Perturbation theory in thermosphere dynamics

Computer Science – Sound

Scientific paper

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Atmospheric Density, Atmospheric Pressure, Dynamic Characteristics, Perturbation Theory, Thermosphere, Continuity Equation, Energy Conservation, Equations Of Motion, Expansion, Logarithms, Periodic Variations, Temperature Distribution, Wind Velocity

Scientific paper

It is shown that density and pressure throughout the thermosphere can be adequately described in a logarithmic expansion that provides a sound basis for the application of perturbation theory. This expansion eliminates most of the important nonlinearities associated with density variations. On the basis of this expansion, the validity of perturbation theory can be extended to cover a large variety of atmospheric conditions in which the relative temperature amplitude is less than 0.5 and wind velocities are significantly less than the speed of sound.

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