Homogenization of piezoelectric planar Willis materials undergoing antiplane shear
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Homogenization of piezoelectric planar Willis materials undergoing antiplane shearData de publicació
2021-10-09Editor
ElsevierCita bibliogràfica
MUHAFRA, Alan, et al. Homogenization of piezoelectric planar Willis materials undergoing antiplane shear. Wave Motion, 2022, vol. 108, p. 102833.Tipus de document
info:eu-repo/semantics/articleVersió
info:eu-repo/semantics/submittedVersionParaules clau / Matèries
Resum
Homogenization theories provide models that simplify the constitutive description of heterogeneous media while retaining their macroscopic features. These theories have shown how the governing fields can be macrosco ... [+]
Homogenization theories provide models that simplify the constitutive description of heterogeneous media while retaining their macroscopic features. These theories have shown how the governing fields can be macroscopically coupled, even if they are microscopically independent. A prominent example is the Willis theory which predicted the strain–momentum coupling in elastodynamic metamaterials. Recently, a theory that is based on the Green’s function method predicted analogous electro–momentum coupling in piezoelectric metamaterials. Here, we develop a simpler scheme for fibrous piezoelectric composites undergoing antiplane shear waves. We employ a source-driven approach that delivers a unique set of effective properties for arbitrary frequency–wavevector pairs. We numerically show how the resultant homogenized model recovers exactly the dispersion of free waves in the composite. We also compute the effective properties in the long-wavelength limit and off the dispersion curves, and show that the resultant model satisfy causality, reciprocity and energy conservation. By contrast, we show how equivalent models that neglect the electromomentum coupling violate these physical laws. [-]
Publicat a
Wave Motion, Vol. 108, January 2022Entitat finançadora
Israel Science Foundation, Israel Academy of Sciences and Humanities | United States-Israel Binational Science Foundation | Ministry of Science and Technology | Ramón y Cajal fellowship | Ministry of Science, Innovation and Universities
Codi del projecte o subvenció
2061/20 | 2014358 | 880011 | RYC-2016-21188 | RTI2018- 093921-A-C42
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© 2021 Elsevier B.V. All rights reserved.
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