Difference between revisions of "Barotropic model"
Latest revision as of 15:28, 25 April 2012
- Any of a number of model atmospheres in which some of the following conditions exist throughout the motion: coincidence of pressure and temperature surfaces; absence of vertical wind shear; absence of vertical motions; absence of horizontal velocity divergence; and conservation of the vertical component of absolute vorticity.
Barotropic models are usually divided into two classes: the nondivergent barotropic model and the divergent barotropic model (also called the shallow-water equations).
- A single-parameter, single-level atmospheric model based solely on the advection of the initial circulation field.
The simplest form of barotropic model is based on the barotropic vorticity advection equation:where ψ is the geostrophic streamfunction, Vψ is the nondivergent wind, and f is the Coriolis parameter. The equation is derived by assuming that a vertical portion of the atmosphere is barotropic (i.e., density is constant on pressure surfaces) and nondivergent. Because there are no vertical variations or thermal advection processes in a barotropic model, it cannot predict the development of new weather systems.
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