The Piezoelectric-Magnetoelastic Wave Propagation through the Conducting Plate in a Composite Medium (Short Papers)

Bhattacharyya, T.; Tsutsumi, M.; Kumagai, Naoya

doi:10.1109/tmtt.1976.1128822

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Piezoelectric-magnetoelastic Phenomena1

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1976

1981

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Cited by 3 publications

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“…Tsutsumi et al derived and solved the dispersion relationship for a GaYIG-ZnO combination, finding that the propagation characteristics were confined within a relatively narrow band (251). Bhattacharyya et al analyzed the behavior of piezoelectric-magnetoelastic composites with a conducting metal plate between them (252). Amplification of magnetoelastic waves in magnetic-piezoelectric semiconductors with an easy-plane magnetic anisotropy was considered by Gerus and Tarasenko (253).…”

Section: Piezoelectric-magnetoelastic Phenomenamentioning

confidence: 99%

Piezoelectricity

Lang

1976

Digest of Literature on Dielectrics Volume 40 1976

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Section: Piezoelectric-magnetoelastic Phenomenamentioning

confidence: 99%

Piezoelectricity

Lang

1976

Digest of Literature on Dielectrics Volume 40 1976

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Magnetoelastic Waves in Layered Planar Structures

Sodha

Srivastava

1981

Microwave Propagation in Ferrimagnetics

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Theory of vibrations of coated, thermopiezoelectric laminae

Dökmeci

1978

Journal of Mathematical Physics

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This study presents a theory for dynamic problems of coated laminae in which there is coupling between mechanical and electrical as well as thermal fields. The laminae is coated completely with perfectly conducting electrodes on both its faces, and it may comprise any number of bonded layers, each with a distinct but uniform thickness, curvature and electromechanical properties. First, a generalized variational theorem is derived so as to describe the complete set of the fundamental equations of thermopiezoelectricity. Next, by the use of this theorem, a system of two-dimensional, approximate governing equations of the coated laminae is constructed for the case when the mechanical displacement, electric potential, and temperature fields vary linearly across the laminae thickness. The effects of elastic stiffnesses of, and the interactions between, layers of the laminae and its electrodes are all taken into account. Also, the uniqueness of the governing equations is examined, and a theorem which includes the conditions sufficient for the uniqueness is given.

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The Piezoelectric-Magnetoelastic Wave Propagation through the Conducting Plate in a Composite Medium (Short Papers)

Cited by 3 publications

References 5 publications

Piezoelectricity

Piezoelectricity

Magnetoelastic Waves in Layered Planar Structures

Theory of vibrations of coated, thermopiezoelectric laminae

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