2001
DOI: 10.1243/1464419011544484
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An interaction model between flexible structures and piezoelements useful in multi-body modelling

Abstract: In this paper, a general procedure for the synthesis of a reduced dynamic model for the description of exible structures coupled with piezoelectric sensors and actuators is shown. The authors built an interaction modelling procedure, useful in mechanical system simulation (MSS) software, using a theoretical and nite element modelling (FEM) approach. By modifying and developing an existing modal synthesis method, which is used by most commercial software, a new mode component synthesis methodology was developed… Show more

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Cited by 2 publications
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“…The exible deformations, expressed in the body-xed coordinate system, are estimated through a displacement function u which is obtained through the product of space dependent functions and time dependent functions. The space dependent functions are the modal eigenvector represented by the modal matrices, and the time dependent functions are the generalized or modal coordinates [1,10,11]. Therefore, the following equation is used u(c, t)ˆU(c) ¢ q(t) ( 1 ) in which c is the point mass vector position, U is the shape function expressed in terms of displacement and rotation and q is the vector of the generalized coordinates.…”
Section: Modelling the Flexible Component Through A Modal Approachmentioning
confidence: 99%
“…The exible deformations, expressed in the body-xed coordinate system, are estimated through a displacement function u which is obtained through the product of space dependent functions and time dependent functions. The space dependent functions are the modal eigenvector represented by the modal matrices, and the time dependent functions are the generalized or modal coordinates [1,10,11]. Therefore, the following equation is used u(c, t)ˆU(c) ¢ q(t) ( 1 ) in which c is the point mass vector position, U is the shape function expressed in terms of displacement and rotation and q is the vector of the generalized coordinates.…”
Section: Modelling the Flexible Component Through A Modal Approachmentioning
confidence: 99%