1. Knee Point‐Based Multiobjective Optimization for the Numerical Weather Prediction Model in the Greater Beijing Area.
- Author
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Wang, Heng, Mo, Hongsu, Di, Zhenhua, Liu, Rui, Lang, Yang, and Duan, Qingyun
- Subjects
NUMERICAL weather forecasting ,METEOROLOGICAL research ,WEATHER forecasting ,PRECIPITATION forecasting ,PREDICTION models - Abstract
Determination of the optimal parameter values in numerical weather prediction (NWP) models has a significant impact on predictions. Here, we propose a knee point‐based multiobjective optimization (KMO) method to find an optimal solution of the NWP model parameters. We apply it to optimize the Weather Research and Forecasting (WRF) model's summer precipitation and temperature simulations for the Greater Beijing area. The results showed that it required fewer than 125 samples (i.e., 25 times the number of dimensions of the parameter space) to obtain the WRF model's optimal parameter values. The optimal parameters determined by KMO outperform the default parameters in WRF simulations for summer precipitation and temperature prediction in the Greater Beijing area, across all periods (calibration, validation, and testing). Additionally, clear physical interpretations are provided to explain why the optimal parameters lead to improved precipitation and temperature forecasting. Overall, the proposed method is effective and efficient to improve NWP. Plain Language Summary: Numerical weather prediction (NWP) models are highly parameterized and have numerous parameters with uncertain values. The inherent uncertainty in these parameters has the potential to impact the precision of weather predictions. However, the parameter estimation of the NWP model is difficult because (a) there are many meteorological variables to tune, and every parameter value must ensure that the simulation of all meteorological variables is acceptable; (b) an NWP model run is computational expensive, and traditional parameter estimation methods usually require many model evaluations. Here, we propose a multiobjective optimization (i.e., knee point‐based multiobjective optimization [KMO]) method to find an optimal solution of the NWP model parameters (i.e., expensive multiobjective optimization problem) by performing only a few expensive model evaluations. We apply it to optimize the Weather Research and Forecasting model's summer precipitation and temperature simulations for the Greater Beijing Area in China. Numerical results showed that the simulation accuracy for precipitation and temperature were improved, across all periods (calibration, validation, and testing). Additionally, clear physical interpretations are provided to explain why the optimal parameters lead to improved precipitation and temperature forecasting. Overall, the KMO method improves NWP by tuning the model parameters to match predictions with observations. Key Points: A knee point‐based multiobjective optimization (KMO) method was proposed for numerical weather prediction (NWP)Optimal parameter set can be found by running the NWP model 25 times the number of dimensions of the parameter spaceThe optimal parameters determined by KMO outperform the default parameters, across all periods (calibration, validation, and testing) [ABSTRACT FROM AUTHOR]
- Published
- 2023
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