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A multi-phase effective medium approach was used to estimate effective conductivity.
The effective medium approach was validated in comparison with the FEM models.
A two-dimensional porous medium approach was successfully used to fit tracer breakthrough curves measured for a dipole experiment.
The effective medium approach was introduced to predict the conductivity of systems according to some previously defined mixing rules.
A model based on a one-dimensional dual porous medium approach was also successful, although the applied hydraulic dipole, with similar injection and extraction rates, suggests the existence of an extended two-dimensional flow field.
When canopy closure started, the turbid medium approach was unable to properly infer light partitioning because of the vertical structure of the canopy.
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From a scaled-model test, it is suggested that the CFD simulation based on the porous medium approach is generally acceptable.
A critical size theory based on the effective medium approach is proposed to identify the predominant factors determining TCs of composites and reconcile the inconsistency observed in experiments regarding the effect of functionalization.
These theoretical values of light sharing, based on the turbid medium approach, were thus estimated assuming that canopies were well-mixed.
The effective-medium approach is used to derive expressions for the thermal conductivity of concentrated, solid-in-liquid suspensions containing varying concentrations of a third component that adsorbs on the solid surface and acts as a steric stabilizer.
To address these goals, a medium transfer approach was adopted, and normal AL cells and mitochondrial DNA (mtDNA -depleted AL cells were used as mtDNA -depletedlls, whereAL AG1522 cells were used as the medium receptor cells.
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