Description
The current operational GFS Hybrid Eddy-Diffusivity Mass-Flux PBL and Free Atmospheric Turbulence Scheme uses a hybrid EDMF parameterization for the convective PBL (Han et al. 2016 [76]; Han et al. 2017 [77]), where the EDMF scheme is applied only for the strongly unstable PBL, while the eddy-diffusivity counter-gradient(EDCG) scheme is used for the weakly unstable PBL. The new TKE-EDMF is an extended version of GFS Hybrid Eddy-Diffusivity Mass-Flux PBL and Free Atmospheric Turbulence Scheme with below enhancement:
- Eddy diffusivity (K) is now a function of TKE which is prognostically predicted
- EDMF approach is applied for all the unstable PBL
- EDMF approach is also applied to the stratocumulus-top-driven turbulence mixing
- It includes a moist-adiabatic process when updraft thermal becomes saturated
- Scale-aware capability
- It includes interaction between TKE and cumulus convection
The CCPP-compliant subroutine satmedmfvdifq_run() computes subgrid vertical turbulence mixing using scale-aware TKE-based moist eddy-diffusion mass-flux paramterization (Han et al. 2019 [73])
- For the convective boundary layer, the scheme adopts EDMF parameterization (Siebesma et al. (2007)[157]) to take into account nonlocal transport by large eddies(mfpbltq.f)
- A new mass-flux paramterization for stratocumulus-top-induced turbulence mixing has been introduced (mfscuq.f; previously, it was an eddy diffusion form)
- For local turbulence mixing, a TKE closure model is used.
Intraphysics Communication
Argument Table
General Algorithm
GFS satmedmfvdifq General Algorithm