Complex analysis of elastic symbols and construction of plane wave solutions in the half-space

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概要

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• We examine plane waves of the elastic reduced wave equation in the half-space, and by linear combinations of them we construct the solution coinciding with any plane wave on the boundary. In the (dual) variable in the normal direction to the boundary, we apply the complex analysis to the inverse matrix of the elastic symbol.

• 社団法人 日本数学会の論文
• 2003-04-01

著者

• Soga Hideo

  Faculty Of Education Ibaraki University

• Kawashita Mishio

  Department Of Mathematics Hiroshima University

• RALSTON James

  Department of Mathematics UCLA

• KAWASHITA Mishio

  Department of Mathematics Faculty of Science Kochi University

関連論文

• Complex analysis of elastic symbols and construction of plane wave solutions in the half-space
• Mode-conversion of the scattering kernel for the elastic wave equation
• Scattering Theory for the Elastic Wave Equation

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