Asymptotic Derivation of a Curved Piezoelectric Interface Model and Homogenization of Piezoelectric Composites

S.T. Gu; Qi Chang He; Vincent Pensée; J.Z. Zhou

doi:10.4028/www.scientific.net/AMR.47-50.575

Paper Titles

Fabrication of Poly(diphenylsilylenemethylene) Matrix Nanocomposite Thin Films by Laser Ablation
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Synthesis and Properties of Barium Strontium Titanate Thin Films on Copper Foils
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Carbon Foam with High Strength and High Thermal Conductivity Doped by Nano-Titanium
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Structure, Magnetic and Transport Properties of Mn_xGe_1-x
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Asymptotic Derivation of a Curved Piezoelectric Interface Model and Homogenization of Piezoelectric Composites
p.575

Microstructures and Magnetic Properties of Nanocomposite FePt Multilayer Films
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Microstructures and Magnetic Properties of Sputtered Expitaxial Co₃Pt/Pt Multilayer Films
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Effect of N₂ Partial Pressure on the Microstructure and Texture of MgO Films Deposited by Rf-Magnetron Sputtering
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Tensile and Fatigue Testings of Hybrid Al/APC-2 Nanocomposite Laminates at Elevated Temperature
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HomeAdvanced Materials ResearchAdvanced Materials Research Vols. 47-50Asymptotic Derivation of a Curved Piezoelectric...

Asymptotic Derivation of a Curved Piezoelectric Interface Model and Homogenization of Piezoelectric Composites

Abstract:

In this work, we derive a general piezoelectric interface model by using a coordinate-free asymptotic approach. Next, this interface model is applied to the homogenization of fibrous piezoelectric composites. The overall piezoelectric properties are calculated and compared to the ones obtained by using the three-phase model.