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DGT samplers are circular devices, therefore three-dimensional solute diffusion inside and into DGT devices can be reduced to a 2D-axisymmetric problem.
Using numerical simulation of diffusion inside diffusive gradients in thin films (DGT) samplers, we show that the effect of lateral diffusion inside the sampler on the solute flux into the sampler is a nonlinear function of the diffusion layer thickness and the physical sampling window size.
The slight difference in the DBL-related flux decrease between 1D and 3D diffusion in the order of a few percent effectively is a propagation of the effect of lateral diffusion inside the sampler to the diffusive regime outside.
The standard DGT equation (eq 1) implicitly corrects for the flux decrease induced by the diffusive boundary layer (DBL) and the flux increase due to lateral diffusion inside the DGT sampler as these effects tend to cancel each other under defined conditions.
The CO2-swollen microcellular HDPE support enhances molecule diffusion inside its structure significantly, facilitating heterogeneous catalytic reactions.
As a case study, we applied this method for modeling and prediction of water diffusion inside a CNT 6,66).
One of the limiting factors for oxygen diffusion inside HfO2 films can be Si incorporation in HfO 2 -based layers.
A short time predictive model for diffusion inside solids was selected to interpret the data with satisfactory accuracy.
The method of orthogonal collocation (OC) is used to convert the PDEs for the diffusion inside the particles into ODEs.
However, when water diffusion inside a living system is measured, it is often found that the diffusion process has directionality.
The model also includes mass transport of nitrate and nitrite species by diffusion inside the biofilm.
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