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Asymptotic homogenization of laminated piezocomposite materials - MaRDI portal

Asymptotic homogenization of laminated piezocomposite materials (Q1282642)

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scientific article; zbMATH DE number 1274476
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Asymptotic homogenization of laminated piezocomposite materials
scientific article; zbMATH DE number 1274476

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    Asymptotic homogenization of laminated piezocomposite materials (English)
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    10 February 2000
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    The objective is to apply the technique of asymptotic homogenization to determine the effective elastic, piezoelectric and dielectric moduli of a laminated piezocomposite medium with a periodic structure. We calculate explicitly overall effective characteristics for three examples of such layered media. For the particular case of a binary layered medium, connected in parallel with transversely isotropic constituents, such formulae transform exactly to the formulae for effective constants known from the literature. Finally, we apply these results to a piezocomposite material and obtain new piezoelectric materials with better global properties for hydrophone applications.
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    effective moduli
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    medium with periodic structure
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    binary layered medium
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