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- W2078552018 abstract "Im Anschlus an eine Vorgehensweise von Miles wird fur das Problem der Beugung eines durch eine ebene, starre, glatte Wand hervorgerufenen Impulses an der Trennflache zwischen einem halbunendlichen elastischen festen Korper und einem halbunendlichen flussigen Medium die homogene Losung abgeleitet. Die Bewegungsgleichungen werden entweder auf die zweidimensionale Laplace-Gleichung oder auf die eindimensionale Wellengeleichung zuruckgefuhrt, die Losungen auf funktionentheoretischen Wege bzw. mittels der Charakteristikentheorie gewonnen. Die Komponenten der Verschiebungen sowohl an den Wellenfronten als auch in den einfachen Wellenzonen werden in geschlossener Form angegeben.Homogeneous solutions of the diffraction of a plane pulse due to the presence of a plane smooth rigid barrier at the surface of separation of a semi-infinite elastic solid and a semi-infinite liquid medium has been derived following the method of Miles. The equations of motion are reduced to either Laplace's equation in two dimensions or to the wave equation in one dimension and solutions are then obtained with the help of complex variable or characteristic theory, respectively. The displacement components at the wave fronts and in the simple wave zones as well have been derived in a closed form." @default.
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- W2078552018 date "1974-01-01" @default.
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- W2078552018 title "Homogeneous Solution of Elastic Wave Propagation in the Presence of a Half-Plane at the Fluid-Solid Interface" @default.
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- W2078552018 doi "https://doi.org/10.1002/zamm.19740540702" @default.
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