3.383383e+09 \n", + "26 0.681935 3.383383e+09 \n", + "27 0.702605 3.383383e+09 \n", + "28 0.701277 3.383383e+09 \n", + "29 0.687956 3.383383e+09 " + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "H2_results['Performance Schedules']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Get the time-series data and rated hydrogen production" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "# Total hydrogen output timeseries (kg-H2/hour)\n", + "hydrogen_production_kg_pr_hr = H2_results['Hydrogen Hourly Production [kg/hr]']\n", + "# Rated/maximum hydrogen production from electrolysis system\n", + "max_h2_pr_h2 = H2_results['Rated BOL: H2 Production [kg/hr]']\n", + "#x-values as hours of year\n", + "hours_of_year = np.arange(0,len(hydrogen_production_kg_pr_hr),1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot results (Optional)\n", + "We're only going to look at 72 hour frame of the results, starting at hour 2000.\n", + "\n", + "The top plot shows the hydrogen produced (green solid line) with the rated hydrogen production indicated by a red dashed line.\n", + "\n", + "The bottom plot shows the total energy input to the electrolyzer (green solid line) and the individual wind (blue dotted line) and solar (orange dashed line) generation profiles." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "hour_start = 2000\n", + "n_hours = 72\n", + "hour_end = hour_start + n_hours\n", + "\n", + "fig,ax=plt.subplots(2,1,sharex=True)\n", + "fig.set_figwidth(8.0)\n", + "fig.set_figheight(6.0)\n", + "\n", + "ax[0].plot(hours_of_year[hour_start:hour_end],hydrogen_production_kg_pr_hr[hour_start:hour_end],lw=2,c='green',label='H2 Produced')\n", + "ax[0].plot(hours_of_year[hour_start:hour_end],max_h2_pr_h2*np.ones(n_hours),lw=2,ls='--',c='red',label='Rated H2')\n", + "ax[0].legend(loc='center right')\n", + "ax[0].set_ylabel('Hydrogen [kg]',fontsize=14)\n", + "ax[0].set_xlim((hour_start,hour_end-1))\n", + "\n", + "ax[1].plot(hours_of_year[hour_start:hour_end],power_profile[hour_start:hour_end]/1e3,lw=2,alpha=0.5,c='green',label='Wind + Solar')\n", + "ax[1].set_ylabel('Renewable Energy [MWh]',fontsize=14)\n", + "ax[1].set_xlabel('Time [hour of year]',fontsize=14)\n", + "ax[1].set_xlim((hour_start,hour_end-1))\n", + "ax[1].legend()\n", + "fig.tight_layout()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "greenheart-oct18", + "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": "3.9.20" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/inputs/power_profile/renewable_power_signal.csv b/examples/inputs/power_profile/renewable_power_signal.csv new file mode 100644 index 00000000..72ee0909 --- /dev/null +++ b/examples/inputs/power_profile/renewable_power_signal.csv @@ -0,0 +1,8761 @@ +,combined_hybrid_power_production_hopp +0,133100.3596215997 +1,108426.7273066506 +2,105741.32205761713 +3,113618.33385104235 +4,65040.48591575581 +5,66627.45186037038 +6,65283.30206959561 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<116225007+elenya-grant@users.noreply.github.com> Date: Thu, 24 Oct 2024 11:18:49 -0600 Subject: [PATCH 04/11] added plot to electrolyzer example for lifetime performance --- examples/04-PEM_electrolyzer.ipynb | 89 ++++++++++++++++++++++++++---- 1 file changed, 77 insertions(+), 12 deletions(-) diff --git a/examples/04-PEM_electrolyzer.ipynb b/examples/04-PEM_electrolyzer.ipynb index a9f1f631..27c449d5 100644 --- a/examples/04-PEM_electrolyzer.ipynb +++ b/examples/04-PEM_electrolyzer.ipynb @@ -19,9 +19,17 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/Users/egrant/Documents/projects/GreenHEART/examples/log/hybrid_systems_2024-10-24T10.51.43.251977.log\n" + ] + } + ], "source": [ "import pandas as pd\n", "import numpy as np\n", @@ -42,7 +50,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -60,7 +68,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -133,7 +141,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -142,7 +150,7 @@ "text": [ "Electrolyzer Physics Results\n", "Electrolyzer Capacity Factor: 38.89 [%]\n", - "Equipment mass: 21047681.943403363 [kg]\n", + "Equipment mass: 21047681.9657436 [kg]\n", "Equipment footprint: 46080.0 [m^2]\n" ] } @@ -204,7 +212,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -214,7 +222,7 @@ "Rated BOL: Efficiency [kWh/kg]: 54.61\n", "Rated BOL: H2 Production [kg/hr]: 17579.3\n", "Rated BOL: Power Consumed [kWh]: 960018.4\n", - "Rated BOL: Annual H2 Production [kg/year]: 153994660.18\n", + "Rated BOL: Annual H2 Production [kg/year]: 153994660.2\n", "Rated BOL: Gal H2O per kg-H2: 2.64\n", "Sim: Capacity Factor: 0.41\n", "Sim: Active Time / Sim Time: 0.81\n", @@ -269,7 +277,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -692,7 +700,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -718,7 +726,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -754,11 +762,63 @@ "ax[1].legend()\n", "fig.tight_layout()" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Plot lifetime results (Optional)\n", + "We are going to look at how electrolyzer performance changes over the system's 30-year life.\n", + "\n", + "The capacity factor (blue line) decreases as the electrolyzer clusters degrade over time. Once a cluster reaches its end-of-life, it is replaced (shown by the pink vertical lines). The capacity factor increases after clusters are replaced because the new clusters aren't yet degraded and are therefore more efficient.\n", + "\n", + "In the first year of operation, the electrolyzer has the highest capacity factor because all the clusters begin with no degradation. In subsequent years, clusters are replaced at different times such that some clusters in the system are degraded across the rest of the system lifetime.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "performance_schedules = H2_results[\"Performance Schedules\"]\n", + "year = performance_schedules.index.to_list()\n", + "capacity_factor = performance_schedules[\"Capacity Factor [-]\"].to_list()\n", + "percent_of_system_replaced = (performance_schedules[\"Refurbishment Schedule [MW replaced/year]\"]/default_config[\"electrolyzer\"][\"rating\"]).to_list()\n", + "\n", + "fig,ax=plt.subplots(1,1)\n", + "fig.set_figwidth(6.4)\n", + "fig.set_figheight(4.8)\n", + "ax.plot(year,capacity_factor,color=\"tab:blue\",lw=2.0,label=\"Capacity Factor [-]\")\n", + "ax.set_xlim([year[0],year[-1]])\n", + "ax.set_ylabel(\"Capacity Factor [-]\",color=\"tab:blue\")\n", + "ax.tick_params(axis='y',colors=\"tab:blue\")\n", + "ax.set_xlabel(\"Year of Operation\")\n", + "\n", + "ax2 = ax.twinx()\n", + "ax2.vlines(year,np.zeros(len(year)),np.array(percent_of_system_replaced),ls = \"--\",lw = 1.0,color=\"tab:pink\")\n", + "ax2.set_ylabel(\"Ratio of System Capacity Replaced\",color=\"tab:pink\")\n", + "ax2.tick_params(axis='y',colors=\"tab:pink\")\n", + "ax2.set_ylim([0,1])\n", + "ax2.spines['right'].set_color('tab:pink') \n", + "ax2.spines['left'].set_color('tab:blue') " + ] } ], "metadata": { "kernelspec": { - "display_name": "greenheart-oct18", + "display_name": "Python 3.9.20 ('greenheart')", "language": "python", "name": "python3" }, @@ -773,6 +833,11 @@ "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.20" + }, + "vscode": { + "interpreter": { + "hash": "e0eb36b5aa799f73e2039db52ee376c7d1620333049071bcf033097c98c2ded6" + } } }, "nbformat": 4, From 0772e7528ffda6454e5931ad19a38b23fc70f008 Mon Sep 17 00:00:00 2001 From: kbrunik Date: Fri, 25 Oct 2024 13:20:52 -0500 Subject: [PATCH 05/11] remove ) from imports --- .../03-offshore-hydrogen-gom/offshore-hydrogen-gom.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/examples/reference_plants/03-offshore-hydrogen-gom/offshore-hydrogen-gom.py b/examples/reference_plants/03-offshore-hydrogen-gom/offshore-hydrogen-gom.py index 431dcb7a..8525f3f6 100644 --- a/examples/reference_plants/03-offshore-hydrogen-gom/offshore-hydrogen-gom.py +++ b/examples/reference_plants/03-offshore-hydrogen-gom/offshore-hydrogen-gom.py @@ -2,7 +2,7 @@ from pathlib import Path # GreenHEART imports -from greenheart.simulation.greenheart_simulation import GreenHeartSimulationConfig) +from greenheart.simulation.greenheart_simulation import GreenHeartSimulationConfig from greenheart.tools.optimization.gc_run_greenheart import run_greenheart # ORBIT imports From 10f0784f2a5eee146d6fa5f5cd5288a388444de5 Mon Sep 17 00:00:00 2001 From: kbrunik Date: Fri, 25 Oct 2024 13:57:47 -0500 Subject: [PATCH 06/11] remove unsupported example --- .../05-offshore-h2/greenheart-h2-offshore.py | 41 --- .../input/floris/floris_input_osw_18MW.yaml | 78 ---- .../input/plant/default_fin_config.yaml | 29 -- .../input/plant/greenheart_config.yaml | 335 ------------------ .../input/plant/hopp_config.yaml | 52 --- .../input/plant/orbit-config-osw_18MW.yaml | 68 ---- .../input/turbines/osw_18MW.yaml | 202 ----------- 7 files changed, 805 deletions(-) delete mode 100644 examples/greenheart/05-offshore-h2/greenheart-h2-offshore.py delete mode 100644 examples/greenheart/05-offshore-h2/input/floris/floris_input_osw_18MW.yaml delete mode 100644 examples/greenheart/05-offshore-h2/input/plant/default_fin_config.yaml delete mode 100644 examples/greenheart/05-offshore-h2/input/plant/greenheart_config.yaml delete mode 100644 examples/greenheart/05-offshore-h2/input/plant/hopp_config.yaml delete mode 100644 examples/greenheart/05-offshore-h2/input/plant/orbit-config-osw_18MW.yaml delete mode 100644 examples/greenheart/05-offshore-h2/input/turbines/osw_18MW.yaml diff --git a/examples/greenheart/05-offshore-h2/greenheart-h2-offshore.py b/examples/greenheart/05-offshore-h2/greenheart-h2-offshore.py deleted file mode 100644 index a95237ee..00000000 --- a/examples/greenheart/05-offshore-h2/greenheart-h2-offshore.py +++ /dev/null @@ -1,41 +0,0 @@ -# general imports -import os - -# # yaml imports -import yaml -from pathlib import Path - -# ORBIT imports -from ORBIT.core.library import initialize_library -initialize_library(os.path.join(os.getcwd(), "./input/")) - -# HOPP imports -from greenheart.simulation.greenheart_simulation import run_simulation, GreenHeartSimulationConfig - -# run the stuff -if __name__ == "__main__": - ## this should result in 5.16 $/kg LCOH - - # load inputs as needed - turbine_model="osw_18MW" - filename_orbit_config= "./input/plant/orbit-config-"+turbine_model+".yaml" - filename_turbine_config = "./input/turbines/"+turbine_model+".yaml" - filename_floris_config = "./input/floris/floris_input_osw_18MW.yaml" - filename_hopp_config = "./input/plant/hopp_config.yaml" - filename_greenheart_config = "./input/plant/greenheart_config.yaml" - - config = GreenHeartSimulationConfig( - filename_hopp_config, - filename_greenheart_config, - filename_turbine_config, - filename_floris_config, - filename_orbit_config, - verbose=True, - show_plots=False, - save_plots=True, - use_profast=True, - incentive_option=1, - plant_design_scenario=1 - ) - - run_simulation(config) diff --git a/examples/greenheart/05-offshore-h2/input/floris/floris_input_osw_18MW.yaml b/examples/greenheart/05-offshore-h2/input/floris/floris_input_osw_18MW.yaml deleted file mode 100644 index ee6d498d..00000000 --- a/examples/greenheart/05-offshore-h2/input/floris/floris_input_osw_18MW.yaml +++ /dev/null @@ -1,78 +0,0 @@ -name: Gauss -description: Three turbines using Gauss model -floris_version: v3.0.0 - -logging: - console: - enable: false - level: WARNING - file: - enable: false - level: WARNING - -solver: - type: turbine_grid - turbine_grid_points: 1 - -flow_field: - air_density: 1.225 - reference_wind_height: -1 # -1 is code for use the hub height - turbulence_intensities: - - 0.06 - wind_directions: - - 270.0 - wind_shear: 0.33 - wind_speeds: - - 8.0 - wind_veer: 0.0 - -wake: - model_strings: - combination_model: sosfs # TODO followup on why not using linear free-stream superposition? - ask Chris Bay and Gen S. - deflection_model: gauss - turbulence_model: crespo_hernandez - velocity_model: gauss - - enable_secondary_steering: false - enable_yaw_added_recovery: false - enable_active_wake_mixing: false - enable_transverse_velocities: false - - 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 - - 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 - - wake_turbulence_parameters: - crespo_hernandez: - initial: 0.1 - constant: 0.5 - ai: 0.8 - downstream: -0.32 \ No newline at end of file diff --git a/examples/greenheart/05-offshore-h2/input/plant/default_fin_config.yaml b/examples/greenheart/05-offshore-h2/input/plant/default_fin_config.yaml deleted file mode 100644 index eacb350a..00000000 --- a/examples/greenheart/05-offshore-h2/input/plant/default_fin_config.yaml +++ /dev/null @@ -1,29 +0,0 @@ -batt_replacement_schedule_percent: - - 0 -batt_bank_replacement: - - 0 -batt_replacement_option: 0 -batt_computed_bank_capacity: 0 -batt_meter_position: 0 -om_fixed: - - 1 -om_production: - - 2 -om_capacity: - - 0 -om_batt_fixed_cost: 0 -om_batt_variable_cost: - - 0 -om_batt_capacity_cost: 0 -om_batt_replacement_cost: 0 -om_replacement_cost_escal: 0 -system_use_lifetime_output: 0 -inflation_rate: 2.5 -real_discount_rate: 6.4 -cp_capacity_credit_percent: - - 0 -degradation: - - 0 -ppa_price_input: - - 0.01 -ppa_escalation: 1 diff --git a/examples/greenheart/05-offshore-h2/input/plant/greenheart_config.yaml b/examples/greenheart/05-offshore-h2/input/plant/greenheart_config.yaml deleted file mode 100644 index 751be6b6..00000000 --- a/examples/greenheart/05-offshore-h2/input/plant/greenheart_config.yaml +++ /dev/null @@ -1,335 +0,0 @@ -site: - mean_windspeed: False - depth: 45 #m - wind_layout: - row_spacing: 7 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. - turbine_spacing: 7 # Also defined in ORBIT config for offshore layout. Greenheart config values override the values in ORBIT. - grid_angle: 0 # wind layout grid angle in degrees where 0 is north, increasing clockwise - row_phase_offset: 0 # wind layout offset of turbines along row from one row to the next -project_parameters: - project_lifetime: 30 - grid_connection: False # option, can be turned on or off - ppa_price: 0.025 # $/kWh based on 2022 land based wind market report (ERCOT area ppa prices) https://www.energy.gov/sites/default/files/2022-08/land_based_wind_market_report_2202.pdf - atb_year: 2030 - cost_year: 2020 # to match ATB -finance_parameters: - costing_general_inflation: 0.025 # used to adjust modeled costs to cost_year - profast_general_inflation: 0 # based on 2022 ATB - discount_rate: 0.11 # nominal return based on 2022 ATB basline workbook - debt_equity_split: False # 2022 ATB uses 68.5% debt - debt_equity_ratio: 1.72 - property_tax: 0.01 # percent of CAPEX # combined with property insurance then between H2A and H2FAST defaults - property_insurance: 0.005 # percent of CAPEX # combined with property tax then between H2A and H2FAST defaults - total_income_tax_rate: 0.2574 # 0.257 tax rate in 2022 atb baseline workbook # current federal income tax rate, but proposed 2023 rate is 0.28. No state income tax in Texas - capital_gains_tax_rate: 0.15 # H2FAST default - sales_tax_rate: 0.0 #Verify that a different rate shouldn't be used # minimum total sales tax rate in Corpus Christi https://www.cctexas.com/detail/corpus-christi-type-fund-purpose - does this apply to H2? - debt_interest_rate: 0.05 - debt_type: "Revolving debt" # can be "Revolving debt" or "One time loan". Revolving debt is H2FAST default and leads to much lower LCOH - loan_period: 0 # H2FAST default, not used for revolving debt - cash_onhand_months: 1 # H2FAST default - administrative_expense_percent_of_sales: 0.00 #Check this # percent of sales H2FAST default - depreciation_method: "MACRS" # can be "MACRS" or "Straight line" - MACRS may be better and can reduce LCOH by more than $1/kg and is spec'd in the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 - depreciation_period: 5 # years - as specified by the IRS MACRS schedule https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 - depreciation_period_electrolyzer: 7 # based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years. also see https://www.irs.gov/publications/p946#en_US_2020_publink1000107507 - discount_years: - wind: 2022 # based on turbine capex value provided to ORBIT from 2022 ATB - wind_and_electrical: 2022 # for ORBIT opex - wave: 2020 # confirmed by Kaitlin Brunik 20240103 - solar: 2020 # Updated for GS - battery: 2020 # Updated for GS - platform: 2022 # TODO ask Nick and Charlie - electrical_export_system: 2022 # also from ORBIT, so match wind assumptions. TODO ask Sophie Bradenkamp - desal: 2013 # from code citation: https://www.nrel.gov/docs/fy16osti/66073.pdf - electrolyzer: 2020 # 2020 for singlitico2021, 2016 # for simple h2 cost model in hopp (see https://www.hydrogen.energy.gov/pdfs/19009_h2_production_cost_pem_electrolysis_2019.pdf) ## 2020 # based on IRENA report https://www.irena.org/-/media/Files/IRENA/Agency/Publication/2020/Dec/IRENA_Green_hydrogen_cost_2020.pdf - h2_transport_compressor: 2016 # listed in code header - h2_storage: - pressure_vessel: 2022 # based on readme for Compressed_gas_function - pipe: 2019 # Papadias 2021 - salt_cavern: 2019 # Papadias 2021 - turbine: 2003 # assumed based on Kottenstette 2004 - lined_rock_cavern: 2018 # based on Papadias 2021 and HD SAM - none: 2022 # arbitrary - h2_pipe_array: 2018 # ANL costs - h2_transport_pipeline: 2018 # same model for costs as the h2_pipe_array - wind: - expected_plant_cost: 'none' #4216.54 # $/kw 2030 GW scale -electrolyzer: - sizing: - resize_for_enduse: False - size_for: 'BOL' #'BOL' (generous) or 'EOL' (conservative) - hydrogen_dmd: - rating: 986 # MW # 0.9*Plant rating appears near-optimal for 400 MW wind plant with 3 days of underground pipe storage # MW - cluster_rating_MW: 40 - pem_control_type: 'basic' - eol_eff_percent_loss: 13 #eol defined as x% change in efficiency from bol - uptime_hours_until_eol: 77600 #number of 'on' hours until electrolyzer reaches eol - include_degradation_penalty: True #include degradation - turndown_ratio: 0.1 #turndown_ratio = minimum_cluster_power/cluster_rating_MW - electrolyzer_capex: 1600 # $/kW - time_between_replacement: 62320 # 62320 based on PEM Electrolysis H2A Production Case Study Documentation estimate of 7 years, 40000 based on current est (see unpublished report), 80000 hours based on OSW atb_year = 2025 - replacement_cost_percent: 0.15 # percent of capex - H2A default case - cost_model: "singlitico2021" # "basic" is a basic cost model based on H2a and HFTO program record for PEM electrolysis. "singlitico2021" uses cost estimates from that paper -h2_transport_compressor: - outlet_pressure: 68 # bar based on HDSAM -h2_storage_compressor: - output_pressure: 100 # bar (1 bar = 100 kPa) - flow_rate: 89 # kg/hr - energy_rating: 802 # kWe (aka 1 kWh) - mean_days_between_failures: 200 # days - # annual_h2_throughput: 18750 # [kg/yr] -> kg of H2 per year -h2_transport_pipe: - outlet_pressure: 10 # bar - from example in code from Jamie #TODO check this value -h2_storage: - size_capacity_from_demand: - flag: True # If True, then storage is sized to provide steady-state storage - capacity_from_max_on_turbine_storage: False # if True, then days of storage is ignored and storage capacity is based on how much h2 storage fits on the turbines in the plant using Kottenstete 2003. - type: "salt_cavern" # can be one of ["none", "pipe", "turbine", "pressure_vessel", "salt_cavern", "lined_rock_cavern"] - days: 0 # [days] how many days worth of production we should be able to store (this is ignored if `capacity_from_max_on_turbine_storage` is set to True) -# platform: -# opex_rate: 0.0111 # % of capex to determine opex (see table 5 in https://www.acm.nl/sites/default/files/documents/study-on-estimation-method-for-additional-efficient-offshore-grid-opex.pdf) -# installation_days: 14 # days -# site: -# depth: -1 -# distance: -1 -# equipment: -# tech_combined_mass: -1 -# tech_required_area: -1 -platform: - type: "Fixed" - opex_rate: 0.0111 # % of capex to determine opex (see table 5 in https://www.acm.nl/sites/default/files/documents/study-on-estimation-method-for-additional-efficient-offshore-grid-opex.pdf) - # Modified orbit configuration file for a single platform to carry "X technology" - design_phases: - - FixedPlatformDesign # Register Design Phase - install_phases: - FixedPlatformInstallation: 0 # Register Install Phase - oss_install_vessel: example_heavy_lift_vessel - site: - depth: -1 # site depth [m] (if -1, then will use the full plant depth) - distance: -1 # distance to port [km] (if -1, then will use the full plant distance) - equipment: - tech_required_area: -1. # equipment area [m**2] (-1 will require the input during run) - tech_combined_mass: -1 # equipment mass [t] (-1 will require the input during run) - topside_design_cost: 4500000 # topside design cost [USD] - installation_duration: 14 # time at sea [days] - -policy_parameters: # these should be adjusted for inflation prior to application - order of operations: rate in 1992 $, -#then prevailing wage multiplier if applicable, then inflation - option1: # base # no policy included ---> see files/task1/regulation and policy revue/ page 4 of 13 middle - read this - # and look at assumptions - electricity_itc: 0 - electricity_ptc: 0 - h2_ptc: 0 - h2_storage_itc: 0 - option2: # base credit levels with H2 - electricity_itc: 0 - electricity_ptc: 0.003 # $0.003/kW (this is base, see inflation adjustment in option 3) - h2_ptc: 0.6 # $0.60/kg h2 produced - assumes net zero but not meeting prevailing wage requirements - does this need to be - # adjusted for inflation from 2022 dollars to claim date, probably constant after claim date? - h2_storage_itc: 0.06 - option3: # same as option 5, but assuming prevailing wages are met --> 5x multiplier on both PTCs - electricity_itc: 0 - electricity_ptc: 0.015 # $/kWh 1992 dollars - h2_ptc: 3.00 # $/kg 2022 dollars - do not adjust for inflation - h2_storage_itc: 0.3 - # bonus options, option 5 and 6 but ITC equivalents - option4: # prevailing wages not met - electricity_itc: 0.06 # %/100 capex - electricity_ptc: 0.00 # $/kW 1992 dollars - h2_ptc: 0.6 # $0.60/kg produced 2022 dollars - assumes net zero but not meeting prevailing wage requirements - does this need to be - h2_storage_itc: 0 - # do not adjust for inflation, probably constant after claim date? - h2_storage_itc: 0.06 - option5: # prevailing wages met - electricity_itc: 0.30 # %/100 capex - electricity_ptc: 0.0 # $/kWh 1992 dollars - h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year - h2_storage_itc: 0.3 - option6: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron - # and mfg. components from the US) - electricity_itc: 0.40 # %/100 capex - electricity_ptc: 0.0 # $/kWh 1992 dollars - h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year - h2_storage_itc: 0.4 - option7: # assumes prevailing wages are met, and includes 10% bonus credit of domestic content (100% of steel and iron - # and mfg. components from the US) - electricity_itc: 0.0 # %/100 capex - electricity_ptc: 0.0165 # $/kWh 1992 dollars (0.015*1.1) - h2_ptc: 3.00 # $/kg of h2 produced 2022 dollars - do adjust for inflation every year applied and until application year - h2_storage_itc: 0 - # you can elect itc_for_h2 in leu of the h2_ptc - this choice is independent of the other tech credit selections - # 6% or %50 for itc_for_h2 - h2_storage_itc: 0.5 - -plant_design: - scenario0: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario1: - electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "onshore" # can be one of ["none", "onshore", "platform"] - battery_location: "onshore" # can be one of ["none", "onshore", "platform"] - scenario2: - electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - transportation: "hvdc" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario3: - electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] - transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "turbine" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario4: - electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] - transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario5: - electrolyzer_location: "turbine" # can be one of ["onshore", "turbine", "platform"] - transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario6: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "platform" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario7: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario8: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "hvdc+pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario9: - electrolyzer_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - transportation: "none" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "onshore" # can be one of ["onshore", "offshore"] - pv_location: "none" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - scenario10: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - pv_location: "platform" # can be one of ["none", "onshore", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - battery_location: "platform" # can be one of ["none", "onshore", "platform"] - scenario11: - electrolyzer_location: "platform" # can be one of ["onshore", "turbine", "platform"] - transportation: "pipeline" # can be one of ["hvdc", "pipeline", "none", hvdc+pipeline, "colocated"] - h2_storage_location: "onshore" # can be one of ["onshore", "turbine", "platform"] - wind_location: "offshore" # can be one of ["onshore", "offshore"] - pv_location: "platform" # can be one of ["none", "onshore", "platform"] - battery_location: "none" # can be one of ["none", "onshore", "platform"] - -opt_options: - opt_flag: True - general: - folder_output: "output" - fname_output: "optimization_log" - design_variables: - electrolyzer_rating_kw: - flag: True - lower: 1000.0 - upper: 2000000.0 - units: "kW" - pv_capacity_kw: - flag: False - lower: 1000.0 - upper: 2000000.0 - units: "kW" - wave_capacity_kw: - flag: False - lower: 1000.0 - upper: 2000000.0 - units: "kW*h" - battery_capacity_kw: - flag: False - lower: 1000.0 - upper: 2000000.0 - units: "kW" - battery_capacity_kwh: - flag: False - lower: 1000.0 - upper: 2000000.0 - units: "kW*h" - turbine_x: - flag: False - lower: 0.0 - upper: 20000.0 - units: "m" - turbine_y: - flag: False - lower: 0.0 - upper: 20000.0 - units: "m" - constraints: - turbine_spacing: - flag: False - lower: 0.0 - boundary_distance: - flag: False - lower: 0.0 - pv_to_platform_area_ratio: - flag: False - upper: 1.0 # relative size of solar pv area to platform area - user: {} - merit_figure: "lcoh" - merit_figure_user: - name: "lcoh" - max_flag: False - ref: 1.0 # value of objective that scales to 1.0 - driver: - optimization: - flag: True - solver: "SNOPT" - tol: 1E-6 - gradient_method: "snopt_fd" # can be one of ['pyopt_fd', 'openmdao', 'snopt_fd'] - max_major_iter: 1 - max_minor_iter: 2 - # time_limit: 10 # (sec) optional - # "hist_file_name: "snopt_history.txt", # optional - verify_level: 0 # optional - step_calc: None - form: "forward" # type of finite differences to use, can be one of ["forward", "backward", "central"] - debug_print: False - design_of_experiments: - flag: False - run_parallel: False - generator: FullFact # [Uniform, FullFact, PlackettBurman, BoxBehnken, LatinHypercube] - num_samples: 5 # Number of samples to evaluate model at (Uniform and LatinHypercube only) - seed: 2 - levels: 5 # Number of evenly spaced levels between each design variable lower and upper bound (FullFactorial only) - criterion: None # [None, center, c, maximin, m, centermaximin, cm, correelation, corr] - iterations: 1 - debug_print: False - step_size_study: - flag: False - recorder: - flag: True - file_name: "record.sql" - includes: False \ No newline at end of file diff --git a/examples/greenheart/05-offshore-h2/input/plant/hopp_config.yaml b/examples/greenheart/05-offshore-h2/input/plant/hopp_config.yaml deleted file mode 100644 index da11ae7e..00000000 --- a/examples/greenheart/05-offshore-h2/input/plant/hopp_config.yaml +++ /dev/null @@ -1,52 +0,0 @@ -site: #!include flatirons_site.yaml - data: - lat: 27.18624 - lon: -96.9516 - elev: 0 - year: 2013 - site_boundaries: - verts: - - [0.0, 0.0] - - [0.0, 15000.0] - - [15000.0, 15000.0] - - [15000.0, 0.0] - verts_simple: - - [0.0, 0.0] - - [0.0, 15000.0] - - [15000.0, 15000.0] - - [15000.0, 0.0] - solar_resource_file: "" - wind_resource_file: "resource_files/wind/27.18624_-96.9516_windtoolkit_2013_60min_160m_200m.srw" - wave_resource_file: "" - grid_resource_file: "" - hub_height: 161.0 - capacity_hours: [] - solar: false - wind: true - wave: false - wind_resource_origin: "WTK" - - -technologies: - wind: - num_turbines: 10 - turbine_rating_kw: 18000.0 - model_name: floris - timestep: [0, 8760] - floris_config: input_files/floris/floris_input_osw_18MW.yaml - fin_model: - system_costs: - om_fixed: 1 - financial_parameters: - inflation_rate: 2.5 - real_discount_rate: 6.4 - grid: - interconnect_kw: 180000 - fin_model: !include default_fin_config.yaml - -config: - simulation_options: - wind: - skip_financial: true - cost_info: - wind_installed_cost_mw: 3526000 # based on 2023 ATB moderate case for offshore wind \ No newline at end of file diff --git a/examples/greenheart/05-offshore-h2/input/plant/orbit-config-osw_18MW.yaml b/examples/greenheart/05-offshore-h2/input/plant/orbit-config-osw_18MW.yaml deleted file mode 100644 index 8abb2976..00000000 --- a/examples/greenheart/05-offshore-h2/input/plant/orbit-config-osw_18MW.yaml +++ /dev/null @@ -1,68 +0,0 @@ -turbine: "osw_18MW" -atb_year: 2025 # as per discussions of operational by 2027. This also makes the estimates a little more conservative -cost_year: 2022 # to match ATB -installation_availability: 0.7 # 30% downtime during installation to match ORCA -site: - area: 142 # km^2 - depth: 45 # m - distance: 80 # km - distance_to_landfall: 85 # km - mean_windspeed: False #8.45863584474886 # required input for ORBIT, provide desired mean wind speed or set to False to give ORBIT the mean wind speed from the lat/lon selection -plant: - capacity: 180 # MW - layout: grid - num_turbines: 10 # needs to be changed based on turbine model - row_spacing: 7 # rotor diameters # based on rule of thumb of 7D - substation_distance: 1 # from ORBIT/examples/configs/example_fixed_project.yaml - turbine_spacing: 7 # rotor diameters # original 10 -landfall: - interconnection_distance: 5 # km - trench_length: 4 # km -port: - monthly_rate: 2000000.0 # USD - sub_assembly_lines: 1 - turbine_assembly_cranes: 1 -# Vessels -array_cable_install_vessel: example_cable_lay_vessel # from ORBIT/examples/configs/example_fixed_project.yaml -export_cable_install_vessel: example_cable_lay_vessel # from ORBIT/examples/configs/example_fixed_project.yaml -export_cable_bury_vessel: example_cable_lay_vessel # from ORBIT/examples/configs/example_fixed_project.yaml -oss_install_vessel: example_heavy_lift_vessel # from ORBIT/examples/configs/example_fixed_project.yaml -spi_vessel: example_scour_protection_vessel # from ORBIT/examples/configs/example_fixed_project.yaml -wtiv: example_wtiv # from ORBIT/examples/configs/example_fixed_project.yaml -# Module Specific -OffshoreSubstationInstallation: - feeder: example_heavy_feeder # from ORBIT/examples/configs/example_fixed_project.yaml - num_feeders: 1 # from ORBIT/examples/configs/example_fixed_project.yaml -array_system_design: - cables: - - XLPE_630mm_66kV -export_system_design: - cables: HVDC_2000mm_320kV - percent_added_length: 0.0 -scour_protection_design: - cost_per_tonne: 40 - scour_protection_depth: 1 # ORBIT default -MonopileDesign: - monopile_steel_cost: 2250 #OSW - tp_steel_cost: 3230 #OSW -# Configured Phases -design_phases: -- ArraySystemDesign # from ORBIT/examples/configs/example_fixed_project.yaml -- MonopileDesign # from ORBIT/examples/configs/example_fixed_project.yaml -- ScourProtectionDesign # from ORBIT/examples/configs/example_fixed_project.yaml -- ElectricalDesign # new addition from Sophie Bradenkamp combined ExportSystemDesign and OffshoreSubstationDesign phases -install_phases: # these are hours into installation - ArrayCableInstallation: 0 # from ORBIT/examples/configs/example_fixed_project.yaml - ExportCableInstallation: 2000 # from ORBIT/examples/configs/example_fixed_project.yaml - MonopileInstallation: 0 # from ORBIT/examples/configs/example_fixed_project.yaml - # JacketInstallation: 0 # Jacket not ready yet in ORBIT - OffshoreSubstationInstallation: 0 # from ORBIT/examples/configs/example_fixed_project.yaml - ScourProtectionInstallation: 0 # from ORBIT/examples/configs/example_fixed_project.yaml - TurbineInstallation: 0 # from ORBIT/examples/configs/example_fixed_project.yaml -# Wind Project Inputs -project_parameters: - turbine_capex: 1300 # $USD turbine CAPEX only as per 2022 ATB https://atb.nrel.gov/electricity/2022/offshore_wind - opex_rate: 97 # $USD/kW/yr ATB 2022, OpEx based on R&D assumptions with a base year of 2022. - commissioning: 0.01 # ORBIT default - decommissioning: 0.15 # ORBIT default - project_lifetime: 30 # 2022 ATB capital recovery period for offshore wind \ No newline at end of file diff --git a/examples/greenheart/05-offshore-h2/input/turbines/osw_18MW.yaml b/examples/greenheart/05-offshore-h2/input/turbines/osw_18MW.yaml deleted file mode 100644 index 7ae2d27d..00000000 --- a/examples/greenheart/05-offshore-h2/input/turbines/osw_18MW.yaml +++ /dev/null @@ -1,202 +0,0 @@ -# [1] https://www.nrel.gov/docs/fy20osti/75698.pdf -# [2] https://github.com/IEAWindTask37/IEA-15-240-RWT/blob/97cf629a622270ed421de98abf99f4314044fcf2/Documentation/IEA-15-240-RWT_tabular.xlsx -# [3] https://github.com/NREL/floris/blob/main/floris/turbine_library/iea_15MW.yaml -# [4] https://www.sciencedirect.com/science/article/pii/S1364032122003811 -# [5] 10.1016/j.apenergy.2021.117189 -# Turbine is scaled from osw_15MW -turbine_type: 'osw_18MW' -rated_windspeed: 10.66 # m/s [2] -rotor_diameter: 265.36 # m scaled from 15MW -turbine_rating: 18.0 # MW -hub_height: 161.0 # m scaled from 15MW -TSR: 9.0 # [2] -tower: - deck_space: 78.5 # m^2 (old power-fit=10.2m diam) [4] - sections: 2 - type: Tower - length: 157 # m estimate - mass: 930.508 #t scaled from 15MW based on length - section_diameters: # m estimate - diameter for bottom and top - - 10.2 - - 6.7 # 8.833m at 67m height - section_heights: # m estimate - just bottom and top - - 0.0 - - 157.0 -nacelle: - deck_space: 281 # shields et al. [5] m^2 old [4] - type: Nacelle - mass: 1003 # shields et al. [5] t (old power-fit 1068) [4] -blade: - deck_space: 581 # shields et al. [5] m^2 (old length * root diam = 822) approx [4] - length: 128.5 # m estimate - type: Blade - mass: 91 # shields [5] # t (old power-fit 82.3) -power_thrust_table: - ref_air_density: 1.225 # [3] - ref_tilt: 6.0 # [3] - cosine_loss_exponent_yaw: 1.88 # [3] - cosine_loss_exponent_tilt: 1.88 # [3] - power: - - 0.0 - - 51.89812866 - - 355.335549 - - 738.35433 - - 1191.5092 - - 1702.657221 - - 2257.291446 - - 2838.905165 - - 3429.768457 - - 4011.457616 - - 4565.700477 - - 5074.81091 - - 5522.406384 - - 5896.645687 - - 6183.495679 - - 6374.064733 - - 6461.91924 - - 6479.592501 - - 6604.148228 - - 6838.961942 - - 7190.826094 - - 7669.490971 - - 8288.084487 - - 9063.370607 - - 10005.20457 - - 11134.18105 - - 12491.03547 - - 14108.73528 - - 16024.16395 - - 18216.98485 - - 18216.98636 - - 18216.94945 - - 18216.99607 - - 18216.98557 - - 18216.98492 - - 18216.92049 - - 18217.08293 - - 18217.04798 - - 18217.02839 - - 18217.01583 - - 18217.00705 - - 18217.00026 - - 18216.9948 - - 18216.99065 - - 18216.9877 - - 18216.98559 - - 18216.82862 - - 18216.98516 - - 18216.98706 - - 18216.98982 - - 18216.99332 - - 0.0 - - 0.0 - - thrust_coefficient: - - 0.0 - - 0.80742173 - - 0.784655297 - - 0.781771245 - - 0.785377072 - - 0.788045584 - - 0.789922119 - - 0.790464625 - - 0.789868339 - - 0.788727582 - - 0.787359348 - - 0.785895402 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.778275899 - - 0.77176172 - - 0.747149663 - - 0.562338457 - - 0.463477777 - - 0.389083718 - - 0.329822385 - - 0.281465071 - - 0.241494345 - - 0.208180574 - - 0.180257568 - - 0.156747535 - - 0.136877529 - - 0.120026379 - - 0.105689427 - - 0.093453742 - - 0.082979637 - - 0.073986457 - - 0.066241166 - - 0.059552107 - - 0.053756866 - - 0.048721662 - - 0.044334197 - - 0.0 - - 0.0 - - wind_speed: - - 0.0 - - 3.0 - - 3.54953237 - - 4.067900771 - - 4.553906848 - - 5.006427063 - - 5.424415288 - - 5.806905228 - - 6.153012649 - - 6.461937428 - - 6.732965398 - - 6.965470002 - - 7.158913742 - - 7.312849418 - - 7.426921164 - - 7.500865272 - - 7.534510799 - - 7.541241633 - - 7.58833327 - - 7.675676842 - - 7.803070431 - - 7.970219531 - - 8.176737731 - - 8.422147605 - - 8.70588182 - - 9.027284445 - - 9.385612468 - - 9.780037514 - - 10.20964776 - - 10.65845809 - - 10.67345004 - - 11.17037214 - - 11.6992653 - - 12.25890683 - - 12.84800295 - - 13.46519181 - - 14.10904661 - - 14.77807889 - - 15.470742 - - 16.18543466 - - 16.92050464 - - 17.67425264 - - 18.44493615 - - 19.23077353 - - 20.02994808 - - 20.8406123 - - 21.66089211 - - 22.4888912 - - 23.32269542 - - 24.1603772 - - 25.0 - - 25.02 - - 50.0 \ No newline at end of file From a0c7bc433c5ce4cc2c52586bae084f344b3a798a Mon Sep 17 00:00:00 2001 From: kbrunik Date: Fri, 25 Oct 2024 13:58:17 -0500 Subject: [PATCH 07/11] example README --- examples/README.md | 21 +++++++++++++++++++++ 1 file changed, 21 insertions(+) create mode 100644 examples/README.md diff --git a/examples/README.md b/examples/README.md new file mode 100644 index 00000000..a0e2328f --- /dev/null +++ b/examples/README.md @@ -0,0 +1,21 @@ +# Examples Overview + +This directory provides example Jupyter notebooks demonstrating how to use the GreenHEART tool for technoeconomic analysis of green technology applications. These workflows and calculations cover hydrogen production, steel manufacturing, ammonia synthesis, and PEM electrolyzer modeling. GreenHEART enables co-design and simulation of an integrated renewable energy and hydrogen production plant, along with optional end-use applications. + +The first three notebooks focus on the GreenHEART simulation interface, which supports single analysis cases as well as optimization for levelized cost of product. The final example, `04-PEM_electrolyzer.ipynb`, illustrates how to use GreenHEART's Proton Exchange Membrane (PEM) electrolyzer model. + +> **Note**: The `reference_plants` directory, containing reference designs for green hydrogen, ammonia, and steel plants across the U.S., will be removed in future releases. Reference plant data is now hosted at [NREL/ReferenceHybridSystemDesigns](https://github.com/NREL/ReferenceHybridSystemDesigns). + +## Structure +- **01-green-hydrogen.ipynb**: Demonstrates a workflow for green hydrogen production using renewable energy and electrolysis. +- **02-green-steel.ipynb**: Illustrates green steel production using hydrogen as a reducing agent via hydrogen direct reduced iron and electric arc furnace (HDRI-EAF) technology. +- **03-green-ammonia.ipynb**: Covers green ammonia production through renewable hydrogen in the Haber-Bosch process. +- **04-PEM_electrolyzer.ipynb**: Details the use of the GreenHEART PEM Water Electrolyzer model, including key components and operation. + +## Quick Start +1. Clone the repository: `git clone https://github.com/GreenHEART.git` +2. Follow the setup instructions in the main `README.md` +3. Install the example dependencies: + ```bash + pip install ".[examples]" + From 545771e8ea0ba124794f2d024ef89f598fdfa9c0 Mon Sep 17 00:00:00 2001 From: John Jasa Date: Fri, 25 Oct 2024 14:25:29 -0500 Subject: [PATCH 08/11] Minor typo fixes to example --- examples/04-PEM_electrolyzer.ipynb | 4 ++-- examples/README.md | 9 ++++++--- 2 files changed, 8 insertions(+), 5 deletions(-) diff --git a/examples/04-PEM_electrolyzer.ipynb b/examples/04-PEM_electrolyzer.ipynb index 27c449d5..4bfb572a 100644 --- a/examples/04-PEM_electrolyzer.ipynb +++ b/examples/04-PEM_electrolyzer.ipynb @@ -198,7 +198,7 @@ "- `'Life: Annual Power Consumption [kWh/year]'` (float)\n", "- `'Performance Schedules'` (pandas.DataFrame)\n", "\n", - "4. Water ouputs:\n", + "4. Water outputs:\n", "- `'Hydrogen Hourly Production [kg/hr]'` (numpy.array)\n", "- `'Water Hourly Consumption [kg/hr]'` (numpy.array)" ] @@ -266,7 +266,7 @@ "source": [ "### PEM Electrolyzer Performance Schedule\n", "\n", - "The Performance Schedule DataFrame shows electolyzer performance for every year of the simulation.\n", + "The Performance Schedule DataFrame shows electrolyzer performance for every year of the simulation.\n", "- Capacity Factor: Electrolyzer capacity factor averaged across all the clusters [-]\n", "- Refurbishment Schedule: How many clusters are replaced each year [MW replaced/year]\n", "- Annual H2 Production: Total annual hydrogen production across all clusters each year [kg/year]\n", diff --git a/examples/README.md b/examples/README.md index a0e2328f..b63b7d20 100644 --- a/examples/README.md +++ b/examples/README.md @@ -1,21 +1,24 @@ # Examples Overview -This directory provides example Jupyter notebooks demonstrating how to use the GreenHEART tool for technoeconomic analysis of green technology applications. These workflows and calculations cover hydrogen production, steel manufacturing, ammonia synthesis, and PEM electrolyzer modeling. GreenHEART enables co-design and simulation of an integrated renewable energy and hydrogen production plant, along with optional end-use applications. +This directory provides example Jupyter notebooks demonstrating how to use the GreenHEART tool for technoeconomic analysis of green technology applications. These workflows and calculations cover hydrogen production, steel manufacturing, ammonia synthesis, and Proton Exchange Membrane (PEM) electrolyzer modeling. GreenHEART enables co-design and simulation of an integrated renewable energy and hydrogen production plant, along with optional end-use applications. -The first three notebooks focus on the GreenHEART simulation interface, which supports single analysis cases as well as optimization for levelized cost of product. The final example, `04-PEM_electrolyzer.ipynb`, illustrates how to use GreenHEART's Proton Exchange Membrane (PEM) electrolyzer model. +The first three notebooks focus on the GreenHEART simulation interface, which supports single analysis cases as well as optimization for levelized cost of product. The final example, `04-PEM_electrolyzer.ipynb`, illustrates how to use GreenHEART's PEM electrolyzer model. > **Note**: The `reference_plants` directory, containing reference designs for green hydrogen, ammonia, and steel plants across the U.S., will be removed in future releases. Reference plant data is now hosted at [NREL/ReferenceHybridSystemDesigns](https://github.com/NREL/ReferenceHybridSystemDesigns). ## Structure + - **01-green-hydrogen.ipynb**: Demonstrates a workflow for green hydrogen production using renewable energy and electrolysis. - **02-green-steel.ipynb**: Illustrates green steel production using hydrogen as a reducing agent via hydrogen direct reduced iron and electric arc furnace (HDRI-EAF) technology. - **03-green-ammonia.ipynb**: Covers green ammonia production through renewable hydrogen in the Haber-Bosch process. - **04-PEM_electrolyzer.ipynb**: Details the use of the GreenHEART PEM Water Electrolyzer model, including key components and operation. ## Quick Start + 1. Clone the repository: `git clone https://github.com/GreenHEART.git` 2. Follow the setup instructions in the main `README.md` 3. Install the example dependencies: + ```bash pip install ".[examples]" - + ``` \ No newline at end of file From 5a73903f0b05adb1724d8a6fe3006c41ec4427c6 Mon Sep 17 00:00:00 2001 From: kbrunik Date: Fri, 25 Oct 2024 14:50:17 -0500 Subject: [PATCH 09/11] add environment.yml --- environment.yml | 320 +++++++++++++++++++++++++++++++++++++++++++++ examples/README.md | 44 ++++++- 2 files changed, 358 insertions(+), 6 deletions(-) create mode 100644 environment.yml diff --git a/environment.yml b/environment.yml new file mode 100644 index 00000000..6d303559 --- /dev/null +++ b/environment.yml @@ -0,0 +1,320 @@ +name: greenheart +channels: + - conda-forge + - defaults +dependencies: + - bzip2=1.0.8=h80987f9_6 + - ca-certificates=2024.8.30=hf0a4a13_0 + - coin-or-cbc=2.10.8=h1ce7d08_0 + - coin-or-cgl=0.60.3=h950afdd_1 + - coin-or-clp=1.17.6=h97646b0_2 + - coin-or-osi=0.108.6=h3089036_1 + - coin-or-utils=2.11.4=h8c5c8f5_2 + - glpk=5.0=h6d7a090_0 + - gmp=6.3.0=h7bae524_2 + - libblas=3.9.0=25_osxarm64_openblas + - libcblas=3.9.0=25_osxarm64_openblas + - libcxx=19.1.2=ha82da77_0 + - libffi=3.4.4=hca03da5_1 + - libgfortran=5.0.0=13_2_0_hd922786_3 + - libgfortran5=13.2.0=hf226fd6_3 + - liblapack=3.9.0=25_osxarm64_openblas + - liblapacke=3.9.0=25_osxarm64_openblas + - libopenblas=0.3.28=openmp_h517c56d_0 + - llvm-openmp=19.1.2=hb52a8e5_0 + - ncurses=6.4=h313beb8_0 + - openssl=3.3.2=h8359307_0 + - pip=24.2=py311hca03da5_0 + - python=3.11.10=hb885b13_0 + - readline=8.2=h1a28f6b_0 + - setuptools=75.1.0=py311hca03da5_0 + - sqlite=3.45.3=h80987f9_0 + - tk=8.6.14=h6ba3021_0 + - wheel=0.44.0=py311hca03da5_0 + - xz=5.4.6=h80987f9_1 + - zlib=1.2.13=h18a0788_1 + - pip: + - about-time==4.2.1 + - accumulation-tree==0.6.4 + - aiounittest==1.4.2 + - alabaster==0.7.16 + - alembic==1.13.3 + - alive-progress==3.1.5 + - anyio==4.6.2.post1 + - appdirs==1.4.4 + - appnope==0.1.4 + - appscript==1.3.0 + - argon2-cffi==23.1.0 + - argon2-cffi-bindings==21.2.0 + - arrow==1.3.0 + - asttokens==2.4.1 + - async-lru==2.0.4 + - attrs==24.2.0 + - autograd==1.7.0 + - babel==2.16.0 + - backoff==2.2.1 + - bayesian-optimization==1.4.0 + - beautifulsoup4==4.12.3 + - bleach==6.1.0 + - bokeh==3.6.0 + - certifi==2024.8.30 + - cffi==1.17.1 + - cfgv==3.4.0 + - charset-normalizer==3.4.0 + - click==8.1.7 + - cma==3.2.2 + - colorama==0.4.0 + - coloredlogs==15.0.1 + - colorlog==6.8.2 + - comm==0.2.2 + - contexttimer==0.3.3 + - contourpy==1.3.0 + - coolprop==6.6.0 + - coverage==7.6.4 + - cycler==0.12.1 + - cython==3.0.11 + - debugpy==1.8.7 + - decorator==5.1.1 + - deepdiff==8.0.1 + - defusedxml==0.7.1 + - deprecated==1.2.14 + - dill==0.3.9 + - directsearch==1.0 + - diskcache==5.6.3 + - distlib==0.3.9 + - docopt==0.6.2 + - docutils==0.18.1 + - electrolyzer==0.1.0 + - entrypoints==0.4 + - et-xmlfile==2.0.0 + - executing==2.1.0 + - fastjsonschema==2.20.0 + - fastkml==0.12 + - filelock==3.16.1 + - flexcache==0.3 + - flexparser==0.3.1 + - floris==4.1.1 + - fonttools==4.54.1 + - fqdn==1.5.1 + - fsspec==2024.10.0 + - funcy==2.0 + - future==1.0.0 + - getjson==2.0.0 + - global-land-mask==1.0.0 + - grapheme==0.6.0 + - greenheart==0.1.1 + - greenlet==3.1.1 + - h11==0.14.0 + - h3==4.1.1 + - hopp==3.0 + - httpcore==1.0.6 + - httpx==0.27.2 + - humanfriendly==10.0 + - humpday==0.7.1 + - hybridbosse==0.9.6 + - identify==2.6.1 + - idna==3.10 + - imagesize==1.4.1 + - importlib-metadata==8.5.0 + - importlib-resources==6.4.5 + - iniconfig==2.0.0 + - ipykernel==6.29.5 + - ipympl==0.9.4 + - ipyparallel==8.8.0 + - ipython==8.29.0 + - ipython-genutils==0.2.0 + - ipywidgets==8.1.5 + - isoduration==20.11.0 + - jax==0.4.35 + - jaxlib==0.4.35 + - jedi==0.19.1 + - jinja2==3.1.4 + - joblib==1.4.2 + - json5==0.9.25 + - jsonpointer==3.0.0 + - jsonschema==4.23.0 + - jsonschema-specifications==2024.10.1 + - jupyter-book==0.14.0 + - jupyter-cache==0.6.1 + - jupyter-client==8.6.3 + - jupyter-core==5.7.2 + - jupyter-events==0.10.0 + - jupyter-lsp==2.2.5 + - jupyter-server==2.14.2 + - jupyter-server-terminals==0.5.3 + - jupyterlab==4.2.5 + - jupyterlab-pygments==0.3.0 + - jupyterlab-server==2.27.3 + - jupyterlab-widgets==3.0.13 + - kiwisolver==1.4.7 + - landscapes==0.0.12 + - latexcodec==3.0.0 + - lcoe==0.3.2 + - linkify-it-py==2.0.3 + - lxml==5.3.0 + - mako==1.3.6 + - markdown-it-py==2.2.0 + - markupsafe==3.0.2 + - marmot-agents==0.2.5 + - matplotlib==3.9.2 + - matplotlib-inline==0.1.7 + - mdit-py-plugins==0.3.5 + - mdurl==0.1.2 + - microconventions==1.0.0 + - mistune==3.0.2 + - ml-dtypes==0.5.0 + - muid==0.5.3 + - multiprocessing-on-dill==3.5.0a4 + - myst-nb==0.17.2 + - myst-parser==0.18.1 + - nbclient==0.7.4 + - nbconvert==7.16.4 + - nbformat==5.10.4 + - nest-asyncio==1.6.0 + - networkx==3.4.2 + - nevergrad==1.0.5 + - nodeenv==1.9.1 + - notebook==7.2.2 + - notebook-shim==0.2.4 + - nrel-pysam==4.2.0 + - num2words==0.5.13 + - numexpr==2.10.1 + - numpy==1.26.4 + - numpy-financial==1.0.0 + - numpydoc==1.6.0 + - openmdao==3.35.0 + - openpyxl==3.1.5 + - opt-einsum==3.4.0 + - optuna==4.0.0 + - orbit-nrel==1.1 + - orderly-set==5.2.2 + - overrides==7.7.0 + - packaging==24.1 + - pandas==2.2.3 + - pandocfilters==1.5.1 + - parameterized==0.9.0 + - parso==0.8.4 + - pathlib==1.0.1 + - patsy==0.5.6 + - pexpect==4.9.0 + - pillow==11.0.0 + - pint==0.24.3 + - platformdirs==4.3.6 + - playwright==1.48.0 + - plotly==5.24.1 + - pluggy==1.5.0 + - ply==3.11 + - poap==0.1.26 + - pre-commit==4.0.1 + - profast==1.0.3 + - prometheus-client==0.21.0 + - prompt-toolkit==3.0.48 + - psutil==6.1.0 + - ptyprocess==0.7.0 + - pure-eval==0.2.3 + - pvmismatch==4.1 + - pyaml==24.9.0 + - pyarrow==17.0.0 + - pybtex==0.24.0 + - pybtex-docutils==1.0.3 + - pycodestyle==2.12.1 + - pycparser==2.22 + - pydata-sphinx-theme==0.12.0 + - pydocstyle==6.3.0 + - pydoe2==1.3.0 + - pydoe3==1.0.4 + - pyee==12.0.0 + - pygeoif==0.7 + - pygments==2.18.0 + - pymoo==0.6.1.3 + - pymorton==1.0.5 + - pyomo==6.8.0 + - pyparsing==3.2.0 + - pyproj==3.7.0 + - pysolar==0.11 + - pysot==0.3.3 + - pytest==8.3.3 + - python-benedict==0.33.1 + - python-dateutil==2.9.0.post0 + - python-dotenv==1.0.1 + - python-fsutil==0.14.1 + - python-json-logger==2.0.7 + - python-rapidjson==1.20 + - python-slugify==8.0.4 + - pytz==2024.2 + - pyudorandom==1.0.0 + - pyyaml==6.0.2 + - pyyaml-include==2.1 + - pyzmq==26.2.0 + - rainflow==3.2.0 + - referencing==0.35.1 + - requests==2.32.3 + - rfc3339-validator==0.1.4 + - rfc3986-validator==0.1.1 + - rpds-py==0.20.0 + - ruamel-yaml==0.18.6 + - ruamel-yaml-clib==0.2.12 + - schema==0.7.7 + - scikit-learn==1.5.2 + - scikit-optimize==0.10.2 + - scipy==1.14.1 + - send2trash==1.8.3 + - shapely==2.0.6 + - simpy==4.1.1 + - six==1.16.0 + - sniffio==1.3.1 + - snowballstemmer==2.2.0 + - soupsieve==2.6 + - sphinx==5.0.2 + - sphinx-book-theme==0.4.0rc1 + - sphinx-comments==0.0.3 + - sphinx-copybutton==0.5.2 + - sphinx-design==0.3.0 + - sphinx-external-toc==0.3.1 + - sphinx-jupyterbook-latex==0.5.2 + - sphinx-multitoc-numbering==0.1.3 + - sphinx-sitemap==2.6.0 + - sphinx-thebe==0.2.1 + - sphinx-togglebutton==0.3.2 + - sphinxcontrib-applehelp==2.0.0 + - sphinxcontrib-bibtex==2.5.0 + - sphinxcontrib-devhelp==2.0.0 + - sphinxcontrib-htmlhelp==2.1.0 + - sphinxcontrib-jsmath==1.0.1 + - sphinxcontrib-qthelp==2.0.0 + - sphinxcontrib-serializinghtml==2.0.0 + - sqlalchemy==2.0.36 + - stack-data==0.6.3 + - statsmodels==0.14.4 + - tabulate==0.9.0 + - tdigest==0.5.2.2 + - tenacity==9.0.0 + - terminado==0.18.1 + - testflo==1.4.19 + - text-unidecode==1.3 + - threadpoolctl==3.5.0 + - timezonefinder==6.5.4 + - tinycss2==1.4.0 + - tornado==6.4.1 + - tqdm==4.66.5 + - traitlets==5.14.3 + - types-python-dateutil==2.9.0.20241003 + - typing-extensions==4.12.2 + - tzdata==2024.2 + - uc-micro-py==1.0.3 + - uri-template==1.3.0 + - urllib3==2.2.3 + - utm==0.7.0 + - virtualenv==20.27.0 + - wcwidth==0.2.13 + - webcolors==24.8.0 + - webencodings==0.5.1 + - websocket-client==1.8.0 + - websockets==13.1 + - widgetsnbextension==4.0.13 + - winning==1.0.3 + - wrapt==1.16.0 + - xlwings==0.33.3 + - xyzservices==2024.9.0 + - zipp==3.20.2 +prefix: /Users/kbrunik/anaconda3/envs/greenheart diff --git a/examples/README.md b/examples/README.md index b63b7d20..e8e1c23e 100644 --- a/examples/README.md +++ b/examples/README.md @@ -14,11 +14,43 @@ The first three notebooks focus on the GreenHEART simulation interface, which su - **04-PEM_electrolyzer.ipynb**: Details the use of the GreenHEART PEM Water Electrolyzer model, including key components and operation. ## Quick Start - -1. Clone the repository: `git clone https://github.com/GreenHEART.git` +1. Clone the repository: + ```bash + git clone https://github.com/NREL/GreenHEART.git + ``` +2. Create a conda environment from the `environment.yml`: + ```bash + conda env create -f environment.yml + ``` +3. The functions which download resource data require an NREL API key. Obtain a key from: + + [https://developer.nrel.gov/signup/](https://developer.nrel.gov/signup/) + +4. To set up the `NREL_API_KEY` and `NREL_API_EMAIL` required for resource downloads, you can create + Environment Variables called `NREL_API_KEY` and `NREL_API_EMAIL`. Otherwise, you can keep the key + in a new file called ".env" in the root directory of this project. + + Create a file ".env" that contains the single line: + + ```bash + NREL_API_KEY=key + NREL_API_EMAIL=your.name@email.com + ``` +5. Open a Jupyter Notebook environment to explore the examples: + + ```bash + jupyter notebook + ``` + +**OR** +1. Clone the repository: + ```bash + git clone https://github.com/NREL/GreenHEART.git + ``` 2. Follow the setup instructions in the main `README.md` -3. Install the example dependencies: +3. Open a Jupyter Notebook environment to explore the examples: + + ```bash + jupyter notebook + ``` - ```bash - pip install ".[examples]" - ``` \ No newline at end of file From 75a75bc973f251b86f098651587021361521ac85 Mon Sep 17 00:00:00 2001 From: RHammond2 <13874373+RHammond2@users.noreply.github.com> Date: Fri, 25 Oct 2024 12:55:11 -0700 Subject: [PATCH 10/11] add conda environment specification and update readme --- README.md | 44 ++++++++++++++++++++++++++++++++++++++++---- environment.yml | 12 ++++++++++++ 2 files changed, 52 insertions(+), 4 deletions(-) create mode 100644 environment.yml diff --git a/README.md b/README.md index e0fd1b15..e6fc86a1 100644 --- a/README.md +++ b/README.md @@ -48,13 +48,48 @@ King, J. and Hammond, S. "[Integrated Modeling, TEA, and Reference Design for Re ## Installing from Package Repositories -1. GreenHEART is available as a PyPi package: +```bash +pip install greenheart +``` + +## Installing from Source + +### Easiest approach (recommended) + +1. Using Git, navigate to a local target directory and clone repository: ```bash - pip install greenheart + git clone https://github.com/NREL/GreenHEART.git ``` -## Installing from Source +2. Navigate to `GreenHEART` + + ```bash + cd GreenHEART + ``` + +3. Create a conda environment and install GreenHEART and all its dependencies + + ```bash + conda env create -f environment.yml + ``` + +An additional step can be added if additional dependencies are required, or you plan to use this +environment for development work. + +- Pass `-e` for an editable developer install +- Use one of the extra flags as needed: + - `examples`: allows you to use the Jupyter Notebooks + - `develop`: adds developer and documentation tools + - `all` simplifies adding all the dependencies + +This looks like the following for a developer installation: + +```bash +pip install -e ".[all]" +``` + +### Customizable 1. Using Git, navigate to a local target directory and clone repository: @@ -68,7 +103,8 @@ King, J. and Hammond, S. "[Integrated Modeling, TEA, and Reference Design for Re cd GreenHEART ``` -3. Create a new virtual environment and change to it. Using Conda and naming it 'greenheart': +3. Create a new virtual environment and change to it. Using Conda Python 3.11 (choose your favorite + supported version) and naming it 'greenheart' (choose your desired name): ```bash conda create --name greenheart python=3.11 -y diff --git a/environment.yml b/environment.yml new file mode 100644 index 00000000..159117a6 --- /dev/null +++ b/environment.yml @@ -0,0 +1,12 @@ +name: greenheart +channels: + - conda-forge + - defaults +dependencies: + - python=3.11 + - coin-or-cbc=2.10.8 + - glpk + - pip + - pip: + - ProFAST@git+https://github.com/NREL/ProFAST.git + - "." \ No newline at end of file From 499f4cdb0e03668b3e3872483ba4e8e66e93ced3 Mon Sep 17 00:00:00 2001 From: RHammond2 <13874373+RHammond2@users.noreply.github.com> Date: Fri, 25 Oct 2024 13:15:57 -0700 Subject: [PATCH 11/11] add missing requirement --- environment.yml | 1 + 1 file changed, 1 insertion(+) diff --git a/environment.yml b/environment.yml index 159117a6..9714c81f 100644 --- a/environment.yml +++ b/environment.yml @@ -8,5 +8,6 @@ dependencies: - glpk - pip - pip: + - electrolyzer@git+https://github.com/jaredthomas68/electrolyzer.git@smoothing - ProFAST@git+https://github.com/NREL/ProFAST.git - "." \ No newline at end of file