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In the "Phase-Field Model" section, we briefly illustrate the phase-field model used to describe the evolution by surface diffusion including anisotropic surface energy.
The analysis includes the study of different functional forms of the time dependent drift and diffusion, including power-law time dependence and different periodic drivers.
This review comprehensively discusses the theoretical and computational aspects of diffusion of pure components, long chain hydrocarbons or mixture diffusion, including the molecular dynamics simulations and kinetic Monte Carlo.
Recently, we developed an a priori simulation of FAIMS that accounts for both ion diffusion (including anisotropic components) and Coulomb repulsion, and validated it by extensive comparisons with FAIMS/MS data.
We present an exponential time integrator in conjunction with a finite volume discretisation in space for simulating transport by advection and diffusion including chemical reactions in highly heterogeneous porous media representative of geological reservoirs.
To this end we solved the fully compressible, one-dimensional Navier-Stokes equations with detailed mechanisms for kinetics and diffusion (including cross-transport effects, i.e., Soret and Dufour effect).
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Diffusion includes both the diffusion of an innovation geographically as well as within specific industries or markets (OECD, Eurostat 1997).
Tissue types that have been reported to be associated with impeded diffusion include tumour, cytotoxic oedema, abscess, and fibrosis.
Factors controlling gas phase diffusion include both the distribution of pore sizes and water within the soil matrix.
The reasons of this poor diffusion include high costs compared to the added value achieved, technology constraints (regarding precision, reliability, and performances), and, generally speaking, the lack of killer applications.
Apart from transovarial transmission, other possible mechanisms of symbiont diffusion include proctophagy, the deposition of capsule containing microbes, and environmental acquisition [9], [53], [54], [55].
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