ISSN 0869-6632 (Print)
ISSN 2542-1905 (Online)


For citation:

Bublikov K. V., Sadovnikov A. V., Konstantinova M. A., Sheshukova S. E. Transformation of eigenmodes spectrum of finite width multiferroic structure due to tuning of the gap between ferrite and ferroelectric layers. Izvestiya VUZ. Applied Nonlinear Dynamics, 2015, vol. 23, iss. 2, pp. 119-126. DOI: 10.18500/0869-6632-2015-23-2-119-126

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Russian
Article type: 
Article
UDC: 
537.613; 530.182; 622.4

Transformation of eigenmodes spectrum of finite width multiferroic structure due to tuning of the gap between ferrite and ferroelectric layers

Autors: 
Bublikov Konstantin Vladimirovich, Saratov State University
Sadovnikov Aleksandr Vladimirovich, Saratov State University
Konstantinova Marija Alekseevna, Saratov State University
Sheshukova Svetlana Evgenevna, Saratov State University
Abstract: 

We consider a layered multiferroic structure consists of laterally confined ferrite and ferroelectric layers. We study the influence of the air gap between the layers on properties of transverse modes of hybrid waves. By the solution of the electrodynamic problem with the finite element method we show that with increasing of distance between the ferrite and ferroelectric layer the coupling between the waves of these partial systems weakened. These results can be used to explain the experimental data obtained on the layered structure. In the fabrication process of such structures the air gap between the layers may appear. The artificial weakening of the interaction of waves is also useful for a detailed study of the impact of the phenomenon of hybridization on the separate transverse modes. 

Reference: 
  1. Schmid H. // Ferroelectrics. 1994. Vol. 162. P. 317.
  2. Nikitin A.A., Ustinov A.B., Semenov A.A., Kalinikos B.A. // Technical Physics Letters. 2014. Vol. 40, № 4. P. 277.
  3. Ustinov A.B., Kalinikos B.A. // Technical Physics Letters. 2014. Vol. 40, № 7. P. 568.
  4. Nikitin A.A., Ustinov A.B., Semenov A.A., Kalinikos B.A., Lahderanta E. // Applied Physics Letters. 2014. Vol. 104. P. 093513.
  5. Demidov V.E., Kalinikos B.A., Karmanenko S.F., Semenov A.A., Edenhofer P. // Technical Physics Letters. 2002. Vol. 28, № 6. P. 479.
  6. Gurevich A.G. Magnetic resonance in ferrites and antiferromagnets. Moscow: Nauka, 1973. 591 p. (In Russian).
  7. Long Y., Koshiba M. // IEEE Trans. 1989. Vol. 37, № 4. P. 680.
  8. Sadovnikov A.V., Bublikov K.V., Beginin E.N., Nikitov S.A. // Journal of Communications Technology and Electronics. 2014. № 9. P. 914.
  9. Verbitskaya T.N. Variconds. Moscow–Leningrad: State Energy Publishing, 1958. 65 p. (In Russian).
  10. Damon R.W., Eshbach J.R. // J. Phys. Chem. Solids. 1961. Vol. 19. P. 308.
  11. Bajpai S.N. // J. Appl. Phys. 1985. Vol. 52. P. 910.
  12. Demidov V.E., Kalinikos B.A. // Technical Physics Letters. 2000. Vol. 26, № 4. P. 272. 
Received: 
10.04.2015
Accepted: 
18.05.2015
Published: 
31.07.2015
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