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Biophysical modelling of diffusion MRI is necessary to provide specific microstructural tissue properties.
(iii) Fractional order derivatives are applied to the modelling of diffusion in a specific type of porous medium.
The application of fractional order derivatives to the modelling of diffusion in a specific type of porous medium is in practice as well.
Advances in other aspects of cell-centered finite volume discretization most notably in the modelling of diffusion terms and free surface flows are also described.
Similar(56)
Modelling of diffusion-controlled processes requires both a reliable theory of diffusion and reliable kinetic coefficients, as well as other thermodynamic data.
The present investigation is concerned with modelling of diffusion-controlled precipitation reactions in industrial processing, with particular emphasis on heat treatment.
The Ehrenfest model of diffusion (named after the Austrian Dutch physicist Paul Ehrenfest) was proposed in the early 1900s in order to illuminate the statistical interpretation of the second law of thermodynamics, that the entropy of a closed system can only increase.
Sections 4 and 5 focus on the modeling of diffusion and diffraction with visibility diagrams.
Accurate modeling of diffusion is typically based on statistical methods [33].
This article presents a stochastic cellular automaton model of diffusion and diffusion with reaction.
Dynamic models of diffusion saturation and internal temperature are developed for the design of closed-loop controller via simulation.
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