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- W2044434544 abstract "The interaction of two spherical longitudinal waves produced by noncoincident sources with the generation of a transverse difference-frequency wave is studied theoretically. The equation of motion from five-constant elasticity theory to the second order in the displacement is used as a mathematical model. The general solution for the difference-frequency field outside the wave interaction region is obtained in the form of a scattering integral. An analytical solution for plane intersecting beams is derived as a limit case of small interaction volumes. For the general case, the solution is analyzed numerically, and the effect of the sphericity of interacting waves is compared with the results of plane-wave resonance interaction. In the limit of large interaction volumes, backscattering at the difference frequency is formed. This effect suggests the use of this type of nonlinear interaction for remote sensing of the nonlinear properties of the Earth’s crust." @default.
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- W2044434544 date "1993-12-01" @default.
- W2044434544 modified "2023-09-26" @default.
- W2044434544 title "Interaction of two spherical elastic waves in a nonlinear five‐constant medium" @default.
- W2044434544 doi "https://doi.org/10.1121/1.407193" @default.
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