This article is cited in 1 paper

Electromagnetoelastic problem for an infinite plate with known electrical potentials at hole boundaries

S. A. Kaloerov^a, A. V. Petrenko^a, K. G. Khoroshev<sup>b

a</sup> Donetsk National University, Donetsk, 83055, Ukraine
^b National Transport University, 01010, Kiev, Ukraine

Abstract: The plane electromagnetoelastic problem for an infinite plate with cracks and holes for known electrical potentials at the boundaries of the cracks and holes is solved using generalized complex potentials and conformal mapping, series, and least squares methods. The electromagnetoelastic state and variation of the stress intensity coefficient versus the geometric and physicomechanical properties of the material was studied for plates with two circular holes, a crack and a circular hole, or two cracks.

Keywords: electromagnetoelasticity, complex potentials, plane problem, crack, electrical field potential.

UDC: 539.3+539.375

Received: 14.07.2009
Accepted: 08.07.2010

 English version: Journal of Applied Mechanics and Technical Physics, 2011, 52:5, 800–807

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