Journal article

Existence for a Stationary Model of Binary Alloy Solidification

A proof of existence is given for a stationary model of alloy solidification. The system is composed of heat equation, solute equation and Navier-Stokes equations. In rite latter Carman-Kozeny penalization of porous medium models the mushy zone. The problem is first regularized and a sequence of regularized solutions is built thanks to Leray-Schauder's fixed point Theorem. A solution is then extracted by compactness argument.


    Ecole polytech fed lausanne,dept math,ch-1015 lausanne,switzerland. Blanc, p, ecole ingn etat vaud,route cheseaux 1,ch-1400 yverdon,switzerland.

    ISI Document Delivery No.: TE496

    Times Cited: 2

    Cited Reference Count: 9


    Record created on 2006-08-24, modified on 2017-05-12


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