ML4WX

Hybrid physics-ML & parameterization

Can machine learning improve the model representation of turbulent kinetic energy dissipation rate in the boundary layer for complex terrain?

Nicola Bodini, Julie K. Lundquist, Mike Optis

Geoscientific model development ·

Paper

In one sentence. Random forests and polynomial regression trained on Perdigão sonic anemometer data remove the MYNN bias in boundary-layer TKE dissipation and cut average error by up to 30%.

Abstract

Abstract. Current turbulence parameterizations in numerical weather prediction models at the mesoscale assume a local equilibrium between production and dissipation of turbulence. As this assumption does not hold at fine horizontal resolutions, improved ways to represent turbulent kinetic energy (TKE) dissipation rate (ε) are needed. Here, we use a 6-week data set of turbulence measurements from 184 sonic anemometers in complex terrain at the Perdigão field campaign to suggest improved representations of dissipation rate. First, we demonstrate that a widely used Mellor, Yamada, Nakanishi, and Niino (MYNN) parameterization of TKE dissipation rate leads to a large inaccuracy and bias in the representation of ε. Next, we assess the potential of machine-learning techniques to predict TKE dissipation rate from a set of atmospheric and terrain-related features. We train and test several machine-learning algorithms using the data at Perdigão, and we find that multivariate polynomial regressions and random forests can eliminate the bias MYNN currently shows in representing ε, while also reducing the average error by up to 30 %. Of all the variables included in the algorithms, TKE is the variable responsible for most of the variability of ε, and a strong positive correlation exists between the two. These results suggest further consideration of machine-learning techniques to enhance parameterizations of turbulence in numerical weather prediction models.

Labels

Topic
Hybrid physics-ML & parameterization
Type
New model or method
Method
Classical ML (trees, GP, linear, kernels)
Domain
Local / station
Data
Other
Status
Research
Identifiers
DOI:10.5194/gmd-13-4271-2020 OpenAlex:W3087330307
Added
2026-10-22

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