Abstract
Scale factor nonlinearity is one of the main errors of MEMS gyroscopes. The paper firstly analyzes the operating principle of MEMS gyroscopes, and presents the commonly used model in calibration process. It is proved that calibrating the gyroscope scale factor in segments will result in higher fitting accuracy. Since it is difficult to determine the inverse function of a higher order function in microprocessor, this paper has developed a new calibration model, including the selection of suitable segment points based on the fitting residual error. The paper further analyses and compensates for the temperature effect on scale factor due to its sever influences. The enhanced model with the proposed temperature compensation has further improved the fitting accuracy significantly.
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References
Annovazzi-Lodi V, Merlo S (1999) Mechanical-thermal noise in micromachined gyros. Microelectron J 30:1227–1230
Fang J, Li J (2009) Integrated model and compensation of thermal errors of silicon microelectromechanical gyroscope. IEEE Trans Instrum Meas 58:2923–2930
Guo Z, Cheng F, Li B, Cao L, Lu C, Song K (2015) Research development of silicon MEMS gyroscopes: a review. Microsyst Technol 21:2053–2066
IEEE Aerospace and Electronic Systems Society (2004) IEEE standard specification format guide and test procedure for Coriolis vibratory gyros. Technical Report 952-1997
Kim D, M’Closkey R (2013) Spectral analysis of vibratory gyro noise. IEEE Sens J 13:4361–4374
Li J, Du M (2010) Fuzzy modeling and compensation of scale factor for MEMS gyroscope. In: International conference on digital manufacturing and automation, pp 766–771
Li J, Fang J, Sheng W (2007) Error analysis and integrated compensation of scale factor for MEMS gyroscope. J Beijing Univ Aeronaut Astronaut 33:1064–1081
Liu G, Wang A, Jiang T, Jiao J, Jang J-B (2008) Effects of environmental temperature on the performance of a micromachined gyroscope. Microsyst Technol 14:199–204
Skvortzov V, Cho Y, Lee B, Song C (2004) Development of a gyro test system at Samsung Advanced Institute of Technology. In: Position Location and Navigation Symposium, pp 133–142
Tang Q, Wang X, Yang Q, Liu C (2014) An improved scale factor calibration model of MEMS gyroscopes. In: IEEE I2MTC, pp 752–755
Vaccaro R, Zaki A (2012) Statistical modelling of rate gyros. IEEE Trans Instrum Meas 61:673–684
Xia G, Wang S, Yang B (2009) Research and test on silicon micro-gyroscope temperature characteristics. Meas Control Technol 28:9–13
Yoon S, Lee S, Najafi K (2012) Vibration-induced errors in MEMS tuning fork gyroscopes. Sens Actuators A 180:32–44
Zhang Z, Xia J, Cai C (2008) Engineering realization of calibrating FOG’s scale factor in segments. J Chin Inert Technol 16:99–103
Acknowledgments
The work was supported by Support Program of National Ministry of Education of China (No. 625010110) and National Natural Science Foundation of China (No. 61179043).
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Tang, Q., Wang, X. & Yang, Q. Scale factor model analysis of MEMS gyroscopes. Microsyst Technol 23, 1215–1219 (2017). https://doi.org/10.1007/s00542-016-2825-3
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DOI: https://doi.org/10.1007/s00542-016-2825-3