Integral equations of the first kind in the theory of oscillating plates

Author: Thomson G.R.   Constanda C.  

Publisher: Taylor & Francis Ltd

ISSN: 0003-6811

Source: Applicable Analysis, Vol.91, Iss.12, 2012-12, pp. : 2235-2244

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Abstract

A modified matrix of fundamental solutions is used to derive and solve first-kind integral equations for the problem of high-frequency harmonic oscillations of an infinite elastic plate with a hole when Dirichlet or Neumann conditions are prescribed on the boundary curve.