Models Based On A Statistical-thermodynamics Analogy For The Computation Of Varying Diffusivity Tensors And Integration Of The Diffusion Equation
Price
Free (open access)
Transaction
Volume
16
Pages
11
Published
1996
Size
1,405 kb
Paper DOI
10.2495/ENV960071
Copyright
WIT Press
Author(s)
C. Dejak, R. Pastres, G. Pecenik, I. Polenghi & C. Solidoro
Abstract
The possibility is discussed of estimating space and time varying eddy diffusivities tensors based on numerically computed velocity fields of a waterbody. Valid results, are obtained with an approach derived from statistical thermodynamics analogies, which make to correspond the mean free path to the dimension of tidal vortexes Through the computation of the Lagrangian time scale, the possibility is also shown, to integrate the shear stress with a Fickian equation. Shear stress is evaluated through a modified von Karman formulation. Additional approaches are also prospected in the determination of diffusivity tensors components.
Keywords