Simulating Nonhydrostatic Atmospheres on Planets (SNAP): Formulation, Validation, and Application to the Jovian Atmosphere

• Published in: The Astrophysical journal. Supplement series Vol. 240; no. 2; pp. 37 - 55
• Main Authors: Li, Cheng, Chen, Xi
• Format: Journal Article
• Language: English
• Published: Saskatoon The American Astronomical Society 13.02.2019; IOP Publishing
• Subjects: Ammonia; Atmosphere; Atmospheric flows; Atmospheric models; Cloud formation; Clouds; Computer simulation; Condensates; Depletion; Entropy; Entropy production; Finite element method; hydrodynamics; Jupiter atmosphere; Jupiter probes; Low speed; Mach number; Microphysics; Mixing processes; Moist convection; Planet formation; Planetary atmospheres; Planets; planets and satellites: atmospheres; planets and satellites: gaseous planets; Riemann solver; Robustness (mathematics); Sharpness; Spatial filtering; Task scheduling; Temperature gradients; Vapors
• ISSN: 0067-0049; 1538-4365; 1538-4365
• DOI: 10.3847/1538-4365/aafdaa

A new nonhydrostatic and cloud-resolving atmospheric model is developed for studying moist convection and cloud formation in planetary atmospheres. It is built on top of the Athena++ framework, utilizing its static/adaptive mesh-refinement, parallelization, curvilinear geometry, and dynamic task scheduling. We extend the original hydrodynamic solver to vapors, clouds, and precipitation. Microphysics is formulated generically so that it can be applied to both Earth and Jovian planets. We implemented the Low Mach number Approximate Riemann Solver for simulating low-speed atmospheric flows in addition to the usual Roe and Harten-Lax-van Leer-Contact (HLLC) Riemann solvers. Coupled with a fifth-order weighted essentially nonoscillatory subgrid-reconstruction method, the sharpness of critical fields such as clouds is well-preserved, and no extra hyperviscosity or spatial filter is needed to stabilize the model. Unlike many atmospheric models, total energy is used as the prognostic variable of the thermodynamic equation. One significant advantage of using total energy as a prognostic variable is that the entropy production due to irreversible mixing processes can be properly captured. The model is designed to provide a unified framework for exploring planetary atmospheres across various conditions, both terrestrial and Jovian. First, a series of standard numerical tests for Earth's atmosphere is performed to demonstrate the performance and robustness of the new model. Second, simulation of an idealized Jovian atmosphere in radiative-convective equilibrium shows that (1) the temperature gradient is superadiabatic near the water condensation level because of the changing of the mean molecular weight, and (2) the mean profile of ammonia gas shows a depletion in the subcloud layer down to nearly 10 bars. Relevance to the recent Juno observations is discussed.