Nano Science and Technology Institute - NSTI  
Nano Science and Technology Institute   Home | Subscribe | Site Map  
  ABOUT | COURSES | EVENTS | PUBLICATIONS | LEADERSHIP | OUTREACH | NEWS | PRESS | JOBS | Nanotechnology Solutions
px
px fade_top
Publications
Nanotech 2007 CDROM
Nanotech 2006 CDROM
Nanotech 2005 CDROM
Nanotech 2004 CDROM
3 CDROM Special Offer
Nanotech 2007 Vol. 1
Nanotech 2007 Vol. 2
Nanotech 2007 Vol. 3
Nanotech 2007 Vol. 4
Nanotech 2006 Vol. 1
Nanotech 2006 Vol. 2
Nanotech 2006 Vol. 3
Nanotech 2005 Vol. 1
Nanotech 2005 Vol. 2
Nanotech 2005 Vol. 3
WCM 2005
Nanotech 2004 Vol. 1
Nanotech 2004 Vol. 2
Nanotech 2004 Vol. 3
Nanotech 2003 Vol. 1
Nanotech 2003 Vol. 2
Nanotech 2003 Vol. 3
Nanotech 2002 Vol. 1
Nanotech 2002 Vol. 2
Nanotech 2001 Vol. 1
Nanotech 2001 Vol. 2
MSM 2000
MSM 99
MSM 98
Index of Authors
Index of Keywords
Index of Affiliations
Library Request Form
Shopping Cart
Order Form
 
Publications Publications
Nanotech 2004 Vol. 2
p
 
Technical Proceedings of the 2004 NSTI Nanotechnology Conference and Trade Show, Volume 2
Nanotech 2004 Vol. 2
Technical Proceedings of the 2004 NSTI Nanotechnology Conference and Trade Show, Volume 2
 
Chapter 6: MEMS Modeling
 

Identification of Anisoelasticity and Nonproportional Damping in MEMS Gyroscopes

Authors:A.S. Phani and A.A. Seshia
Affilation:University of Cambridge, UK
Pages:343 - 346
Keywords:MEMS gyroscopes, nonproportional damping, anisoelasticity, modal coupling
Abstract:A novel approach to identify nonproportional damping and structural anisoelasticities in vibratory MEMS gyroscopes is proposed in this paper. The proposed identification method is based on measured vibration data in the form of frequency response functions (FRFs.) A new identification method, called the matrix perturbation method, is proposed to identify nonproportional damping from the measured FRFs. This method is based on a perturbation expansion of the FRF matrix of the nonproportionally damped system in terms of the FRF matrix of the proportionally damped system. A closed form expression for the off-diagonal modal damping matrix is obtained based on the perturbation theory. The mass and stiffness matrices required by this method are obtained using the instrumental variable (IV) method, proposed by Fritzen, which is also used to identify the structural anisoelasticities.
ISBN:0-9728422-8-4
Pages:519
Hardcopy:$150.00
Special:3 CD Set — 15% off with Free Shipping
 
Order:Mail/Fax Form
Up
Upcoming Events
Nanotech 2008
Cleantech 2008
BioNano 2008
TechConnect Summit
nanoPRwire™
nanoPRwire
News Headlines
nano World news
 
 
 
 
px
© Nano Science and Technology Institute     About NSTI | Terms of Use | Privacy Policy | Contact