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- W2040983399 abstract "The reflection of elastic waves at plane solid-vacuum interfaces and the two-dimensional solutions of the vector equation of equilibrium for elastic waves propagating through elastic plates of uniform thickness are investigated. Both the isotropic solid and the cubic system of nonpiezoelectric single crystals are treated. The objective is to compare multiple reflection solid delay lines, isotropic versus single crystal, in terms of the thickness of the plate required for satisfactory propagation and reflection characteristics. The sections on wave propagation are not exhaustive, but consider the particular wave mode that most closely resembles the plane shear wave with diplacement component normal to the faces of the plate. In the sections on single crystals, it is shown that plane shear waves propagate with a speed independent of the direction provided that the displacement is parallel to a crystallographic axis. The reflection laws for these plane shear waves are the same for isotropic solids and single crystals provided that the displacement is contained in a plane that is parallel to the stress-free interface. A calculation compares the wave propagating characteristics of plates of fused quartz and calcium fluoride for operation at 15 mcs. The plate of calcium fluoride should be roughly three times thicker to give the same performance as the plate of fused quartz." @default.
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- W2040983399 date "1952-12-01" @default.
- W2040983399 modified "2023-09-23" @default.
- W2040983399 title "Elastic Wave Propagation in Solid Media" @default.
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- W2040983399 doi "https://doi.org/10.1063/1.1702073" @default.
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