Title :
Analysis of a few piezoelectric gyroscopes
Author :
Yang, J.S. ; Fang, H.Y. ; Jiang, Q.
Author_Institution :
Dept. of Eng. Mech., Nebraska Univ., Lincoln, NE, USA
Abstract :
One-dimensional equations for a piezoelectric ring, one-dimensional equations for a piezoelectric beam, and two-dimensional equations for piezoelectric shells are used in the study of a circular ring piezoelectric gyroscope in coupled extensional and flexural vibrations, a beam bimorph gyroscope in flexural vibrations, and a circular cylindrical shell gyroscope in radial and torsional vibrations. Analytical analyses are performed. Free and forced vibration solutions are obtained. Resonant frequencies, voltage sensing signals and their dependence on the driving frequency, rotation rate, impedance of the output circuit and material damping are examined. The results obtained are fundamental to the understanding of these gyroscopes and are useful in their design optimization
Keywords :
Coriolis force; bending; damping; gyroscopes; piezoelectric transducers; vibrations; Coriolis force; beam bimorph gyroscope; circular cylindrical shell gyroscope; circular ring gyroscope; coupled vibrations; design optimization; driving frequency; extensional vibrations; flexural vibrations; forced vibration solutions; free vibration solutions; material damping; one-dimensional equations; output circuit impedance; piezoelectric beam; piezoelectric gyroscopes; piezoelectric ring; piezoelectric shells; polarized ceramics; radial vibrations; resonant frequencies; rotation rate; torsional vibrations; two-dimensional equations; voltage sensing signals; Damping; Design optimization; Equations; Gyroscopes; Impedance; Optical coupling; Performance analysis; RLC circuits; Resonant frequency; Voltage;
Conference_Titel :
Frequency Control Symposium and Exhibition, 2000. Proceedings of the 2000 IEEE/EIA International
Conference_Location :
Kansas City, MO
Print_ISBN :
0-7803-5838-4
DOI :
10.1109/FREQ.2000.887333