On the Gliding Vibrations of Piezoelectric Half-Space, when on the boundary surface a dielectric elastic layer with part-by-part constant elastic coefficient is fixed firmly

Abstract

In work the problem about the shift established fluctuations piezoelectric semi-infinite space (piezoelectric a class 6mm hexagonal symmetry) on which boundary surface it is attached dielectric a layer of small thickness with part by part constant elastic factor is considered. Fluctuations of environment are raised with the help of a linear source vibration the dielectric layer enclosed on a surface. Using a method integrated Fourier, the problem is reduced to decision Fredholm of the integrated equation of the second sort, the admitting decision by a method consecutive approximation. It is shown, that on a contact site of a dielectric layer and piezoelectric semi-infinite space pressure on a line of the unit dielectric has logarithmic feature. Are received asymptotic formulas for an induction of an electric field, electric potentials and movings of far points of a site of contact.

Authors and Affiliations

K. H. Sargsyan

Keywords

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  • EP ID EP606662
  • DOI -
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How To Cite

K. H. Sargsyan (2006). On the Gliding Vibrations of Piezoelectric Half-Space, when on the boundary surface a dielectric elastic layer with part-by-part constant elastic coefficient is fixed firmly. Հայաստանի գիտությունների ազգային ակադեմիայի տեղեկագիր․ Մեխանիկա, 59(3), -. https://europub.co.uk/articles/-A-606662