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- W2015282953 abstract "The Fick's equations are solved by the Laplace transformation method in the case of an impurity diffusing by the dissociative mechanism into a semi-infinite solid at constant surface concentration. The only assumption made in the calculation is that the interstitial diffusivity is very high. The form of the substitutional and vacancy concentration profiles and the influence of dislocations on these profiles are discussed. It is pointed out that under certain circumstances the tails on diffusion profiles can be due to the dissociative mechanism. On résout les équations de Fick par la méthode de la transformée de Laplace dans le cas d'une impureté diffusant par le mécanisme dissociatif dans un cristal semi-infini à concentration superficielle constante. La seule hypothèse faite dans le calcul est que la diffusion interstitielle est trés rapide. On discute la forme des profils de concentration des atomes substitutionnels et des lacunes ainsi que l'effet de la présence de dislocations sur ces profils. On souligne le fait que dans certains cas l'existence de queues de profils sur les courbes de diffusion peut ětre due au seul mécanisme dissociatif." @default.
- W2015282953 created "2016-06-24" @default.
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- W2015282953 date "1980-04-01" @default.
- W2015282953 modified "2023-09-27" @default.
- W2015282953 title "An Analytical Solution to Fick's Equations in the Case of the Dissociative Diffusion Mechanism" @default.
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- W2015282953 doi "https://doi.org/10.1002/pssb.2220980235" @default.
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