Simplified thin film resonator model for high order filters application

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Андрій Ігорович Зазерін
Анатолій Тимофі́йович Орлов
А. В. Богдан

Abstract

The simplified model of thin film piezoelectric resonator based on multiloop equivalent circuits was developed and presented in this work. The model allows the straightforward integration of the resonator’s electrical behavior into the most of modern CAD systems as a part of complex devices and enables the precise evaluation of the output characteristics in a relatively wide frequency range that is especially significant for the modelling of high-order filters composed of thin film bulk acoustic resonators. The model verification was given including: 1) the analysis of the absolute input impedance frequency dependence in wide and narrow frequency ranges; 2) the model agreement examination using different active layer and electrodes materials. An important advantage of proposed solution is the decreasing of calculation time and improving of optimization efficiency of complex RF circuits with a large number of resonators. References 8, figures 12, tables 1.

Article Details

How to Cite
Зазерін, А. І., Орлов, А. Т., & Богдан, А. В. (2015). Simplified thin film resonator model for high order filters application. Electronics and Communications, 20(2). https://doi.org/10.20535/2312-1807.2015.20.2.47718
Section
Solid-state electronics

References

Nelson A. et al. (2011), A 22μW, 2.0GHz FBAR oscillator. IEEE Radio Frequency Integrated Circuits Symposium (RFIC). Baltimore, MD: IEEE, Pp. 1–4.

Yakimenko Y. et al. (2014), Film bulk acoustic resonator finite element model in active filter design. Proceedings of the 37th International Spring Seminar on Electronics Technology (ISSE). Dresden: IEEE, Pp. 486–490.

Hashimoto K. (2009), RF Bulk Acoustic Wave Filters for Communications. 1 edition. London: Artech House Publishers, P. 275.

Ruby R. et al. (2001), Ultra-miniature high-Q filters and duplexers using FBAR technology. IEEE Solid-state circuits international conference. Digest of Technical Papers. ISSCC.Pp.120–121.

Shea T.E. (1929), Transmission networks and wave filters. Princeton, N.J., D. Van Nostrand, P. 470.

Harris J.W., Stöcker H. (1988), Handbook of Mathematics and Computational Science. NewYork: Springer-Verilog, P.1028.

Poplavko Y.M., Pereverzeva L.P., Raevski I.P. (2009), Physics of Active Dielectrics. Rostov: Publishing of South Federal University. P.480.

Granderson J., Price P. (2012), Evaluation of the Predictive Accuracy of Five Whole Building Baseline Models. Lawrence Berkley National Laboratory.