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The methodology developed herein, however, is not limited to the constant effective-stress condition.
The theoretical methodology developed herein can be applied to impurity diffusion in other hexagonal materials.
The general methodology developed herein is applicable to anyn-degree-of-freedom, strongly coupled cyclic system with two arbitrary and independent variations in system parameters that destroy the cyclic symmetry.
In whole, the methodology developed herein replaces an ad hoc procedure with a well-defined, systematic procedure that produces an optimal design subject to limited resources, implementation restrictions, and cost factors.
The proposed methodology developed herein uses HEC-RAS, a one-dimensional (1D) computer code for open surface water calculations, to iteratively estimate hydraulic profiles along drain channels in order to improve the aquifer/drain interaction process.
Given the fact that the methodology developed herein automatically extracts rules from existing data, the weaknesses described above can be overcome should the data become available.
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Both the methodologies developed herein, and the findings our results support, help advance our understanding of microbial ecology and dispersal mechanisms in natural environments.
The novel, simplified fabrication processes developed herein yield robust, reproducible fabrication methodologies for the further development of this new class of MRI contrast agents.
A quantitative approximate theory of this synchronization is developed herein.
A simple, more precise approach is developed herein.
A physically-based flux model is developed herein.
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