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The propagation and localization of Rayleigh waves in piezoelectric phononic crystals may be controlled by properly designing some structural parameters.
In this paper, the propagation and localization of Rayleigh waves in disordered piezoelectric phononic crystals with material 6 mm are studied taking the electromechanical coupling into account.
Considering the effect of mechanic electric coupling, the propagation and localization of plane elastic waves in disordered periodic layered piezoelectric composite structures are studied.
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For the graphene-nonlinear dielectric multilayer structure, the propagation and localization properties of graphene plasmons were explored, and the exact dispersion relations for TM surface plasmons of a graphene parallel plate waveguide were obtained [11].
The characters of wave propagation and localization are very different for different sorts of piezocomposites or different structural sizes, and even for same sorts of piezocomposites and same structural sizes the characters of wave propagation and localization are also very different for different non-dimensional wavenumbers.
Photonics is one of the most important areas of physics that mainly deals with the control of light propagation and localization through its interaction with natural and artificially engineered media.
We may design different piezocomposites or adjust the structural sizes to control the characters of wave propagation and localization.
The behavior of wave propagation and localization in disordered periodic piezoelectric beams can be altered by tuning different structural parameters.
The behavior of the wave propagation and localization in random disordered beams can be altered by tuning different inserting position.
In order to build sustainable structures, the study of mechanical behavior must integrate with local phenomena, e.g. fracture propagation and localization zone.
The propagation and localization length are remarkably affected by adjusting nonlinear permittivities.
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