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- W3081637388 abstract "Acoustic-entropy waves are considered as linear, compressive perturbations of a non-dissipative non-homentropic uniform flow. The acoustic-entropy wave equation for the pressure satisfies a modified convected wave equation with non-uniform sound speed. In the case of plane flow with a linear entropy shear profile the exact solution is obtained in terms of Bessel functions of an exponential variable. The acoustic-entropy waves in a uniform flow with a linear entropy shear are considered in: (i) a parallel sided duct; (ii) an unbounded boundary over a flat wall; (iii) a boundary layer of finite thickness matched to a uniform free stream." @default.
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- W3081637388 date "2021-01-01" @default.
- W3081637388 modified "2023-09-26" @default.
- W3081637388 title "On two-dimensional acoustic-entropy waves in a mean flow with uniform velocity and laterally varying sound speed" @default.
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