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A nonlinear stiffening behavior of the elastic spring offers added advantage of re-centering mechanism.
Therefore, understanding the fracture behavior of the elastic dielectrics will provide useful information to the insulation designers.
Behavior of the elastic velocities during deforming of the rock depends on type of the future failure that, in turn, is defined by structure and properties of medium and characteristics of stress state σ 3/σ 1 and hydrostatic pressure.
The wave attenuation mechanism and the characteristic dynamic behavior of the elastic metamaterial are also studied from the energy point of view.
The protocol correctly indicated linear-to-nonlinear transitions of the elastic system, strain-independent linear behavior of the viscous system, and strain-hardening behavior of the elastic system in the nonlinear region.
The objective of the present study is to analyze the resonance frequencies of layered piezoelectric plates in contact with solid and fluid half-spaces and their relation to the dispersion behavior of the elastic guided wave propagation.
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Thus, the vibration and wave propagation behaviors of the elastic beam can be actively controlled by the periodically placed piezoelectric patches.
The design specification is to obtain better deformation behaviors of the elastic bodies, which is more than a global strain energy design.
In the context of the classical elasticity, the mechanical behavior of the noncylindrical elastic bars has been studied in many papers (see, e.g., Dryden (2007), Zupan and Saje (2006), You et al. (2002), and the references therein).
The compressive elastic modulus was then correlated with those of the biological properties and microstructures to understand the mechanism of variational behavior of the macroscopic elastic property.
The behavior of the shear elastic coefficient for different geometry arrays related to the angle of the cell is studied.
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