Elastic Radiation in a Half-Space | Zendy

K. M. Case | Zendy; R. D. Hazeltine | Zendy

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Elastic Radiation in a Half-Space

Author(s) -

K. M. Case,

R. D. Hazeltine

Publication year - 1970

Publication title -

journal of mathematical physics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.708

H-Index - 119

eISSN - 1089-7658

pISSN - 0022-2488

DOI - 10.1063/1.1665424

Subject(s) - half space , surface (topology) , mathematical analysis , boundary value problem , transformation (genetics) , radiation , space (punctuation) , function (biology) , radiative transfer , fourier transform , green's function , physics , mathematics , boundary (topology) , homogeneous , wave equation , computation , geometry , optics , statistical physics , biochemistry , chemistry , linguistics , philosophy , algorithm , evolutionary biology , biology , gene

A Green's function for the elastic wave equation, which satisfies certain boundary conditions on the surface of a homogeneous half‐space, is derived by means of the Fourier transformation. This half‐space Green's function is then applied to the computation of radiative effects due to the earth's surface when a radiating source is located on or within that surface. The results obtained are to be taken as an extension of a previous and similar formulation for the infinite medium due to Case and Colwell

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