Article
Article
- Earth Science
- Meteorology and climatology
- Atmospheric modeling, isentropic
DISCLAIMER: This article is being kept online for historical purposes. Though accurate at last review, it is no longer being updated. The page may contain broken links or outdated information.
Atmospheric modeling, isentropic
Article By:
Wang, Pao K. Department of Atmospheric and Oceanic Sciences, University of Wisconsin, Madison, Wisconsin.
Last reviewed:2005
DOI:https://doi.org/10.1036/1097-8542.YB050180
- Adiabatic and nonadiabatic processes
- Equivalence of adiabatic and isentropic processes
- Representing atmospheric motions in isentropic coordinates
- Example of atmospheric convection in isentropic coordinates
- Hybrid isentropic coordinate models
- Related Primary Literature
- Additional Reading
In order to study atmospheric motions, we need to establish spatial coordinates so that the movement of air can be described as a function of space and time. There are many ways to set up such coordinate systems to represent air motions in the atmosphere. The most common one is the classical cartesian coordinate system, the (x,y,z) system, where x, y, and z usually (in meteorology) represent the eastward, northward, and upward (vertical) coordinates.
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