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Table 1 Classical models of particle growth by mass diffusion in a binary system.
Standard k-ε turbulence models with the mass diffusion in turbulent flows-species transport approach were applied in the simulations.
A numerical investigation of the coupled electrical conduction and mass diffusion in the cathodic GDL of a PEMFC is performed using 2D simulations.
In this work a 3D lattice Boltzmann (LB) methodology is adopted to model the flow and mass diffusion in a binary air/water mixture.
Radiation effects on MHD flow past an exponentially accelerated isothermal vertical plate with uniform mass diffusion in the presence of a heat source was studied by Reddy et al. [28].
The first diffusion equation was presented by Adolf Fick as an empirical equation where a diffusion coefficient was used to represent the speed of mass diffusion in diffusion media.
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A novel technique for short-time measurement of mass diffusion coefficients in transparent liquids using counter flow type diffusion cell has been proposed.
Measurements confirm the consistency of the simulation study, revealing the critical role played by the unexpected local temperature distribution on the active surface, largely prevailing on any mass diffusion limitation in determining the apparent activity of the surface.
Mass-based mathematical models have been formulated to describe the evolution of species mass fraction, pressure, velocity, density and mass diffusion flux in porous pellets for steam methane reforming (SMR) and sorption-enhanced steam methane reforming (SE-SMR) with CO2 capture and desorption.
Such a mass diffusion limitation results in an uneven growth rate within the soluble substrate feeding biofilm and leads to a heterogeneous biofilm morphology.
We find that the driving forces of mass diffusion can be written in terms of covariant material derivatives reflecting, in a purely geometrical manner, the presence of a (first-order) torsion and a (second-order) curvature.
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