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A two-compartment model, considering diffusional anisotropy was selected for water diffusion analysis.
To compare the significance of the two-compartment model, considering diffusional anisotropy with conventional diffusion analyzing methods regarding the detection of occult changes in normal-appearing white matter (NAWM) of multiple sclerosis (MS).
The purpose of this study is to compare the significance of the two-compartment model considering diffusional anisotropy obtained by this proposed method with conventional diffusion analysis regarding the detection of occult changes in NAWM of MS patients.
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Diffusion parameters based on the two-compartment model of water diffusion considering diffusional anisotropy was calculated by a proposed method.
The developed model considers the diffusional surface profile evolution of nonlinear grooved and coarsened regime, which is driven by the strain energy relaxation and is not constrained by any ad hoc assumptions concerning possible surface morphology.
Since this model does not consider diffusional or spatial distribution effects, this is a lumped component model.
My Buffett model considers that exceptional.
In this study, first order model, diffusional model and Singh model were tried to fit the experimental data obtained from the batch degradation of textile dye wastewater using Pleurotus floridanus.
The data obtained from the batch study were fitted to first order model, diffusional model and Singh model and it was shown in Figs. 14, 15 and 16, respectively.
This was less than predicted by the sophisticated model developed by Thijssen et al. (2012) that considers also diffusional displacements of the radionuclides inside the carriers.
Only additive model was considered.
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