Hybrid DC accurate charge amplifier for linear piezoelectric positioning

IFAC Proceedings Volumes (IFAC-PapersOnline)

Volumn 37, Issue 14, 2004, Pages 277-282

  Fleming, Andrew J ^a   Reza Moheimani, S O ^a  

^a UNIVERSITY OF NEWCASTLE   (Australia)

Author keywords

Amplifier; Charge; DC; Driver; Load; Piezoelectric; Source

Indexed keywords

AMPLIFIERS (ELECTRONIC); FEEDBACK; FREQUENCY RESPONSE; LOADING; PIEZOELECTRICITY;

CHARGE; CHARGE AMPLIFIERS; DRIVER; LOW FREQUENCY VOLTAGE; LOW-FREQUENCY; LOW-FREQUENCY RESPONSE; PIEZOELECTRIC; SOURCE;

FEEDBACK AMPLIFIERS;

EID: 85053940615     PISSN: 14746670     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1016/S1474-6670(17)31116-3     Document Type: Conference Paper

References (16)

1. Adriaens, H. J. M. T. A., W. L. de Koning and R. Banning (2000). Modeling piezoelectric actuators. IEEE/ASME transactions on mechatronics 5(4), 331-341.
2. Comstock, R. (1981). Charge control of piezoelectric actuators to reduce hysteresis effects. Japan Journal of Applied Physics, part 2 - Letters.
3. Croft, D., G. Shedd and S. Devasta (2000). Creep, hysteresis and vibration compensation for piezoactuators: Atomic force microscopy application. In: Proc. American Control Conference. Chicago, Illinois, pp. 2123-2128.
4. Cruz-Hernandez, J. M. and V. Hayward (2001). Phase control approach to hysteresis reduction. IEEE transactions on control systems technology 9(1), 17-26.
5. Dosch, J. J., D. J. Inman and E. Garcia (1992). A self-sensing piezoelectric actuator for collocated control. Journal of Intelligent Material Systems and Structures 3, 166-185.
6. Furutani, K., M. Urushibata and N. Mohri (1998). Improvement of control method for piezoelectric actuator by combining charge feedback with inverse transfer function compensation. In: Proc. IEEE International Conference on Robotics and Automation. Leuven, Belgium, pp. 1504-1509.
7. Ge, P. and M. Jouaneh (1996). Tracking control of a piezoelectric actuator. IEEE Transactions on control systems technology 4(3), 209-216.
8. Hagood, N. W., W. H. Chung and A. von Flotow (1990). Modelling of piezoelectric actuator dynamics for active structural control. Journal of Intelligent Material Systems and Structures 1, 327-354.
9. IEEE Standard on Piezoelectricity (1987). ANSI/IEEE standard 176-1987.
10. Jaffe, B., W. R. Cook and H. Jaffe (1971). Piezoelectric Ceramics. Academic Press. St. Louis, MO.
11. Kaizuka, H. and B. Siu (1988). Simple way to reduce hysteresis and creep when using piezoelectric actuators. Japan Journal of Applied Physics, part 2 - Letters 27(5), 773-776.
12. Main, J. A., E. Garcia and D. V. Newton (1995). Precision position control of piezoelectric actuators using charge feedback. Journal of Guidance, control, and dynamics 18(5), 1068-1073.
13. Mayergoyz, I. D. (1991). Mathematical Models of Hysteresis. Springer Verlag. New York.
14. Newcomb, C. V. and I. Flinn (1982). Improving the linearity of piezoelectric ceramic actuators. IEE Electronics Letters 18(11), 442-443.
15. Niezrecki, C. and H. H. Cudney (2001). Feasibility to control launch vehicle internal acoustics using piezoelectric actuators. Journal of Intelligent Material Systems and Structures 12, 647-660.
16. Stansfield, D. (1991). Underwater Electroacoustic Transducers. Bath University Press and Institute of Acoustics. Bath, UK.