Sentence examples for medium approximation method from inspiring English sources

A rigorous technique, using the effective medium approximation method, is applied, utilizing unconstrained thermal strains of the individual phases which are determined experimentally.

The differential effective medium approximation, the finite element method, and the generalized method of cells (GMC) are investigated with regard to their suitability as homogenizers in the RCM.

We also compare the results to analytical homogenization methods, i.e. the Maxwell Garnett type effective medium approximation (MG-EMA) and the Mori–Tanaka method; the first method accounts for the interface conductance.

The problem of parameter inversion in an inhomogeneous medium was studied and a generalized ray approximation method to inverse the 2-D medium parameters is introduced in this paper.

This implies that the previous analytical methods (effective medium approximation, differential scheme, Mori Tanaka approach and so forth) can be valid at most up to O f3) for macroscopically isotropic composites.

We also calculated the dispersion diagram of light in the AgMy sheet using the FDTD method with the effective medium approximation model (Fig. S5).

(a) Electrical field distribution at the metal substrate calculated using the FDTD method with the effective medium approximation model for the metamaterials on a Ag substrate by exciting with a 30-nm point dipole located 10 nm from the metal substrate.

Our 3D finite element model reveals that Maxwell Garnett type effective medium approximation (MG-EMA) and the Mori–Tanaka method cannot be considered as accurate modeling approaches to predict the thermal conductivity of nanocomposite materials.

The wavelength and intensities of the split peaks depend on the number of layers, and the experimental results were well reproduced by the calculation of the Transfer-Matrix method by employing the effective medium approximation.

Various theoretical approaches have been proposed to calculate the optical response from spherical as well as non-spherical metal nanoparticles, including simple effective medium approximation (EMA) theory and sophisticated theory using multipole expansion method such as GRANFILM.

In this paper an approximation method is developed to solve problems of two-phase flow in a porous medium under global uncertainty.