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The heterogeneities of porous media are modeled by a simple power law, which describes the relationship between permeability and porosity.
The locally effective material properties of FGM in the thickness direction are estimated by a simple power law.
We show that, after proper architecture selection, guided by a simple power estimation method, these ΣΔMs are good candidates to achieve ADSL performances in coming CMOS processes.
The volume fractions of constituent materials composing the FG panels are assumed to be given by a simple power law distribution.
In the case of the FGM layer, volume fractions of ceramics and the metal distribution throughout the layer thickness are described by a simple power law.
The material properties are assumed to be temperature independent and graded only in the in-plane direction by a simple power law.
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By that, a simple power control mechanism is implemented and the energy is saved.
Stress relaxation in these formations is described by a simple power-law (in time) rheology.
The qualitative change in the direction of the estimation bias was predicted by a simple power-law model for size perception.
The volume fractions of the constitutive materials are determined by a simple power-law distribution, and material properties are assumed to be a linear rule of mixture.
It was found that the hardening for foam with 3 wt.% Mg cannot be described by a simple power-law function, while an asymptotic function is proposed for properly determination of the hardening behavior of foams.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com