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2013 |
Theoretical tools for studies of low-frequency thermospheric variability [1]\ This paper supports studies of low-frequency variability (LFV) within the thermosphere by deriving approximate integral and closed-form solutions of a nontrivial model of thermospheric temperature, density, and composition depending on altitude and time. We also provide a paradigm for applying dimensional analysis in such studies. The domain is the region between the mesopause and the exobase. The solutions emphasize the connectedness of the thermosphere, i.e., nonlocal influences of LFV in key physical paramete ... Picone, J.; Meier, R.; Emmert, J.; Published by: Journal of Geophysical Research: Space Physics Published on: 09/2013 YEAR: 2013   DOI: 10.1002/jgra.v118.910.1002/jgra.50472 dimensional analysis; low frequency variation; Pi Theorem; seasonal variation; semi-annual variation; thermospheric variability |
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