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M. S. Abou-Dina and A. F. Ghaleb, “On the Boundary Integral Formulation of the Plane Theory of Thermo-Mag-netoelasticity,” In: J. S. Yang and G. A. Maugin, Eds., Studies in Applied Electromagnetics and Mechanics, vol. 19, ‘‘Mechanics of Electromagnetic Materials and Structures’’, pp. 77-98, IOS Press, Amsterdam-Berlin-Oxford-Tokyo-Washington, DC (2000). Int. J. Appl. Electromagn. and Mech. 11, 185-201 (2000).

has been cited by the following article:

• TITLE: A Boundary Integral Formulation of the Plane Problem of Magneto-Elasticity for an Infinite Cylinder in a Transverse Magnetic Field

  AUTHORS: Moustafa Saber Abou-Dina, Ahmed Fouad Ghaleb

  KEYWORDS: Plane Problems; Magnetoelasticity; Transverse Magnetic Field; Boundary Integral Method

  JOURNAL NAME: Engineering, Vol.5 No.4, April 29, 2013

  ABSTRACT: The objective of this work is to present a boundary integral formulation for the static, linear plane strain problem of uncoupled magneto-elasticity for an infinite magnetizable cylinder in a transverse magnetic field. This formulation allows to obtain analytical solutions in closed form for problems with relatively simple geometries, in addition to being particularly well-adapted to numerical approaches for more complicated cases. As an application, the first fundamental problem of Elasticity for the circular cylinder is investigated.