Random matrix theory for an adiabatically-varying oceanic acoustic waveguide

The problem of sound propagation in the ocean is considered. A novel approach of K. Hegewisch and S. Tomsovic for statistical modelling of acoustic wavefields in the random ocean is examined. The approach is based on construction of a wavefield propagator by means of random matrix theory. It is show...

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Veröffentlicht in:	Wave motion 2019-08, Vol.90, p.205-217
1. Verfasser:	Makarov, D.V.
Format:	Artikel
Sprache:	eng
Schlagworte:	Acoustic propagation Acoustic waveguides Adiabatic flow Internal waves Mathematical analysis Mathematical models Matrix theory Normal modes Ocean acoustics Ocean models Ocean waves Propagation Random matrix theory Scattering Sound propagation Sound scattering Sound waves Statistical models Underwater acoustics Vortices Wave propagation Wavefield propagator
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