E9.11 Parametric sensitivity and uncertainty quantification in EAMv1 based on PPE simulations

E9.11 Parametric sensitivity and uncertainty quantification in EAMv1 based on PPE simulations

Poster Title

Parametric sensitivity and uncertainty quantification in the version 1 of E3SM Atmosphere Model based on short Perturbed Parameters Ensemble simulations

Authors

@Yun Qian@Hui Wan, Ben Yang, @Chris Golaz@Bryce Harrop , Zhangshuan Hou, @Vince Larson@Ruby Leung@Guangxing Lin (Unlicensed)@Wuyin Lin@Po-Lun Ma, Hsi-Yen Ma, @Phil Rasch (pnl.gov) (Unlicensed)@Balwinder Singh (Unlicensed)@Hailong Wang@Shaocheng Xie, and @Kai Zhang

First Author

@Yun Qian

Session Type

E3SM/Integrated Session

Session ID

E9 and I6

Submission Type

Poster

Group

Water Cycle and/or Atmosphere

Experiment

Water Cycle

Poster Link

 

 

 

Abstract

The atmospheric component of Energy Exascale Earth System Model (E3SM) version 1 (EAMv1) has included many new features in the physics parameterizations compared to its predecessors. Potential complex nonlinear interactions among the new features create a significant challenge for understanding the model behaviors and parameter tuning. Using the one-at-a-time method, the benefit of tuning one parameter may offset the benefit of tuning another parameter, or improvement in one target variable may lead to degradation in another target variable. To better understand the EAMv1 model behaviors and physics, we conducted a large number of short simulations (3 days) in which 18 parameters carefully selected from parameterizations of deep convection, shallow convection and cloud macrophysics and microphysics were perturbed simultaneously using the Latin Hypercube sampling method. From the Perturbed Parameters Ensemble (PPE) simulations and use of different skill score functions, we identified the most sensitive parameters, quantified how the model responds to changes of the parameters for both global mean and spatial distribution, and estimated the maximum likelihood of model parameter space for a number of important fidelity metrics. Comparison of the parametric sensitivity using simulations of two different lengths suggests that PPE using short simulations has some bearing on understanding parametric sensitivity of longer simulations. Results from this analysis provide a more comprehensive picture of the EAMv1 behavior. The difficulty in reducing biases in multiple variables simultaneously highlights the need of characterizing model structural uncertainty (so-called embedded errors) to inform future development efforts.