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High frequency wave propagation on overhead conductors has been evaluated by TL (transmission line) approach.
We study the low frequency wave propagation behavior of sandwich beams containing periodically embedded internal resonators.
A damage index (DI) approach for damage detection and localization based on high frequency wave propagation data and low frequency vibration measurements is presented.
The adherands are formulated as shear deformable beams using the first order shear deformation theory (FSDT) to obtain accurate results for high frequency wave propagation.
The computational model of the high-latitude ionosphere with irregularities oriented to application for the high frequency wave propagation problem was elaborated (Zaalov et al., 2005).
The simulation of the vertical ionograms in the polar cap region uses a computational model designed to overcome the high frequency wave propagation problem in high latitude of the Earth.
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Geometrical optics is a standard technique used for the approximation of high-frequency wave propagation.
The numerical approximation of high-frequency wave propagation in inhomogeneous media is a challenging problem.
This belongs to the category of computing middle-frequency wave propagation, where neither asymptotic nor direct methods can be directly used with both efficiency and accuracy.
It is shown that for problems involving high-frequency wave propagation, the macroscopic stress predicted by the theory differs significantly from classical homogenized stress definitions.
In traditional pulse transit time flow meter, inconsistency of ultrasonic transducers leads to measurement error and plane wave theory, bases of transit time flow meter, is valuable only for low-frequency wave propagation in inviscid fluid and will lose feasibility when fluid viscosity is considered.
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