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- W2034751115 abstract "In its original form the Monte Carlo technique was devised in order to handle with stationary states. The proper introduction of the time variable in the Monte Carlo scheme in order to use it in the framework of diffusion studies, is the purpose of this article. With reference to the jump theory we analyze the meaning of the various Monte Carlo schemes which have been used and we propose different algorithm of increasing efficiency which enable us to solve problems of diffusion in disordered media. La méthode de simulation numérique dite de Monte Carlo est devenue d'un usage assez fréquent dans les études de diffusion. Cependant l'introduction d'une problématique dynamique dans une méthode à l'origine prévue pour traiter d'états stationnaires n'est pas sans poser des questions parfois délicates. Dans cet article nous analysons les précautions à prendre pour introduire la variable temps et proposons divers schémas d'efficacité croissante qui permettent de calculer des coefficients de diffusion dans des milieux désordonnés. Die Technick der Monte Carlo-Simulationen is jetzt öftest in den Diffusionenstudien gebraucht. Aber, da die Monte Carlo-Rechnungen die Physikalische Zeit ursprüglich nicht kennen, erfördern die Studien der Diffusionkonstanten, als für anderen kinetischen Grossen, besondere Erörterungen. In diesen Artikel wird diese Frage aufgelöst und also werden verschiedene Rechnungsmodellen die eine wachsende Wirkungskraft zeigen vorgeschagen." @default.
- W2034751115 created "2016-06-24" @default.
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- W2034751115 date "1988-07-01" @default.
- W2034751115 modified "2023-10-16" @default.
- W2034751115 title "Monte carlo simulation in diffusion studies: Time scale problems" @default.
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- W2034751115 doi "https://doi.org/10.1016/0001-6160(88)90239-8" @default.
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