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9 simple analytical solution of Fick's second law for linear diffusion has been obtained for the case in which the interdiffusion coefficient varies directly with concentration. D = Do. c/co, for initial conditions c = co for 2: 0 in a semi-infinite medium both for the oase of a stationary and a moving boundary and also in an infinite medium. The solution is applied to calculate kinetic paramet,ers for the growth of some spinels according to A0 + B,O, = AB,O,. SOLUTION ANALYTIQUE DE LA DEUXIEME LO1 DE FICK QUAND LE COEFFICIENT DE DIFFUSION VARIE DANS LE MEME SENS QUE LA CONCENTRATION me solution analytique simple de la deuxi&ne loi de Fick pour la diffusion Ii&aim a BtB obtenue pour le cas ob le coefficient d'interdiffusion varie dam le m&me sens que la concentration, D = Do c/co, les conditions initiales &ant c = co pour z 0 dam un milieu semi-infini ZL la fois pour une le cas d'une front&-e stationmire et celui d'une for&&e en mouvement, et Bgalement dam un milieu infini. La solution est appliquCe au calcul des param&res cinbtiques de croissance de certains spinelles obCissant B la relation A0 + B,O, = AB,O,. EINE ANALYTISCHE LOSUNG DES ZWEITEN FICKSCHEN GESETZES BE1 LINEARER

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Author

A.D. Pelton; T.H. Etsell

Publisher

Elsevier Science; Elsevier ; University of Toronto Press; Elsevier BV (ISSN 0001-6160)

Published

1972

Language

EN

Field

Engineering (Physical Sciences)