To which degree do the details of stochastic perturbation schemes matter for convective-scale and mesoscale perturbation growth?

This study compares the impacts of two stochastic parameterization schemes in a convective-scale model. The implementation of the physically based stochastic perturbation (PSP) scheme in the Weather Research and Forecasting (WRF) Model represents uncertainties arising from unresolved boundary layer processes due to the finite grid size. Uncertainty in the microphysical processes is represented by the stochastic parameter perturbation applied to the microphysics parameterization (SPPMP) scheme. We examine the regime dependence of the impacts with 48-h forecasts of days with weakly and strongly forced convection, as well as winter storms. Early in the forecasts, the two stochastic parameterizations have different effects. The PSP scheme responds to boundary layer turbulence and produces strong perturbations that grow in phase with the diurnal cycle of convection. In regions with existing precipitation, SPPMP produces perturbations that grow more slowly with lead time, independent of the time of day. Perturbation growth in the PSP experiments is stronger for convective weather and can increase the total precipitation by triggering new convection, but SPPMP can dominate when precipitation occurs under stable conditions at night or in winter storms. The differences between the two schemes are relatively short-lived, and within a day of simulation, the amplitude and structure of differences introduced by both schemes are similar. This is found to be associated with saturation of perturbation growth on small scales (up to about 50 km). The locations and amplitudes of upscale perturbation growth appear to be determined by the larger-scale dynamics, independent of the details of the stochastic physics.

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Author Chen, I-Han
Berner, J.
Keil, C.
Thompson, Gregory
Kuo, Ying-Hwa
Craig, G.
Publisher UCAR/NCAR - Library
Publication Date 2025-03-01T00:00:00
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Topic Category geoscientificInformation
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Metadata Date 2025-07-10T19:54:07.312280
Metadata Record Identifier edu.ucar.opensky::articles:43325
Metadata Language eng; USA
Suggested Citation Chen, I-Han, Berner, J., Keil, C., Thompson, Gregory, Kuo, Ying-Hwa, Craig, G.. (2025). To which degree do the details of stochastic perturbation schemes matter for convective-scale and mesoscale perturbation growth?. UCAR/NCAR - Library. https://n2t.net/ark:/85065/d7pc36th. Accessed 01 August 2025.

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