Numerical study of nocturnal low-level jets over gently sloping terrain

Aug 28, 2017·
Chiel C. van Heerwaarden
,
Bart J. H. van Stratum
,
Thijs Heus
Jeremy A. Gibbs
Jeremy A. Gibbs
,
Evgeni Fedorovich
,
Juan Pedro Mellado
· 0 min read
Abstract
This paper describes MicroHH 1.0, a new and open-source (www.microhh.org) computational fluid dynamics code for the simulation of turbulent flows in the atmosphere. It is primarily made for direct numerical simulation but also supports large-eddy simulation (LES). The paper covers the description of the governing equations, their numerical implementation, and the parameterizations included in the code. Furthermore, the paper presents the validation of the dynamical core in the form of convergence and conservation tests, and comparison of simulations of channel flows and slope flows against well-established test cases. The full numerical model, including the associated parameterizations for LES, has been tested for a set of cases under stable and unstable conditions, under the Boussinesq and anelastic approximations, and with dry and moist convection under stationary and time-varying boundary conditions. The paper presents performance tests showing good scaling from 256 to 32 768 processes. The graphical processing unit (GPU)- enabled version of the code can reach a speedup of more than an order of magnitude for simulations that fit in the memory of a single GPU.
Type
Publication
Geophysical Model Development, 10(8), 3145–3165
publications
Authors
Jeremy A. Gibbs
Authors
Physical Scientist
I am a Physical Scientist at the NOAA National Severe Storms Laboratory. My research includes computational and theoretical studies of atmospheric boundary-layer flows, turbulence modeling, land-surface modeling, parameterization of boundary-layer and surface-layer interactions, and multi-scale numerical weather prediction. I am currently working on projects to improve atmospheric models in the areas of scale-aware boundary-layer physics, heterogeneous boundary layers, and other storm-scale phenomena.