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The flow characteristics and transport behavior of tracers were interpreted using a numerical compartment model for dispersion.
The present study proposes a steady-state mathematical model for dispersion of contaminants in low winds that takes into account the along-wind diffusion.
This general principle results in a new two-dimensional, continuum model for dispersion in the fluid flowing through a packed bed.
The present study proposes a steady-state mathematical model for dispersion of contaminants in low winds that takes into account the along-wind diffusion, but it does not consider the variable wind direction typical of low wind.
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The methodology establishes the required scale bridging in multiscale modeling for dispersion and transmission analyses, enabling rapid design and prototyping of local resonance metamaterials.
Overall, this work suggests that volume averaging can potentially be used as an alternative to inverse modeling for dispersion in homogeneous porous media.
In addition, I present the main data and findings from a comprehensive test campaign and adapt van der Put's stress dispersion model for stress dispersion in directions parallel and perpendicular to grain.
The permeability was analyzed according to performance models for dispersions of platelet-like fillers proposed by Cussler and Nielson.
For characterizing the dispersing process and deriving an enhanced model for the dispersion kinetic the stress intensity and the number of stress events in different dispersing machines were investigated.
We examined the distribution of the residuals of the model for equal dispersion around the line of best fit to assess the effect of the boundary values of 0 and 100 on the model.
If (p = 1), (m > 0), it is used as a nonlinear model for the dispersion of animals and insects (see [3]).
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