2020
DOI: 10.1177/0954406220911075
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Nonlinear vibration of a nanocomposite laminated piezoelectric trapezoidal actuator in subsonic airflow under combined electrical and forcing excitations

Abstract: The nonlinear dynamic and vibration behaviors of a cantilevered carbon nanotube-reinforced composite trapezoidal plate with two surface-bonded piezoelectric layers as an actuator in micro air vehicles are considered in this article. The plate is reinforced by single-walled carbon nanotubes and is exposed to subsonic airflow under combined parametric and external excitations. The large deflection von Karman plate assumptions and the classical laminated plate theory are applied to derive the governing equations … Show more

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Cited by 7 publications
(5 citation statements)
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“…The two-degrees-of-freedom non-dimensional governing differential equations of the transverse motion of the laminated trapezoidal plate (in Figure 1(b)), with cubic nonlinearities due to large deflection and subjected to parametric and external excitations, and aerodynamic pressure were obtained by Noroozi and Bakhtiari-Nejad. 43 …”
Section: Governing Equations Of Motionmentioning
confidence: 99%
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“…The two-degrees-of-freedom non-dimensional governing differential equations of the transverse motion of the laminated trapezoidal plate (in Figure 1(b)), with cubic nonlinearities due to large deflection and subjected to parametric and external excitations, and aerodynamic pressure were obtained by Noroozi and Bakhtiari-Nejad. 43 …”
Section: Governing Equations Of Motionmentioning
confidence: 99%
“…The subsonic airflow with density ρ and velocity U is over the top side of the plate, so the trapezoidal plate is subjected to the aerodynamic pressure ΔP which can be modeled based on Bernoulli’s equations by the linear potential flow theory and it is expressed as 43,46 …”
Section: Governing Equations Of Motionmentioning
confidence: 99%
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“…The articles with multi-physics structural mechanics include electromechanical coupling [Mitura and Warminski, Zhang et al, Rocha et al] [18][19][20] electro-fluid-structural coupling [Karlicic et al, Noroozi and Bakhtiari-Nejad] 21,22 and thermomechanical coupling Iarriccio et al 23 Electromechanical coupling for control has been performed in [Mitura and Warminski, Zhang et al] 18,19 . Mitura and Warminski 18 in a beam with inertia and geometric nonlinearities electromechanically coupled nonlinearly with a controller, applied active vibration control with a nonlinear saturation algorithm whereas the impact of hysteresis of the piezoelectric system is considered.…”
mentioning
confidence: 99%