Computer Science – Numerical Analysis
Scientific paper
Jun 1982
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1982bc...reptr....f&link_type=abstract
Interim Report Boston Coll., Chestnut Hill, MA. Dept. of Physics.
Computer Science
Numerical Analysis
Atmospheric Circulation, Atmospheric Models, Earth Gravitation, Thermosphere, Wind (Meteorology), Anisotropy, Atmospheric Temperature, Coefficients, Eddy Viscosity, Momentum, Numerical Analysis, Partial Differential Equations, Perturbation, Thermal Conductivity, Thermal Energy, Ultraviolet Radiation
Scientific paper
The equations, coefficient parameterizations, method of numerical solution, and results from a theoretical (numerical) model of atmospheric tidal oscillations from the surface to 400 km are given. The westerly, northerly, and vertical winds and temperature are governed by four second order partial differential equations derived from the perturbation fluid equations for momentum, continuity, thermal energy, and the ideal gas law applied to a spherical, rotating, viscous atmosphere with anisotropic ion drag. The equations represent perturbations about a basic atmospheric state with latitude- and height-dependent mean winds, temperature, and composition. Model parameterizations described include mean winds and temperatures, molecular and eddy viscosity and thermal conductivity, ion-neutral collision frequency for momentum transfer, and solar thermal and lunar gravitational forcing. Thermal excitation occurs via absorption of ultraviolet radiation in the thermosphere, H2O insolation absorption in the troposphere and lower stratosphere, and O3 insolation absorption in the mesosphere.
Forbes Jeffrey M.
Gillette D. F.
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