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- W1946404659 abstract "The types of linear motion over an ideal gas affected bygravity are specified approximately in the case of large characteristic wavenumber of perturbation k: k[ampersand]gt;[ampersand]gt; 1/H, where H is the scale of density andpressure decrease of the background gas, the so-called height of the uniformgas. The corresponding approximate operators projecting the overall vector ofperturbations into specific types are derived, along with equations governingsound in a weakly nonlinear flow. The validity of approximate formulae areverified for the concrete examples of initial waveforms. The numerical analysisreveals a good agreement of these approximate expressions with the exact onesobtained previously by the author. The analysis applies to the weakly nonlinearflow as well, with the small Mach numbers (M[ampersand]lt;[ampersand]lt;1). The links inside modesare redetermined by including terms of order M2 and M2/kH." @default.
- W1946404659 created "2016-06-24" @default.
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- W1946404659 date "2009-01-01" @default.
- W1946404659 modified "2023-09-23" @default.
- W1946404659 title "Weakly nonlinear dynamics of short acoustic waves in exponentially stratifiedgas" @default.
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