{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "7w5yf_G4nA3G" }, "source": [ "# Training Random Forest Regression model for NOAAOffshoreWindProfiles-USA\n", "\n", "* Creator(s): James Frech (1,2), Huai-Min Zhang (2)\n", "* Affiliation(s):\n", " * 1. National Centers for Environmental Information ([NCEI](https://www.ncei.noaa.gov/)), National Oceanic and Atmospheric Administration (NOAA),\n", " * 2. Earth System Science Interdisciplinary Center (ESSIC), Cooperative Institute for Satellite Earth System Studies (CISESS), University of Maryland, College Park, MD, USA, 20740\n", "\n", "---\n", "\n", "\n", "## Overview\n", "This notebook covers the process of training and validating the random forest regression (RFR) model used to generate the NOAA Offshore Wind Profiles - USA dataset. The random forest is a popular and powerful machine learning method that averages predictions over many decision trees to make a final ensemble prediction. The random forest in particular works well for regression and classification problems with nonlinear tabular data. More information on the model can be found online through many resources (simple: https://towardsdatascience.com/random-forest-regression-5f605132d19d/; original publication: https://www.stat.berkeley.edu/~breiman/randomforest2001.pdf). In this notebook, the random forest model is trained using cross validation to tune hyperparameters, tested at independent locations, and applied to new data to generate new wind profiles.\n", "\n", "The problem that the NOAA Offshore Wind Profiles is designed to solve is the lack of available wind speeds around the rotor swept layer of wind turbines. This knowledge is important for being able to predict and forecast the power output of a given turbine. Many datasets contain surface wind speeds, including our surface NOAA Blended Seawinds (NBSv2), however these winds must be extrapolated vertically for optimal use in the offshore wind energy industry. There are a few tradition methods for this purpose, however, in recent years machine learning has shown to outperform these methods. This project seeks to make use of surface conditions (surface winds, air temperature, sea surface temperature) to extrapolate full vertical wind profiles up to 200 m. The surface wind speed is chosen as an input due to its obviously high correlation with the wind speeds in the wind profiles above, and the difference in air temperature and sea surface temperature is chosen as an input variable to provide an estimate of atmospheric stability which affects the shape of the vertical wind profiles. Our target variables are the wind speeds from 40 m to 200 m (20 m intervals).\n", "\n", "### Prerequisites\n", "Moderate knowledge of the python programming language is necessary for understanding this notebook. In addition experience in machine learning and knowledge of the RFR in particular would be very helpful for understanding the notebook. The NOAA Blended Seawinds notebook would also be helpful as an introduction for the dataset used to generate wind profiles in this notebook.\n", "\n", "### Learning Outcomes\n", "* Learn how to create and tune a random forest model.\n", "* Use the multiprocessing module to run tasks in parallel.\n", "* Apply the random forest model to generate new data.\n", "\n", "### Time Estimate\n", "* Estimated text reading time: 10 to 20 min\n", "* Estimated code reading time: 10 to 20 min\n", "* Estimated total reading time: 30 to 40 min\n", "---\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "HK8zv84EpPmN" }, "source": [ "## Tutorial\n", "The tutorial has four sections.\n", "1. Tuning hyperparameters for the random forest regression model.\n", "2. Training the final model with optimal parameters.\n", "3. Applying the model to test data and checking model accuracy.\n", "4. Implementing the model on the NOAA Blended Seawinds gridded dataset." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Step 0: Install and import libraries" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Before running the code, we must make sure our environment contains and imports the necessary python libraries" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# import libraries and install them if necessary\n", "import subprocess, sys\n", "packages = [\"pandas\", \"xarray\",\"numpy\",\"scikit-learn\",\"matplotlib\",\n", " \"cartopy\",\"itertools\",\"tqdm\",\"random\"]\n", "for package in packages:\n", " try:\n", " __import__(package)\n", " except ImportError:\n", " subprocess.check_call([sys.executable, '-m', 'pip', 'install', package])" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Import packages for notebook, taking just parts or using aliases\n", "import pandas as pd\n", "import xarray as xr\n", "import numpy as np\n", "from sklearn.ensemble import RandomForestRegressor\n", "from tqdm import tqdm\n", "import matplotlib.pyplot as plt\n", "import itertools\n", "import cartopy.crs as ccrs\n", "import cartopy.feature as cfeature\n", "import cartopy.mpl.ticker as cticker\n", "from random import seed\n", "import zipfile\n", "import io\n", "import requests" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Set the random seed for reproducibility. \n", "Note: Results won't be exact in the end due to other packages not using this seed, but good practice anyways." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "seed(1234)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Step 1: Tuning Hyperparamters for the RFR" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Tuning hyperparameters is an important task when creating any machine learning model as it affects the performance of the model. In the random forest, there are a few important hyperparameters to tune. The first is the number of trees in the model. If not enough trees are chosen to build the model, the model may not be complex enough to learn all the patterns in the data to create accurate predictions, in which case the model will be underfitting. The second parameter is the minimum number of samples to be considered at each split within the model. This parameter helps with regularization and stops the trees from growing too deep to avoid overfitting. Alternatively, the max depth of the trees can be tuned. Third, tuning the number of inputs allowed to be considered to create an optimal split will create more randomness in the model and ensures that the trees don't all build similarly only utilizing the most important features. This part of the tutorial will focus on tuning these parameters." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Before doing anything else, the data must be downloaded from zenodo. All data used in the notebook is stored in this Zenodo record (https://doi.org/10.5281/zenodo.15830540)." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Downloading the data from Zenodo record\n", "url = 'https://zenodo.org/api/records/15830540/files-archive'\n", "with zipfile.ZipFile(io.BytesIO(requests.get(url).content)) as zfile:\n", " zfile.extractall()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Read in the data here. The data provided consists of cleaned data from five different offshore floating lidar buoys: Hudson North, Hudson South, Hudson South West, Humboldt, and Morro Bay locations. The file contains columns for (1) the location of the data, (2) the time of the observation (10 minute resolution), (3) the surface wind speed at 10 m above sea level (w10), (4) the difference between surface air temperature and sea surface temperature, (5) the vertical wind speed profiles between 40 m and 200 m (w40, w60, ..., w200)." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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locationtimew10temp_diffw40w60w80w100w120w140w160w180w200
0Hudson South2019-09-04 00:00:003.679043-1.14003.82183.81933.84793.82233.80953.87473.91623.96564.0334
1Hudson South2019-09-04 00:10:003.727250-1.11003.86893.84163.84183.87663.90573.95573.96794.07594.0526
2Hudson South2019-09-04 00:20:003.737587-1.09003.93163.89413.94553.95554.01474.05124.09934.07154.1344
3Hudson South2019-09-04 00:30:003.680078-1.04003.79043.85523.84653.85603.87173.89373.90333.90323.9683
4Hudson South2019-09-04 00:40:004.139271-0.99004.23584.35964.36474.35504.35214.32784.34424.36414.4056
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276572Humboldt2022-06-29 21:00:004.460659-1.64053.12003.25003.30003.39003.34003.18002.95002.68002.5700
276573Humboldt2022-06-29 21:10:004.894301-1.64303.65003.83003.95004.02003.99003.86003.64003.37003.2600
276574Humboldt2022-06-29 21:20:004.935618-1.55853.79004.16004.37004.38004.33004.20003.99003.77003.5200
276575Humboldt2022-06-29 21:30:005.171281-1.51403.78003.98004.05004.14004.10004.05003.99003.92003.7500
276576Humboldt2022-06-29 21:40:005.688028-1.48903.85003.93003.98004.10004.21004.22004.21004.19004.1500
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276577 rows × 13 columns

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" ], "text/plain": [ " location time w10 temp_diff w40 \\\n", "0 Hudson South 2019-09-04 00:00:00 3.679043 -1.1400 3.8218 \n", "1 Hudson South 2019-09-04 00:10:00 3.727250 -1.1100 3.8689 \n", "2 Hudson South 2019-09-04 00:20:00 3.737587 -1.0900 3.9316 \n", "3 Hudson South 2019-09-04 00:30:00 3.680078 -1.0400 3.7904 \n", "4 Hudson South 2019-09-04 00:40:00 4.139271 -0.9900 4.2358 \n", "... ... ... ... ... ... \n", "276572 Humboldt 2022-06-29 21:00:00 4.460659 -1.6405 3.1200 \n", "276573 Humboldt 2022-06-29 21:10:00 4.894301 -1.6430 3.6500 \n", "276574 Humboldt 2022-06-29 21:20:00 4.935618 -1.5585 3.7900 \n", "276575 Humboldt 2022-06-29 21:30:00 5.171281 -1.5140 3.7800 \n", "276576 Humboldt 2022-06-29 21:40:00 5.688028 -1.4890 3.8500 \n", "\n", " w60 w80 w100 w120 w140 w160 w180 w200 \n", "0 3.8193 3.8479 3.8223 3.8095 3.8747 3.9162 3.9656 4.0334 \n", "1 3.8416 3.8418 3.8766 3.9057 3.9557 3.9679 4.0759 4.0526 \n", "2 3.8941 3.9455 3.9555 4.0147 4.0512 4.0993 4.0715 4.1344 \n", "3 3.8552 3.8465 3.8560 3.8717 3.8937 3.9033 3.9032 3.9683 \n", "4 4.3596 4.3647 4.3550 4.3521 4.3278 4.3442 4.3641 4.4056 \n", "... ... ... ... ... ... ... ... ... \n", "276572 3.2500 3.3000 3.3900 3.3400 3.1800 2.9500 2.6800 2.5700 \n", "276573 3.8300 3.9500 4.0200 3.9900 3.8600 3.6400 3.3700 3.2600 \n", "276574 4.1600 4.3700 4.3800 4.3300 4.2000 3.9900 3.7700 3.5200 \n", "276575 3.9800 4.0500 4.1400 4.1000 4.0500 3.9900 3.9200 3.7500 \n", "276576 3.9300 3.9800 4.1000 4.2100 4.2200 4.2100 4.1900 4.1500 \n", "\n", "[276577 rows x 13 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Read training data with optimal input parameters and needed output columns\n", "dat=pd.read_csv('training_data.csv')\n", "dat" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Get names to keep track of which observation is from which dataset\n", "places=['Hudson North','Hudson South West','Hudson South','Morro Bay','Humboldt']\n", "\n", "# 5 locations, indices correspond to placement in \"places\" list above\n", "location_indices = [0,1,2,3,4] " ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Pick the heights, inputs and targets for the model\n", "heights=np.arange(40,220,20)\n", "inputs=['w10','temp_diff']\n", "targets=[f'w{h}' for h in heights]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Choose values for hyperparameters to try. Trying all combinations at all locations may take a while, so test it out on a few to start." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Hyperparameter values to tune\n", "n_estimators_values=[40,60,100,200,300]\n", "min_samples_leaf_values=[20,30,40]\n", "max_features_values=[1]\n", "tasks=list(itertools.product(n_estimators_values, min_samples_leaf_values, max_features_values, location_indices))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create a function to run the model with a given set of input parameters. The estimator, sample, and feature values are all hyperparameter combinations. The location index determines which location is held out as a validation set. Each station is held out individually while the model is trained on the other four locations to perform cross validation. Cross validation is a method used to ensure the optimal hyperparameter values are chosen. It computes the errors for each set of hyperparameters with the model trained on a different subset of training data. The hyperparameters that have the lowest average errors across all folds are then chosen. In this case, each station is held out separately as the model may not generalize well to certain locations and we need to make sure that the parameters we choose minimize the error everywhere.\n", "\n", "Cross validation is an important process to creating a machine learning model. It ensures more robust performance allowing a given model to generalize well to unseen data and avoid overfitting. This is done by taking the average error over multiple different splits of the data, which makes sure the model isn't fitted against on section of the data on accident where it would perform worse on other data. Going further, cross validation plays an important part in geospatial data in particular. Different parts of the data come from different times and regions, which makes validating a model harder. One can't just train and validate a model at one location and expect it to work globally, nor can they train data from one summer in one specific year and expect it to work well in the winter of another. As such, splits for cross validation must be considered carefully. For time series data, it is important to train on past data, then validate against future data, or at least split up the time series into chunks. Randomly shuffling time series data can lead to overfitting as a model may learn to just fill the gaps in time as opposed to actual extrapolating the data. For geospatial data, it is also important make the training splits as different locations to show how robust a model is at extrapolating data across different regions.\n", "\n", "For the purpose of this project, each split in cross validation is one of each five stations. In this way, we see how the model performs at locations distant to training data, and in addition we are not randomly taking out parts of the time series at all stations and filling in the gaps. If interesting, you can modify this code to make five randomly shuffled splits in the data not considering time or location. You will see that the model has higher performance! This is not necessarily a good thing. Performance on unseen data is what is important and randomly shuffling the data here can cause the model to not actually generalize well to locations other than these five. In addition, it will likely just be filling the gaps in the time series at each location and not actually learn to predict the profiles properly. In other words, the error metrics of the model obtained will not be representative of the errors you will get using the model on data elsewhere and make the model look better than it actually is.\n", "\n", "Below we define a function to run the model given a set of hyperparameters and an index for each validation set. The function will split the data at the given index into a validation set, and combine the data at the other four locations into one training set. Run this for many hyperparameter combinations at each split to perform cross validation." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "def run_model(estimator, sample, feature, location_idx):\n", " \"\"\"\n", " Trains the random forest regressor model for a given set of hyperparameters on a selected location.\n", "\n", " Parameters\n", " ----------\n", " estimator : scalar(int)\n", " The total number of trees to use in the random forest.\n", "\n", " sample : scalar(int)\n", " The minimum number of samples per each leaf node required in the model.\n", "\n", " feature : scalar(int)\n", " The maximum number of features to consider for the optimal split in each split in the model.\n", "\n", " location_idx : scalar(int)\n", " Index corresponding to the location used as the validation set.\n", "\n", " Returns\n", " -------\n", " df : pd.DataFrame\n", " A pandas dataframe consisting of columns for the input parameters and the out of bag score and error.\n", " \n", " \"\"\"\n", " # Initialize dataframe to store results\n", " df = pd.DataFrame([[estimator,sample,feature,places[location_idx]]],\n", " columns=['n_estimators_values',\n", " 'min_samples_leaf_values',\n", " 'max_features_values',\n", " 'location'])\n", "\n", " # Get train and validation data for given location and hyperparameters\n", " train=dat.loc[dat['location']!=places[location_idx]]\n", " val=dat.loc[dat['location']==places[location_idx]]\n", "\n", " # Initialize the random forest model\n", " rf=RandomForestRegressor(n_estimators=estimator,\n", " min_samples_leaf=sample,\n", " max_features=feature,\n", " oob_score=True,\n", " n_jobs=-1,\n", " random_state=0)\n", "\n", " # Train random forest.\n", " rf.fit(train[inputs],train[targets])\n", " \n", " # Get OOB Score and OOB Error\n", " df['OOB Score'] = rf.oob_score_\n", " df['OOB Error'] = 1 - rf.oob_score_\n", " \n", " return(df)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Test the function to run the random forest model. After running you can see an issue with OOB error not calculating properly due to there not being enough trees in the model for accurate estimates." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\ProgramData\\anaconda3\\Lib\\site-packages\\sklearn\\ensemble\\_forest.py:615: UserWarning: Some inputs do not have OOB scores. This probably means too few trees were used to compute any reliable OOB estimates.\n", " warn(\n" ] }, { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
n_estimators_valuesmin_samples_leaf_valuesmax_features_valueslocationOOB ScoreOOB Error
020501Hudson North0.9439460.056054
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" ], "text/plain": [ " n_estimators_values min_samples_leaf_values max_features_values \\\n", "0 20 50 1 \n", "\n", " location OOB Score OOB Error \n", "0 Hudson North 0.943946 0.056054 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Test the model with one combination\n", "example = run_model(20,50,1,0)\n", "example" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Run the model for all hyperparameter combinations. For loop is slow. Prefer using multiprocessing code below." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "100%|██████████| 75/75 [25:11<00:00, 20.16s/it]" ] }, { "name": "stdout", "output_type": "stream", "text": [ " n_estimators_values min_samples_leaf_values max_features_values \\\n", "0 40 20 1 \n", "0 40 20 1 \n", "0 40 20 1 \n", "0 40 20 1 \n", "0 40 20 1 \n", ".. ... ... ... \n", "0 300 40 1 \n", "0 300 40 1 \n", "0 300 40 1 \n", "0 300 40 1 \n", "0 300 40 1 \n", "\n", " location OOB Score OOB Error \n", "0 Hudson North 0.945496 0.054504 \n", "0 Hudson South West 0.949851 0.050149 \n", "0 Hudson South 0.948382 0.051618 \n", "0 Morro Bay 0.949267 0.050733 \n", "0 Humboldt 0.951979 0.048021 \n", ".. ... ... ... \n", "0 Hudson North 0.945822 0.054178 \n", "0 Hudson South West 0.950217 0.049783 \n", "0 Hudson South 0.948834 0.051166 \n", "0 Morro Bay 0.949693 0.050307 \n", "0 Humboldt 0.952475 0.047525 \n", "\n", "[75 rows x 6 columns]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "results = pd.DataFrame()\n", "for task in tqdm(tasks):\n", " results = pd.concat([results,run_model(task[0],task[1],task[2],task[3])])\n", "print(results)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This took 17 minutes to run. With multiprocess using 6 parallel threads, this could have been 3 minutes!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The code below works for running with multiprocessing, but may have issues in notebooks. As such a for loop is used above for demonstration. n different combinations of hyperparameters will run simultaneously and a new one will start each when one finishes. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " from multiprocessing import set_start_method\n", " from multiprocessing import Pool\n", " \n", " n=6\n", " if __name__ == '__main__': \n", " with Pool(processes=n) as pool: \n", " set_start_method(\"spawn\",force=True) \n", " # Run all the combinations of hyperparameters and save the output dataframes \n", " model_dfs=pool.starmap(run_model, tasks) \n", " # Concatenate all the output dataframes to lists \n", " metrics_df=pd.concat(model_dfs) \n", " metrics_df " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In addition, sklearn has its own built in cross validation methods (GridSearchCV, RandomizedSearchCV) with different types of kfold validation https://scikit-learn.org/stable/api/sklearn.model_selection.html. These could be used as well. The folds in this case are the 5 stations (5 fold CV). This notebook uses a grid search cross validation where every combination of parameters in the grid is tested. Randomized search would randomly sample different combinations of hyperparameters to use without trying all of them. This is sometimes done to reduce the amount of time needed to tune the parameters." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot the results" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig,axs=plt.subplots(nrows=1,ncols=5,figsize=(12,3))\n", "for i in range(5):\n", " data_loc = results.loc[results['location']==places[i]]\n", "\n", " for j,leaves in enumerate(min_samples_leaf_values):\n", " dat_lf=data_loc.loc[data_loc['min_samples_leaf_values']==leaves]\n", " axs[i].plot(dat_lf['n_estimators_values'],dat_lf['OOB Error'],label=leaves)\n", " if i==0:\n", " axs[i].set_ylabel('OOB Error')\n", " axs[i].set_title(places[i])\n", " axs[i].set_xlabel('Number of trees')\n", " axs[i].xaxis.set_tick_params(labelsize='small') \n", " axs[i].grid()\n", "axs[2].legend(bbox_to_anchor=(2,-.2),title='MinLeafSize',title_fontsize='small',ncol=len(min_samples_leaf_values))\n", "plt.subplots_adjust(wspace=.5)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The hyperparameters that should be chosen are the ones that minimize the error. For number of trees, there is a point where the error no longer decreases and flattens. Choose one of the first values that minimize the error, so both the error is minimized, and number of trees used isn't excessive. With full results, this turned out to be around 1000. For minimum samples per leaf, choose the line that is lowest. We found 30 in our results. With more than two inputs, it helps to also tune the number of features available for each split (\"max_features\"). \n", " \n", "The results here show that the optimal hyperparameters stay the same regardless of which location is held out from the training data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Step 2: Train the model with optimal parameters." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Create the final model with optimal parameters. Use data from all training stations this time." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
RandomForestRegressor(max_features=1, min_samples_leaf=30, n_estimators=1000,\n",
       "                      n_jobs=-1, oob_score=True, random_state=0)
In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook.
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" ], "text/plain": [ "RandomForestRegressor(max_features=1, min_samples_leaf=30, n_estimators=1000,\n", " n_jobs=-1, oob_score=True, random_state=0)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Use optimal parameters from our paper\n", "rf=RandomForestRegressor(n_estimators=1000,\n", " min_samples_leaf=30,\n", " max_features=1,\n", " oob_score=True,\n", " n_jobs=-1,\n", " random_state=0)\n", "\n", "# Train random forest.\n", "rf.fit(dat[inputs],dat[targets])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Step 3: Check the model accuracy at testing locations - Atlantic Shores" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "While the model seems to work well on the training data, accuracy needs to further be assessed on independent training data to make sure the model isn't overfitting to the training data. In this case, a lidar station at a location independent of all training data is used as a test dataset to make sure the model generalizes well to locations other than the training data. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Read in test dataset" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "asow=pd.read_csv('AtlanticShores4_cleaned.csv')\n", "asow['temp_diff']=asow['air_temp']-asow['SST']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Predict the wind speed profiles" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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timeair_tempSSTw10w40w60w80w100w120w140...temp_diffw40_predw60_predw80_predw100_predw120_predw140_predw160_predw180_predw200_pred
02021-05-14 16:30:0014.0039113.821782.574222.529542.641242.618902.671022.879522.72314...0.182133.2029953.4366693.6076903.7501913.8948914.0310774.1562384.2735284.390401
12021-05-14 16:40:0014.1113313.842292.484862.447632.455082.536992.864622.931642.75293...0.269043.3005813.6877033.9789334.2291584.4651774.6754294.8683665.0459225.203589
22021-05-14 16:50:0014.1650413.873052.261472.283812.335942.633793.132693.266722.98376...0.291992.9707733.2948193.5488553.7549913.9499654.1276104.2953264.4549964.607855
32021-05-14 17:00:0014.2187513.924322.052982.000852.224242.589113.080572.953982.82739...0.294432.7719603.0915113.3709403.6096233.8544184.0822394.3007524.4851524.677612
42021-05-14 17:10:0014.3261714.006351.904052.067872.246582.678473.117803.035893.02100...0.319822.3784502.5603062.7454612.9382553.1474483.3507473.5575193.7607843.988345
..................................................................
145262021-09-30 11:00:0018.6230521.184086.625007.019657.153697.012216.982426.945197.33984...-2.561036.8535826.9287696.9817647.0208557.0783317.1124777.1547937.1917007.235197
145272021-09-30 11:10:0018.7304721.184086.327156.520757.109017.123907.332407.257936.98242...-2.453616.5137776.5963036.6491536.6728066.6910136.6925356.6708436.6596216.678562
145282021-09-30 11:20:0018.6230521.194345.016606.349496.476076.625006.610116.729256.69202...-2.571295.2231615.2935555.3464805.3927435.4410215.4836775.5220905.5773305.618545
145292021-09-30 11:30:0018.9990220.609864.450686.178226.461186.289926.535646.535646.83350...-1.610844.5483414.5999184.6262694.6247684.6403474.6460314.6539374.6792754.737834
145302021-09-30 11:50:0019.0527318.302731.933847.898326.446296.692027.138796.997316.55798...0.750002.8246503.2849623.6266033.9216774.2227634.5345294.8479425.1631785.493389
\n", "

14531 rows × 24 columns

\n", "
" ], "text/plain": [ " time air_temp SST w10 w40 w60 \\\n", "0 2021-05-14 16:30:00 14.00391 13.82178 2.57422 2.52954 2.64124 \n", "1 2021-05-14 16:40:00 14.11133 13.84229 2.48486 2.44763 2.45508 \n", "2 2021-05-14 16:50:00 14.16504 13.87305 2.26147 2.28381 2.33594 \n", "3 2021-05-14 17:00:00 14.21875 13.92432 2.05298 2.00085 2.22424 \n", "4 2021-05-14 17:10:00 14.32617 14.00635 1.90405 2.06787 2.24658 \n", "... ... ... ... ... ... ... \n", "14526 2021-09-30 11:00:00 18.62305 21.18408 6.62500 7.01965 7.15369 \n", "14527 2021-09-30 11:10:00 18.73047 21.18408 6.32715 6.52075 7.10901 \n", "14528 2021-09-30 11:20:00 18.62305 21.19434 5.01660 6.34949 6.47607 \n", "14529 2021-09-30 11:30:00 18.99902 20.60986 4.45068 6.17822 6.46118 \n", "14530 2021-09-30 11:50:00 19.05273 18.30273 1.93384 7.89832 6.44629 \n", "\n", " w80 w100 w120 w140 ... temp_diff w40_pred w60_pred \\\n", "0 2.61890 2.67102 2.87952 2.72314 ... 0.18213 3.202995 3.436669 \n", "1 2.53699 2.86462 2.93164 2.75293 ... 0.26904 3.300581 3.687703 \n", "2 2.63379 3.13269 3.26672 2.98376 ... 0.29199 2.970773 3.294819 \n", "3 2.58911 3.08057 2.95398 2.82739 ... 0.29443 2.771960 3.091511 \n", "4 2.67847 3.11780 3.03589 3.02100 ... 0.31982 2.378450 2.560306 \n", "... ... ... ... ... ... ... ... ... \n", "14526 7.01221 6.98242 6.94519 7.33984 ... -2.56103 6.853582 6.928769 \n", "14527 7.12390 7.33240 7.25793 6.98242 ... -2.45361 6.513777 6.596303 \n", "14528 6.62500 6.61011 6.72925 6.69202 ... -2.57129 5.223161 5.293555 \n", "14529 6.28992 6.53564 6.53564 6.83350 ... -1.61084 4.548341 4.599918 \n", "14530 6.69202 7.13879 6.99731 6.55798 ... 0.75000 2.824650 3.284962 \n", "\n", " w80_pred w100_pred w120_pred w140_pred w160_pred w180_pred \\\n", "0 3.607690 3.750191 3.894891 4.031077 4.156238 4.273528 \n", "1 3.978933 4.229158 4.465177 4.675429 4.868366 5.045922 \n", "2 3.548855 3.754991 3.949965 4.127610 4.295326 4.454996 \n", "3 3.370940 3.609623 3.854418 4.082239 4.300752 4.485152 \n", "4 2.745461 2.938255 3.147448 3.350747 3.557519 3.760784 \n", "... ... ... ... ... ... ... \n", "14526 6.981764 7.020855 7.078331 7.112477 7.154793 7.191700 \n", "14527 6.649153 6.672806 6.691013 6.692535 6.670843 6.659621 \n", "14528 5.346480 5.392743 5.441021 5.483677 5.522090 5.577330 \n", "14529 4.626269 4.624768 4.640347 4.646031 4.653937 4.679275 \n", "14530 3.626603 3.921677 4.222763 4.534529 4.847942 5.163178 \n", "\n", " w200_pred \n", "0 4.390401 \n", "1 5.203589 \n", "2 4.607855 \n", "3 4.677612 \n", "4 3.988345 \n", "... ... \n", "14526 7.235197 \n", "14527 6.678562 \n", "14528 5.618545 \n", "14529 4.737834 \n", "14530 5.493389 \n", "\n", "[14531 rows x 24 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "asow[[f'w{h}_pred' for h in heights]] = rf.predict(asow[['w10','temp_diff']])\n", "asow" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot results" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(asow[[f'w{h}' for h in heights]].mean(),heights,label='True Lidar')\n", "plt.plot(asow[[f'w{h}_pred' for h in heights]].mean(),heights,label='RFR Predicted')\n", "plt.xlabel('Wind Speed (m/s)')\n", "plt.ylabel('Height (m)')\n", "plt.title('Mean Predicted Wind Speed Profile')\n", "plt.legend()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Compute error metrics. Bias and mean absolute error (MAE) are used here as they are common for regression problems. The bias is the statistical bias of the model, which shows if a model is underpredicting (negative) or overpredicting (positive) on average. A value of 0 is desirable and shows a model has no bias. MAE is the average difference between the prediction and true value. This shows how much you can expect your model to be off in its prediction on average.\n", "\n", "bias = $\\frac{\\sum_{i=1}^{n} \\hat{y_i} - y_i}{n}$ \n", "\n", "MAE = $\\frac{\\sum_{i=1}^{n} |\\hat{y_i} - y_i|}{n}$\n", "\n", "where $y$ is the true value, $\\hat{y}$ is the prediction, and $n$ is the total number of observations.\n", "\n", "Side Note: These metrics are meant for regression problems. If using the random forest for a classification problem, other metrics (ROC AUC, precision, recall, F1) should be chosen. In addition, the sklearn RandomForestClassifier should be chosen instead of RandomForestRegressor." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "bias = (asow[[f'w{h}_pred' for h in heights]] - asow[[f'w{h}' for h in heights]].values).mean()\n", "mae = (asow[[f'w{h}_pred' for h in heights]] - asow[[f'w{h}' for h in heights]].values).abs().mean()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=2)\n", "plt.suptitle('Atlantic Shores Offshore Wind 4')\n", "axs[0].plot(bias,heights)\n", "axs[0].set_xlabel('Wind Speed (m/s)')\n", "axs[0].set_ylabel('Height (m)')\n", "axs[0].set_title('Bias')\n", "\n", "axs[1].plot(mae,heights)\n", "axs[1].set_xlabel('Wind Speed (m/s)')\n", "axs[1].set_ylabel('Height (m)')\n", "axs[1].set_title('Mean Absolute Error')\n", "\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking into the profiles of the errors, it is clear in the MAE that the model has increasing errors with height. This is unsurprising due to the surface variables having higher correlations with the wind speeds at the lower heights. It can also be seen that the model is underestimating the wind speeds on average throughout the profiles due to the negative bias. Interestingly, the model is almost completely unbiased at 40 m, then goes to relatively higher bias at 60 m, then gradually decreases with height. This can also be seen in the above plot with the average wind speed profile where the average is almost excatly the same at 40 m, however the model is predicting lower wind speeds above, yet gradually gets slightly close to the truth as height increases. Judging by these results, it seems the data at the praticular test site has higher wind shear compared to most of the training stations. However, this is just one test location and results could vary somewhat depending on where the analysis is done. Regardless, the errors are still within an acceptable range.\n", "\n", "While error metrics are only computed here on the test data, it makes sense to also compute these errors for held out stations in cross validation to ensure the model was able to accurately predict profiles at each location and doesn't have any issues at any particular location." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Step 4: Implement the model on NOAA Blended Seawinds (NBSv2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now that the model is created and an error assessment is made, the model can be applied to new data. The objective here is to create a fully gridded map of offshore wind profiles. As such, we need our input variables (surface wind speed, air - sea temperature difference) on the same gridded resolution. Here we use surface winds from the Blended Seawinds, and take the difference between the air temperature at 2 m and sea surface temperature from ERA5 analysis, both on a 0.25 degree global grid as input into the model. Using these datasets allow us to use the surface wind and air - sea tempearture difference at each grid point, and extrapolate the vertical wind profile. This is done for each time step at each grid point. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Read in a Blended Seawinds file. The code displayed here downloads NBSv2 from the NOAA Coastwatch Server. For demonstration purposes, use the file provided with the notebook." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " year, month, day = 2024, 12, 12 # Pick a day\n", " \n", " # Get URL for 6 hourly NBS data\n", " base_url='https://www.star.nesdis.noaa.gov/thredds/dodsC/uvcompNCEIBlendedGlobalSCISixHourWW00'\n", " filename=f\"{base_url}/{year}/NBSv02_wind_6hourly_{year}{month}{day}.nc\"\n", " \n", " # Open File\n", " nbs = xr.open_dataset(filename)\n", " nbs" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " time lat lon crs mask u_wind v_wind \\\n", "0 2024-12-12 00:00:00 15.0 190.00 -9999.0 1.0 -10.592870 -1.297211 \n", "1 2024-12-12 00:00:00 15.0 190.25 -9999.0 1.0 -10.508510 -1.385846 \n", "2 2024-12-12 00:00:00 15.0 190.50 -9999.0 1.0 -10.455713 -1.541452 \n", "3 2024-12-12 00:00:00 15.0 190.75 -9999.0 1.0 -10.440518 -1.749787 \n", "4 2024-12-12 00:00:00 15.0 191.00 -9999.0 1.0 -10.448401 -1.973764 \n", "... ... ... ... ... ... ... ... \n", "436743 2024-12-12 18:00:00 71.5 309.00 -9999.0 0.0 NaN NaN \n", "436744 2024-12-12 18:00:00 71.5 309.25 -9999.0 0.0 NaN NaN \n", "436745 2024-12-12 18:00:00 71.5 309.50 -9999.0 0.0 NaN NaN \n", "436746 2024-12-12 18:00:00 71.5 309.75 -9999.0 0.0 NaN NaN \n", "436747 2024-12-12 18:00:00 71.5 310.00 -9999.0 0.0 NaN NaN \n", "\n", " w10 \n", "0 10.672003 \n", "1 10.599497 \n", "2 10.568728 \n", "3 10.586131 \n", "4 10.633195 \n", "... ... \n", "436743 NaN \n", "436744 NaN \n", "436745 NaN \n", "436746 NaN \n", "436747 NaN \n", "\n", "[436748 rows x 8 columns]" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "year, month, day = 2024, 12, 12 # Pick a day\n", "\n", "filename=f\"NBSv02_wind_6hourly_{year}{month}{day}.nc\"\n", "\n", "# Open File\n", "nbs = xr.open_dataset(filename)\n", "\n", "# Get magnitude of wind speed\n", "nbs['w10']=(nbs['u_wind']**2+nbs['v_wind']**2)**0.5\n", "# Select spatial bounds (lon is 0 to 360 in NBS)\n", "nbs=nbs.isel(lon=(nbs.lon>=190)&(nbs.lon<=310),lat=(nbs.lat>=15)&(nbs.lat<=71.5))\n", "# Convert to pandas dataferame\n", "nbs=nbs.to_dataframe().reset_index()\n", "# Drop zlev as it is unnecessary for this analysis\n", "nbs=nbs.drop('zlev',axis=1)\n", "nbs" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Read in ERA5 air temperature and sea surface temperature. \n", "Note: You need to have an account for API access to ERA5 data to download more than the sample file. \n", "The dataset is found here: https://cds.climate.copernicus.eu/datasets/reanalysis-era5-single-levels?tab=download#manage-licences" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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timelatlonnumberexpvert2mssttemp_diff
02024-12-12 00:00:0071.5190.0000005266.309509271.459717-5.150208
12024-12-12 00:00:0071.5190.2500005266.256775271.459717-5.202942
22024-12-12 00:00:0071.5190.5000005266.219666271.459717-5.240051
32024-12-12 00:00:0071.5190.7500005266.182556271.459717-5.277161
42024-12-12 00:00:0071.5191.0000005266.172791271.459717-5.286926
...........................
4367432024-12-12 18:00:0015.0309.0000005297.999847300.692139-2.692291
4367442024-12-12 18:00:0015.0309.2500005298.113129300.663818-2.550690
4367452024-12-12 18:00:0015.0309.5000005298.361176300.710693-2.349518
4367462024-12-12 18:00:0015.0309.7500005299.017426300.783936-1.766510
4367472024-12-12 18:00:0015.0310.0000005299.794769300.822021-1.027252
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436748 rows × 8 columns

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" ], "text/plain": [ " time lat lon number expver t2m \\\n", "0 2024-12-12 00:00:00 71.5 190.00 0 0005 266.309509 \n", "1 2024-12-12 00:00:00 71.5 190.25 0 0005 266.256775 \n", "2 2024-12-12 00:00:00 71.5 190.50 0 0005 266.219666 \n", "3 2024-12-12 00:00:00 71.5 190.75 0 0005 266.182556 \n", "4 2024-12-12 00:00:00 71.5 191.00 0 0005 266.172791 \n", "... ... ... ... ... ... ... \n", "436743 2024-12-12 18:00:00 15.0 309.00 0 0005 297.999847 \n", "436744 2024-12-12 18:00:00 15.0 309.25 0 0005 298.113129 \n", "436745 2024-12-12 18:00:00 15.0 309.50 0 0005 298.361176 \n", "436746 2024-12-12 18:00:00 15.0 309.75 0 0005 299.017426 \n", "436747 2024-12-12 18:00:00 15.0 310.00 0 0005 299.794769 \n", "\n", " sst temp_diff \n", "0 271.459717 -5.150208 \n", "1 271.459717 -5.202942 \n", "2 271.459717 -5.240051 \n", "3 271.459717 -5.277161 \n", "4 271.459717 -5.286926 \n", "... ... ... \n", "436743 300.692139 -2.692291 \n", "436744 300.663818 -2.550690 \n", "436745 300.710693 -2.349518 \n", "436746 300.783936 -1.766510 \n", "436747 300.822021 -1.027252 \n", "\n", "[436748 rows x 8 columns]" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "era=xr.open_dataset(f'era5_{year}{month}{day}.nc')\n", "era=era.sel(valid_time=era['valid_time'].isin(nbs['time'])) # Make sure time variable matches up\n", "era['temp_diff']=era['t2m']-era['sst'] # Calculate temperature difference for model input\n", "era=era.rename({'latitude':'lat','longitude':'lon','valid_time':'time'}) # Rename variables to match NBS\n", "era.coords['lon'] = (era.coords['lon'] + 180) % 360 + 180 # Convert longitude to match NBS\n", "era=era.isel(lon=(era.lon>=190)&(era.lon<=310),lat=(era.lat>=15)&(era.lat<=71.5)) # Get spatial bounds\n", "era=era.to_dataframe().reset_index()\n", "era" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Merge the two datasets and use the model to predict wind speed profiles using the input surface wind speed (w10) and surface air - sea temperature difference (temp_diff)." ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "# Merge the NBS and ERA datasets\n", "dat=pd.merge(nbs,era,on=['time','lat','lon'],how='left')\n", "dat=dat.dropna(subset=['w10','temp_diff']).reset_index(drop=True) # remove any missing values\n", "\n", "# Predict the wind speed profiles\n", "heights = [40,60,80,100,120,140,160,180,200]\n", "dat[[f'w{h}' for h in heights]]=rf.predict(dat[['w10','temp_diff']])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plot out the generated wind profiles for one time step. Each subplot contains a different vertical layer of the profiles denoted by w{h} where h is the height in m above the surface. W10 corresponds to the surface wind speed inputs from NBSv2. All the rest of the subplots shown are actual model predictions for the wind speed at each height. Looking at the plots, it is clear the wind speed is increasing at many locations, and areas of higher wind are more prominently shown at higher heights." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "dat = dat.loc[dat['time'].dt.hour==18]\n", "\n", "crs = ccrs.PlateCarree() # Coordinate referencing system for plot\n", "heights = [10,40,60,80,100,120,140,160,180,200]\n", "maxval=dat[[f'w{h}' for h in heights]].max().max() # Max wind speed across all heights\n", "\n", "# Initialize figure and subplots\n", "fig,axs=plt.subplots(nrows=2,ncols=5, subplot_kw={'projection':crs},figsize=(15,6))\n", "plt.suptitle(f\"Wind Speed Profiles {year}-{month}-{day} 18:00:00\",y=.8)\n", "k=0\n", "for i in range(2):\n", " for j in range(5):\n", " axs[i,j].set_extent([dat['lon'].min(),dat['lon'].max(),dat['lat'].min(),dat['lat'].max()],crs=crs)\n", " im=axs[i,j].scatter(dat['lon'],dat['lat'],c=dat[f'w{heights[k]}'],marker='s',s=.5,vmax=maxval)\n", " axs[i,j].add_feature(cfeature.LAND,zorder=2)\n", " \n", " # Title and label axes\n", " axs[i,j].set_title(f'w{heights[k]}')\n", " if i==1:\n", " axs[i,j].set_xlabel('Longitude')\n", " if j==0:\n", " axs[i,j].set_ylabel('Latitude')\n", "\n", " # Add x,y ticks\n", " axs[i,j].tick_params(axis='both',labelsize='small')\n", " axs[i,j].yaxis.set_major_formatter(cticker.LatitudeFormatter())\n", " axs[i,j].xaxis.set_major_formatter(cticker.LongitudeFormatter())\n", " axs[i,j].set_yticks([20,40,60],crs=crs)\n", " axs[i,j].set_xticks([-160,-120,-80],crs=crs)\n", " if i!=1:\n", " axs[i,j].set_xticklabels([])\n", " if j!=0:\n", " axs[i,j].set_yticklabels([])\n", "\n", " k+=1 # Increment to next height for next plot\n", "\n", "# Make adjustments to the plot and add in axes for the colorbar\n", "plt.subplots_adjust(hspace=-.5,right=0.825)\n", "cbar_ax = fig.add_axes([0.85, 0.25, 0.01, 0.45])\n", "# add colorbar\n", "cbar = plt.colorbar(im, cax=cbar_ax)\n", "cbar.set_label('Wind Speed ($m s^{-1}$)')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now that we have wind profiles, we can generate wind power metrics around the US coasts at many heights. A useful wind energy metric is the wind power density, which gives a measure of how many watts per square meter a turbine would generate. Wind power density is formulated as:\n", "\n", "WPD = 0.5$\\rho$$w^3$\n", "\n", "where $\\rho$ is the surface air density assumed to be 1.225 $kg$ $m^{-3}$ and $w$ is the wind speed ($m$ $s^{-1}$).\n", "\n", "Formulations for wind power density and other wind energy metrics can be found in \"A Positive Climatic Trend in the Global Offshore Wind Power\" https://www.frontiersin.org/journals/energy-research/articles/10.3389/fenrg.2022.867642/full.\n", "\n", "Using this formula, we can plot the wind power density as well, just as we plotted the wind speed above." ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "# Calculate wind power density\n", "dat[[f'wpd{h}' for h in heights]] = 0.5*1.225*dat[[f'w{h}' for h in heights]]**3" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "crs = ccrs.PlateCarree() # Coordinate referencing system for plot\n", "maxval=dat[[f'wpd{h}' for h in heights]].max().max() # Max wind speed across all heights\n", "maxval = 5000\n", "\n", "# Initialize figure and subplots\n", "fig,axs=plt.subplots(nrows=2,ncols=5, subplot_kw={'projection':crs},figsize=(15,6))\n", "plt.suptitle(f'Wind Power Density Profiles {year}-{month}-{day} 18:00:00',y=.8)\n", "\n", "k=0\n", "for i in range(2):\n", " for j in range(5):\n", " axs[i,j].set_extent([dat['lon'].min(),dat['lon'].max(),dat['lat'].min(),dat['lat'].max()],crs=crs)\n", " im=axs[i,j].scatter(dat['lon'],dat['lat'],c=dat[f'wpd{heights[k]}'],marker='s',s=.5,vmax=maxval)\n", " axs[i,j].add_feature(cfeature.LAND,zorder=2)\n", " \n", " # Title and label axes\n", " axs[i,j].set_title(f'w{heights[k]}')\n", " if i==1:\n", " axs[i,j].set_xlabel('Longitude')\n", " if j==0:\n", " axs[i,j].set_ylabel('Latitude')\n", "\n", " # Add x,y ticks\n", " axs[i,j].tick_params(axis='both',labelsize='small')\n", " axs[i,j].yaxis.set_major_formatter(cticker.LatitudeFormatter())\n", " axs[i,j].xaxis.set_major_formatter(cticker.LongitudeFormatter())\n", " axs[i,j].set_yticks([20,40,60],crs=crs)\n", " axs[i,j].set_xticks([-160,-120,-80],crs=crs)\n", " if i!=1:\n", " axs[i,j].set_xticklabels([])\n", " if j!=0:\n", " axs[i,j].set_yticklabels([])\n", "\n", " k+=1 # Increment to next height for next plot\n", "\n", "# Make adjustments to the plot and add in axes for the colorbar\n", "plt.subplots_adjust(hspace=-.5,right=0.825)\n", "cbar_ax = fig.add_axes([0.85, 0.25, 0.01, 0.45])\n", "# add colorbar\n", "fig.colorbar(im, cax=cbar_ax,label='wind power density ($w$ $m^{-2}$)')\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "v5dQUXBCp6nv" }, "source": [ "\n", "\n", "---\n", "\n", "\n", "## Exercises" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. Using the data above, test around with different combinations of hyperparameters for the random forest model to see if you can find values that further minimize the error.\n", "2. Try using the multiprocessing module to run the hyperparameter tuning in parallel jobs.\n", "3. Read through documentation for sklearn's implementations of cross validation in the model selection module https://scikit-learn.org/stable/api/sklearn.model_selection.html. See if you can get similar results using sklearn. In addition, feel free to calculate different error metrics from sklearn's metrics module https://scikit-learn.org/1.5/api/sklearn.metrics.html. These can be used as criteria for cross validation in place of OOB score.\n", "4. Use the model on a new dataset of your choice to solve a regression problem." ] }, { "cell_type": "markdown", "metadata": { "id": "LutrFau_rw1i" }, "source": [ "## Next steps\n", "There are no more notebooks to follow this one." ] }, { "cell_type": "markdown", "metadata": { "id": "Kj_uyeIxrHVC" }, "source": [ "## Examples in NOAA\n", "\n", "The random forest in this notebook is used to generate the NOAA Offshore Wind Profiles - USA product." ] }, { "cell_type": "markdown", "metadata": { "id": "fKzABhkLNJUa" }, "source": [ "## Data statement\n", "The data used in this notebook can be accessed from the following sources.\n", "\n", "Gridded Data\n", "* NOAA Blended Seawinds (NBSv2.0)\n", " * https://coastwatch.noaa.gov/cwn/products/noaa-ncei-blended-seawinds-nbs-v2.html\n", "* ECMWF Reanlysis (ERA5)\n", " * https://doi.org/10.24381/cds.adbb2d47\n", "* The model created is used to generate the NOAA Offshore Wind Profiles - USA product which will be made publicly available.\n", "\n", "Training data\n", "* Hudson North, Hudson South, and Hudson South West\n", " * https://catalog.data.gov/dataset/floating-lidar-buoy-data-beginning-august-2019/resource/92917d13-5728-4edf-828c-a45b3d1a99c3\n", "* Morro Bay\n", " * https://doi.org/10.21947/1959715\n", " * https://doi.org/10.21947/1959720\n", "* Humboldt\n", " * https://doi.org/10.21947/1959713\n", " * https://doi.org/10.21947/1959719\n", " \n", "Test data\n", "* Atlantic Shores Offshore Wind 4\n", " * https://erddap.maracoos.org/erddap/tabledap/AtlanticShores_ASOW-4_wind.html\n", " * https://erddap.maracoos.org/erddap/tabledap/AtlanticShores_ASOW-4_timeseries.htmlble." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "* Acknowledgements:\n", " * A chunk of funding support was provided by the NCAI DAD Pilot Project." ] }, { "cell_type": "markdown", "metadata": { "id": "QIP46U65rS2A" }, "source": [ "## References\n", "\n", "Frech, J., Saha, K., Lavin, P. D., Zhang, H.-M., Reagan, J., and Fung, B.: A New Gridded Offshore Wind Profile Product for US Coasts Using Machine Learning and Satellite Observations, Wind Energ. Sci. Discuss. [preprint], https://doi.org/10.5194/wes-2024-77, in review, 2024.\n", "\n", "Saha K and Zhang H-M (2022) Hurricane and Typhoon Storm Wind Resolving NOAA NCEI Blended Sea Surface Wind (NBS) Product. Front. Mar. Sci. 9:935549. doi: 10.3389/fmars.2022.935549\n", "\n", "Zheng C-w, Yi C-t, Shen C, Yu D-c, Wang X-l, Wang Y, Zhang W-k, Wei Y, Chen Y-g, Li W, Jin X, Jia S-d, Wu D, Wei D-j, Zhao X-f, Tian Y-y, Zhou W and Xiao Z-n (2022) A Positive Climatic Trend in the Global Offshore Wind Power. Front. Energy Res. 10:867642. doi: 10.3389/fenrg.2022.867642" ] }, { "cell_type": "markdown", "metadata": { "id": "-5nSI21wpf6J" }, "source": [ "## Metadata\n", " * Language / package(s): python: sklearn, numpy, pandas, matplotlib, cartopy\n", " * Application keywords: wind energy\n", " * Geophysical keywords: offshore wind, wind, air-sea interaction \n", " * AI keywords: machine learning, random forest, regression, cross validation" ] }, { "cell_type": "markdown", "metadata": { "id": "snl2NCYXUT6i" }, "source": [ "## Disclaimer\n", "This Jupyter notebook is a scientific product and is not official communication of the National Oceanic and Atmospheric Administration, or the United States Department of Commerce. All NOAA Jupyter notebooks are provided on an 'as is' basis and the user assumes responsibility for its use. Any claims against the Department of Commerce or Department of Commerce bureaus stemming from the use of this Jupyter notebook will be governed by all applicable Federal law. Any reference to specific commercial products, processes, or services by service mark, trademark, manufacturer, or otherwise does not constitute or imply their endorsement, recommendation or favoring by the Department of Commerce. The Department of Commerce seal and logo, or the seal and logo of a DOC bureau, shall not be used in any manner to imply endorsement of any commercial product or activity by DOC or the United States Government." ] } ], "metadata": { "colab": { "provenance": [] }, "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.4" } }, "nbformat": 4, "nbformat_minor": 4 }