Advances in piezoelectric finite element modeling of adaptive structural elements: a survey

By A. Benjeddou. 2000

700 citations recorded by the source corpus.

Subfields: Aerospace Engineering, Civil and Structural Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/c328a8bdbcdac21acc0290ed02bb5393bfb5fff0

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In Aerospace Engineering

In Civil and Structural Engineering

In Mechanics of Materials

Citations in the corpus

Hybrid Active-Passive Damping Treatments Using Viscoelastic and Piezoelectric Materials: Review and Assessment (2002, methodology): “For that, the unified sandwich/multilayer beam FE model, presented in Trindade, Benjeddou, and Ohayon (2001a), together with the ADF viscoelastic model, are used to build state space models for beams partially covered by ACL, APCL, AC/PCL and AC/PSOL hybrid damping treatments.”
A unified formulation for finite element analysis of piezoelectric adaptive plates (2006, background): “In order to anticipate the behavior of smart structures embedding piezoelectric materials and prevent failure mechanisms, an accurate description of the mechanical and electrical fields in the layers is essential, see [1–3].”
New finite elements with embedded strong discontinuities for the modeling of failure in electromechanical coupled solids (2011, methodology): “A survey of numerical studies for geometrically linear piezoelectric systems is given in Benjeddou [13] with a recent emphasis to develop invariant formulations in Schröder and Gross [54].”
Optimization Criteria for Optimal Placement of Piezoelectric Sensors and Actuators on a Smart Structure: A Technical Review (2010, background): “These developments have been well documented in various topical reviews (Rao and Sunar, 1994; Benjeddou, 2000; Tauchert et al., 2000; Fripp and Atalla, 2001; Alkhatib and Golnaraghi, 2003; Garg and Anderson, 2003; Bars et al., 2006; Kandagal and Venkatraman, 2006; Song et al., 2006).”
Further remarks on the effect of multiple spectral values on the dynamics of time-delay systems. Application to the control of a mechanical system (2017, methodology): “…Element Modelling (FEM) is a numerical method that approximates the displacement ﬁeld with a displacement vector of ﬁnite dimension, denoted q ∈ R n dof , containing as many components as needed to describe the displacement ﬁeld in the 3D space, for both mechanical and electrical variables [30].”
Vibrations of an elastic structure with shunted piezoelectric patches: efficient finite element formulation and electromechanical coupling coefficients (2009, background): “For more references, one can refer to the following review articles [11–13].”