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- W2020897130 abstract "Simple asymptotic descriptions of elastic wave motions in representative micrononhomogeneous solid media are presented with the purpose of highlighting some physical phenomena. For porous media, the crucial role of the Poisson's ratio is explored: When that ratio lies between 13 and 12, the medium displays a “dead zone” where it cannot sustain wave motion. The propagation of dilatational and shear waves associated respectively with rigid-body translational and rotational resonances is described. Test results illustrate energy dissipation associated with relative motion between inclusions and the viscoelastic matrix." @default.
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- W2020897130 title "Elastic waves in porous and particulate solids: Resonances and dead zones" @default.
- W2020897130 doi "https://doi.org/10.1121/1.2025848" @default.
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