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In this study we used a Boundary Integral Method to solve the following three problems of uncoupled, linear Magnetoelasticity and Magneto-thermoelasticity: 1)- an infinite, elliptical cylinder carrying a steady, axial, uniform electric current, in the presence of an external temperature. 2)- an infinite, elliptical cylinder subjected to an external, transverse uniform magnetic field. 3)- two infinite, parallel, circular cylindrical conductors carrying steady, uniform, axial currents. The aim of the work is twofold: to assess the used boundary integral method for efficiency, and to investigate…mehr

Produktbeschreibung
In this study we used a Boundary Integral Method to solve the following three problems of uncoupled, linear Magnetoelasticity and Magneto-thermoelasticity: 1)- an infinite, elliptical cylinder carrying a steady, axial, uniform electric current, in the presence of an external temperature. 2)- an infinite, elliptical cylinder subjected to an external, transverse uniform magnetic field. 3)- two infinite, parallel, circular cylindrical conductors carrying steady, uniform, axial currents. The aim of the work is twofold: to assess the used boundary integral method for efficiency, and to investigate some problems of practical interest, in which different fields interact.
Autorenporträt
Amr Ramadan El Dhaba, Professor of applied mathematics, Department of Mathematics, Faculty of Science, Damanhour University.