Boundary integral equations for plane orthotropic bodies and exterior regions

Authors

  • G. Szeidl University of Miskolc
  • J. Dudra University of Miskolc

DOI:

https://doi.org/10.14713/ejbe.v8i2.1023

Keywords:

Boundary Element Method, Fracture Mechanics, Elasticity, Fluid Mechanics

Abstract

Assuming linear displacements and constant strains and stresses at infinity, we re-formulate the equations of the direct boundary element method for plane problems of elasticity. We consider a body made of orthotropic material. The reformulated equations make it possible to attack plane problems on exterior regions without replacing the region by a bounded one.

Author Biographies

G. Szeidl, University of Miskolc

Dutgers University Libraries

J. Dudra, University of Miskolc

Department of Mechanics

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Published

2010-07-07

Issue

Vol. 8 No. 2 (2010)

Section

Papers

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