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The electromechanical coupling behavior in piezoelectric polymers strongly depends on their morphology.
Superior ME coupling behavior in the core-shell material is due to better connectivity between the ferroelectric and magnetic phases.
However, the electromechanical coupling behavior in seashells may also have significant effects on its outstanding mechanical performance.
This paper describes a study of the electromechanical coupling behavior in green abalone shell, whose structure has been abundantly studied previously.
We find that there is magneto-mechanical coupling behavior in the nanotube properties which can be tailored by the degree of radial deformation and the type of defect.
The derived analytical solutions of crack will not only play an important role in understanding the phonon phason coupling behavior in quasicrystals, but also serve as benchmarks for future numerical studies and simplified analyses.
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The proposed analytical solutions presented here compare well with field observations as well as with results from numerical analysis using distinct element method which can adequately simulate the hydro-mechanically coupled behavior of joints in a rock mass.
The newly developed adsorption isotherm is able to analyze simultaneously stresses, concentrations and their coupling behaviors in grains and GBs.
In this work, by means of the magnetic-field-assisted scanning probe microscopy connected with an external ferroelectric tester, we systematically investigate the local magnetoelectric coupling behaviors in the multiferroic La-doped BiFeO3 polycrystalline thin films.
We present the governing equations for the electromechanically coupled behavior of dielectric elastomers in a thermodynamic framework and discuss the attendant finite-element formulation and implementation, using a commercial finite-element code.
In particular, while both the substrate and the reinforcement springs are assumed linear-elastic, nonlinear constitutive laws are accounted for the interface springs where, in addition, a coupled behavior between normal and shear springs is assumed considering the Mohr-Coulomb failure domain.
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