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Using these dimensionless parameters, the experimental data was cast in a form that clearly indicated the universal nature of diffusion flame behavior in a non-uniform upward decreasing magnetic field.
The transport equations of ions through the membrane are based on the extended Nernst Planck equation, accounting for ionic diffusion, electromigration and convection in the membrane pores; the hindered nature of diffusion and convection of the species inside the membrane is considered.
New insight into the nature of diffusion and the origin of friction of a prototype system for weak physisorption – benzene molecules, C6H6, adsorbed on the basal plane (0 0 0 1) of graphite – has been obtained with quasi-elastic neutron scattering (QENS).
According to the nature of diffusion phenomena, central difference method was used to solve the diffusion terms of the equations.
Biological population models, due to the random nature of diffusion of populations, are often captured by continuous-time Markovian models [1, 2, 3, 4, 5, 6, 7].
The latter aspect is crucial to properly simulate the quasi-two-dimensional nature of diffusion in the lamellipodium/lamellum and will pose challenges to microfabrication.
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Stopping abusive diffusions would require changing the nature of the diffusion system so that the diffusion is sent first to Interpol for computerized screening, and only then allowed to proceed to its destination.
Tracer diffusion and chemical diffusion differ in the level of adsorbate coverage at the surface, while intrinsic diffusion and mass transfer diffusion differ in the nature of the diffusion environment.
The COMPASS based calculations show evidence for a Brownian nature of the diffusion with a very small diffusion activation barrier of 11 ± 2 meV in agreement with recent helium and neutron spin-echo spectroscopy data [Fouquet P, Hedgeland H, Jardine AP, Alexandrowicz G, Allison W, Ellis J. Measurements of molecule diffusion on surfaces using neutron and helium spin echo.
The exact nature of the diffusion environment therefore plays a role in dictating the diffusion rate, since the formation energy of an adparticle is different for each type of surface feature as is described in the terrace-step-kink model.
At this point, it should be stressed that the sdVRC should not be used to describe diffusion on the cell membrane due to structural differences between membrane and cytoplasm, and the two-dimensional nature of such diffusion.
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