Response of Sensitive Device of Piozoresistive Accelerometer to Load

Article Preview

Abstract:

The sensitive characteristics of sensitive device which was closely related to the mechanical properties of its micro elastic cantilever play a role in analysing the performance of piezoresistive accelerometer. To make a research on the response of the system to load, the deformation model of micro elastic cantilever of sensitive device belongs to piezoresistive accelerometer was built based on the method of system identification in this article to analyze their mechanical properties under static external load, the deformation equation was deduced and the quasi-dynamic deformation model of micro cantilever was obtained according to the principle that displacement was directly proportional to load. The conclusion could be used for evaluating the dynamic behavior of structure on virtual operation which would provide reference for optimization design of micro structures.

You might also be interested in these eBooks

Info:

Periodical:

Pages:

252-256

Citation:

Online since:

October 2012

Authors:

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2012 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] John Hendershot. Weapon Fuzing/Safety & Arming Programs Overview [C]. NDIA 47th Annual Fuze Conference. USA: NDIA, (2003).

Google Scholar

[2] Liu Jing, Shi Geng-chen. Microelectromechanical System(MEMS)Technology and Its Application in Fuzes. Modern Fuze[J]. 1997(3): 20-26.

Google Scholar

[3] ZHANG Jing-hua, SHI Geng-chen, SUI Li. Design of Micro-mechanical Piezoresistive Accelerometer System for Fuze[J]. Journal of the Academy of Equipment Command & Technology, 2005, (16): 82-86.

Google Scholar

[4] Cao Cheng-mao, Zhang He, Ding Li-bo. Research of MEMS Technique Applied in the Fuze. Measurement and Control Technology[J]. 2004(10): 6-7.

Google Scholar

[5] Romanowicz B. Methodology for the modeling and simulations of Microsystems[D]. USA: ETH Lausanne PhD Thesis, July, (1997).

Google Scholar

[6] J. A. Walraven, Failure Analysis Issues in Microelectrome-chanical Systems[J]. Microelectronics Reliability, 2005(45): 1750-1757.

DOI: 10.1016/j.microrel.2005.07.088

Google Scholar

[7] WANG Wei, HAO Yan. Design and analysis of a two-end fixed beam structure of piezoresistive accelerometer. Journal of Transducer Technology[J]. 2003(20): 30-32.

Google Scholar

[8] XU Peng, ZU Jing, LIN Zu-sen. Mechanical analysis of micro accelerometers. Journal of Transducer Technology [J]. 2002(21): 62-63.

Google Scholar

[9] JI Guo-shun, ZHANG Yong-kang. Study of the technology of modeling and simulation of MEMS. Optics and Precision Engineerin[J]. 2002(6): 626-630.

Google Scholar

[10] Wang Xiu-feng, Lu Gui-zhang. Modeling and Identification of System[M]. Beijing: Electronic Industry Press, (2004).

Google Scholar

[11] Liu Jing-wan. Application of Minimum Diplo-Multiply Method in System Identification. Journal of Beijing Institute of Civil Engineering and Architecture[J]. 2004 (3): 17-20.

Google Scholar

[12] Li Peng-bo, Hu De-wen. Basis of System Identification [M]. Beijing: China Water Resources and Hydropower Press, (2006).

Google Scholar

[13] Lu Gui-zhang, Zhao xin. Modeling, Simulation & visualization in MEMS Design. Beijing: Science Press, (2010).

Google Scholar