An analysis of frequency spectrum of the convex piezoelectric resonator of thickness-shear vibrations

Proceedings of the Annual IEEE International Frequency Control Symposium

Volumn , Issue , 2002, Pages 141-144

  Nedorezov, S ^a   Shmaliy, O ^a   Shmaliy, Yu ^b   Weiss, K ^c   Tarasuk, O ^a  

^a Ukrainian State Engineering Pedagogical Academy   (Ukraine)

^b UNIVERSITY OF GUANAJUATO   (Mexico)

^c TELE AND RADIO RESEARCH INSTITUTE   (Poland)

Author keywords

Anharmonics; Crystal resonator; Electrode shape; Lateral excitation field

Indexed keywords

ELECTRODES; MATHEMATICAL MODELS; PERTURBATION TECHNIQUES; PLATES (STRUCTURAL COMPONENTS); VIBRATIONS (MECHANICAL);

FREQUENCY SPECTRUM;

CRYSTAL RESONATORS;

EID: 0036442322     PISSN: 01616404     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (7)

1. Yu.S. Shmaliy, "The modulational method of quartz crystal oscillator frequency stabilization", IEEE Trans. UFFC, vol. 45, no. 6, pp. 1476-1484, Nov. 1998.
2. D.S. Stevens and H.F. Tiersten, "Analysis of doubly-rotated contoured quartz crystal resonators", in Proc. 39 Ann. FCS, pp. 436-446, 1985.
3. th EFTF, 1998.
4. S.S. Nedorezov, O.Yu. Shmaliy, and Yu.S. Shmaliy, "Frequency spectrum of the lateral field excited convex piezoelectric resonator of thickness-shear vibrations", in Proc. EFTF, 2002 (to be published).
5. S.S. Nedorezov, E.A. Ganenko, T.V. Emeliyanova, Yu.S. Shmaliy, and K. Weiss, "Influence of the electrode boundary on the frequency spectrum of localized thickness-shear vibrations of the piezoelectric resonator", Proc. Int. Forum on Wave Electronics and Its Appl., St. Petersburg, Russia, pp.70-74, 2000.
6. H.F. Tiersten, B.J. Lwo and B. Dulmet, "Analysis of transversely varying thickness modes in trapped energy resonators with shallow contours", IEEE Int. FCS, pp. 172-183, 1994.
7. S.S. Nedorezov and E.A. Ganenko, "Frequency spectrum of the piezoelectric resonators", Proc. Int. Symp. on AFCSG, St. Petersburg, Russia, pp. 89-92, 1998.