作者: Jon Reisner
DOI: 10.31274/RTD-180813-11102
关键词: Physics 、 Internal wave 、 Froude number 、 Computational fluid dynamics 、 Mesoscale meteorology 、 Stratified flow 、 Atmospheric sciences 、 Flow (mathematics) 、 Vortex 、 Planetary boundary layer 、 Mechanics
摘要: The present study investigates basic aspects of the flow a density-stratified fluid past three-dimensional obstacles for Froude number ~ 0(1) and iso lated surface thermal forcing representative diurnaUy varying mesoscale flows mountainous islands such as Hawaii. In order to minimize param eter space, we have excluded effects friction, rotation, nonuniform am bient flow, complexities realistic boundary layer ter rain. Through simple scaJing arguments, deduce that parameter t]* given number, provide crude estimates response range 77*. principal question addressed is what values 77* will transition occur from low-Froude-number regime, characterized by stagnation splitting lower upwind regime in which passes over rather than around obstacle. We show linear the ory captures tendency consistently with scaling arguments. To quantitative measures variability 77*, employ an efficient isentropic numerical code summarize results numerous simulations form diagram. re sult criterion heated blocked unblocked regime. illustrate relevance idealized natural example appHcations Hawaiian Archipelago. flows] controls thermally forced