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Title: Inverse Electromagnetic Casting Problems Based on Classical and Topological Shape Derivative

Prof. Jean R. Roche
Institut Elie Cartan de Nancy, Nancy-Universite, CNRS, INRIA,
B.P. 70239, 54506, Vandoeuvre les Nancy, France
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(Joint work with Alfredo Canelas, José Herskovits and A.A. Novotny)

Data: 01/04/2011
Hora: 14h
Local: Centro de Tecnologia, Bloco G, sala 205
Abstract: The inverse electromagnetic casting problem consists in looking for a suitable set of electric wires such that the electromagnetic eld induced by an alternating current passing through them makes a given mass of liquid metal acquire a prede ned shape. In this paper we propose a new method for the topology design of such inductors. The inverse electromagnetic casting problem is formulated as an optimization problem, and topological derivatives are considered in order to locate new wires in the right position. Several numerical examples are presented showing that the proposed technique is effective to design suitable inductors.




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