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Basic Equations for Wave Processes in Fluids and Solids 1
Plane Waves in Discretely Layered Fluids
Monochromatic PlaneWave Reflection from Continuously
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according acoustic Airy functions amplitude angle of incidence arbitrary assume asymptotic boundary conditions Chap complex considered const constant coordinate density discretely layered displacement elastic waves energy Epstein layer equal exact solutions expression finite flow velocity fluid frequency Hence homogeneous medium horizontal incidence angle incident wave inhomogeneous layer input impedance integral layered media linear longitudinal wave lower half-space modulus moving media normal incidence obtain phase plane wave problem quantities Rayleigh wave reference equation reflected wave reflection and transmission reflection coefficient refraction index resonant interaction Riccati equation scattering matrix Sect sin2 solid solvable profiles sound field sound pressure sound speed sound velocity sound wave surface wave symmetry total reflection transformation transmission coefficients transverse waves turning point upper medium valid values vq(z wave equation wave incident wave number wave propagation wave reflection wave vector Whittaker functions WKB approximation zero