Active vibration control of functionally graded piezoelectric material plate

Li, Jinqiang; Xue, Yu; Li, Fengming; Narita, Yoshihiro

doi:10.1016/j.compstruct.2018.09.053

Cited by 92 publications

(25 citation statements)

References 26 publications

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“…Also, it should be pointed out that the proposed model can be used once it is aimed to control the amplitude of any arbitrary system's fluctuation. Indeed, the magnetically responsive constitutive behaviors of such smart composites empower the designer to make the best gain from the tunable rheological features of such materials to control the vibration amplitude of the system without using any other controller, as reported in the open literature [63][64][65].…”

Section: Ementioning

confidence: 99%

Corrigendum to “Magnetorheological elastomer composites: Modeling and dynamic finite element analysis” [Compos. Struct. 254 (2020) 112881]

Yarali

Farajzadeh

Noroozi

et al. 2021

Composite Structures

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Magnetorheological elastomers (MREs) are polymers reinforced by ferromagnetic particles that show magnetic dependent behavior. Mixing MREs with reinforcing fibers can create a new class of material socalled "MRE composites, MRECs" with additional functionalities and properties. Here, using a Generalized Maxwell model, we proposed a new magnetic-dependent rheological model by considering the hysteresis phenomenon for MREs to predict the dynamic damping responses of MREC plates reinforced by fibers in the frequency domain. We also investigated the influence of magnetic flux intensity, the volume fraction of the fiber, the orientation angle of the fibers, the number of layers, as well as the fiber-to-matrix stiffness ratio on the natural frequency, loss factor, and mode shapes of MRECs plates. Our results suggest that homogenously increasing the elastic properties of the MRECs through the spatial distribution of fibers and changing the fiber-to-matrix stiffness ratio can effectively tailor the dynamic properties of MRECs. Tailoring these properties can provide additional freedom for the fabrication of 4D-printed MRE-based composites.

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Section: Ementioning

confidence: 99%

Corrigendum to “Magnetorheological elastomer composites: Modeling and dynamic finite element analysis” [Compos. Struct. 254 (2020) 112881]

Yarali

Farajzadeh

Noroozi

et al. 2021

Composite Structures

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show abstract

“…The Transformation matrices T 1 , T 2 appearing in Eq. (27) are given by in which O 3 and O 6 are (3 × 3) and (6 × 6) null matrices, respectively. Assembling the element equations in the corresponding manner results in global equations of motion given by…”

Section: Fe Model Of Acld Skew Platementioning

confidence: 99%

“…Selim et al [26] reported the control of FG graphene nanoplatelets reinforced plates using HSDT with integrated piezoelectric layers. Recently, Li et al [27] investigated the damping response of FG piezoelectric plates composed of smart piezo layers using the Hamiltonian and Rayleigh ritz mechanics. Vinyas [28] carried out the vibration damping analysis of skew magneto electro-elastic plates using FSDT.…”

Section: Introductionmentioning

confidence: 99%

Smart damping of skew composite plates using Murakami zig-zag function

Khan

Kumar

2021

SN Appl. Sci.

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The present work is aimed at deriving a finite element model for active constraining layer damping treatment (ACLD) of layered skew plates by incorporating zig-zag behaviour using a Murakami zig-zag function (MZZF). The ACLD in skew patch form comprises of 1–3 PZC material and viscoelastic material in the layer form placed on substrate skew plate. The overall skew substrate ACLD system deformation kinematics are derived using MZZF and the equations of motion for the same are derived by virtual work method. A MATLAB subroutine for the overall skew plate ACLD system has been developed to present the closed loop frequency responses by successful implementation of closed-loop feedback system. The substrate skew plates with different lamination schemes namely symmetric/antisymmetric cross-ply and antisymmetric angle-ply are considered to assess the damping behavior of the skew plates undergoing ACLD. Also, the piezo-fiber angle (obliquely reinforced) variation of the PZC layer on the damping responses of the skew plates have been thoroughly examined.

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“…The functional gradient plate structures composed by a variety of materials combine the excellent performance of a variety of component materials, so the functional gradient plates are important in the fields of aerospace, transportation engineering, construction and other fields. The interference of the plate structures is taken from external conditions in the process of work, and many mechanical behaviors such as bending and vibration, so many scholars have made a lot of research on the mechanical behaviors of the plates and have achieved rich research results [10][11][12][13][14][15][16]. Mao [17] investigated the modal perfor-mance of a sandwich composite plate and provided a new design idea for dynamic behaviors of sandwich plates.…”

Section: Introductionmentioning

confidence: 99%

Static Bending and Vibration Analysis of a Rectangular Functionally Gradient Piezoelectric Plate on an Elastic Foundation

Wei

Yao

2022

Applied Sciences

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In this paper, a functionally graded piezoelectric plate on an elastic foundation composed of two different piezoelectric materials bonded together in the form of plate is studied, and its static bending and fundamental frequencies are analyzed. First, based on Kirchhoff plate theory and the Hamilton principle, the governing equations and corresponding boundary conditions of the model are derived, and then the equations are discretized and solved by the differential quadrature method (DQM). Finally, the effects of physical parameters such as length-to-height ratio, length-to-width ratio, material graded index, foundation stiffness coefficient, temperature change value and external voltage value on static bending deflection, and fundamental frequency value of the functionally graded piezoelectric plate with four sides simply supported are discussed. The calculated results are in good agreement with those in the literature. The data results show that the increase in the elastic foundation stiffness coefficient will increase the equivalent stiffness of the plate. In the process of work, due to the equivalent pressure value generated by the influence of the external voltage, it will lead to unstable phenomena.

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Active vibration control of functionally graded piezoelectric material plate

Cited by 92 publications

References 26 publications

Corrigendum to “Magnetorheological elastomer composites: Modeling and dynamic finite element analysis” [Compos. Struct. 254 (2020) 112881]

Corrigendum to “Magnetorheological elastomer composites: Modeling and dynamic finite element analysis” [Compos. Struct. 254 (2020) 112881]

Smart damping of skew composite plates using Murakami zig-zag function

Static Bending and Vibration Analysis of a Rectangular Functionally Gradient Piezoelectric Plate on an Elastic Foundation

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