Free Vibration of Thick Quadrilateral Laminates Using Third-Order Shear-Normal Deformation Theory

Alanbay, Berkan; Kapania, Rakesh K.; Batra, R.C.

doi:10.2514/1.j059592

Cited by 6 publications

(3 citation statements)

References 47 publications

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“…Likewise, in some circumstances increasing the temperature of the TE cause the frequency amplitude curve to become softening in case of FG-V & FG-U. However, Alanby et al [217] studied the FV of a thick quadrilateral laminated plate by implementing TSDT combined with normal deformation theory (NDT). Nonetheless, Zenkour [218] utilized the sinusoidal shear deformation theory (SSDT) for plates to study the FV and stability behaviors of FG sandwich plates subjected to SSSS BCs.…”

Section: Plate Structurementioning

confidence: 99%

Computational Linear and Nonlinear Free Vibration Analyses of Micro/Nanoscale Composite Plate-Type Structures With/Without Considering Size Dependency Effect: A Comprehensive Review

Al Mahmoud,

Safaei,

Sahmani

et al. 2024

Arch Computat Methods Eng

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Recently, the mechanical performance of various mechanical, electrical, and civil structures, including static and dynamic analysis, has been widely studied. Due to the neuroma's advanced technology in various engineering fields and applications, developing small-size structures has become highly demanded for several structural geometries. One of the most important is the nano/micro-plate structure. However, the essential nature of highly lightweight material with extraordinary mechanical, electrical, physical, and material characterizations makes researchers more interested in developing composite/laminated-composite-plate structures. To comprehend the dynamical behavior, precisely the linear/nonlinear-free vibrational responses, and to represent the enhancement of several parameters such as nonlocal, geometry, boundary condition parameters, etc., on the free vibrational performance at nano/micro scale size, it is revealed that to employ all various parameters into various mathematical equations and to solve the defined governing equations by analytical, numerical, high order, and mixed solutions. Thus, the presented literature review is considered the first work focused on investigating the linear/nonlinear free vibrational behavior of plates on a small scale and the impact of various parameters on both dimensional/dimensionless natural/fundamental frequency and Eigen-value. The literature is classified based on solution type and with/without considering the size dependency effect. As a key finding, most research in the literature implemented analytical or numerical solutions. The drawback of classical plate theory can be overcome by utilizing and developing the elasticity theories. The nonlocality, weight fraction of porosity, or the reinforcements, and its distribution type of elastic foundation significantly influence the frequencies.

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Section: Plate Structurementioning

confidence: 99%

Computational Linear and Nonlinear Free Vibration Analyses of Micro/Nanoscale Composite Plate-Type Structures With/Without Considering Size Dependency Effect: A Comprehensive Review

Al Mahmoud,

Safaei,

Sahmani

et al. 2024

Arch Computat Methods Eng

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“…With the development of new materials, thin-walled structures have gained increasing attention from various sectors of society. Numerous researchers have focused on theoretical models of thin-walled structures (Gao et al, 2017(Gao et al, , 2018Alanbay et al, 2020;Koutoati et al, 2021). Corrugated cardboards are typical thin-walled structures that possess advantages such as recyclability, less pollution, cost-effectiveness, simplicity of manufacturing process, high specific strength and eco-friendliness.…”

Section: Introductionmentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

Drop cushioning dynamic effects of corrugated cardboard with effective anisotropic constitutive model

Xi,

Shu,

Chen

et al. 2023

MMMS

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PurposeThe primary objective of this study is characterizing the anisotropic mechanical properties of corrugated cardboard and simultaneously simulating its drop cushioning dynamic effects under various drop conditions.Design/methodology/approachStatic and dynamic tests were conducted on corrugated cardboard to obtain adequate experimental data in different directions. An effective anisotropic constitutive model is introduced by developing the honeycomb materials model in ANSYS LS-Dyna, and an effective approach is established toward effectively determining the material parameters from the test data obtained. The model is validated by comparing simulation results with experimental data from five drop conditions, including bottom drop, front drop, side drop, 30° side drop and edge drop. Additionally, simulations are conducted to study the cushioning performance of the packaging by dropping the corrugated cardboard at different heights.FindingsThe study establishes a fast and effective approach to simulating the drop cushioning performance of corrugated cardboard under various drop conditions, which demonstrates good agreement with experimental data.Originality/valueThis approach is of value for packaging protection and provides guidance for stacking of packaging during transportation.

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A couple stress model in non-polynomial framework to examine structural responses of laminated composite micro-plates: An analytical solution

Joshan

Sharma

Grover

et al. 2021

Composite Structures

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Free Vibration of Thick Quadrilateral Laminates Using Third-Order Shear-Normal Deformation Theory

Cited by 6 publications

References 47 publications

Computational Linear and Nonlinear Free Vibration Analyses of Micro/Nanoscale Composite Plate-Type Structures With/Without Considering Size Dependency Effect: A Comprehensive Review

Computational Linear and Nonlinear Free Vibration Analyses of Micro/Nanoscale Composite Plate-Type Structures With/Without Considering Size Dependency Effect: A Comprehensive Review

Drop cushioning dynamic effects of corrugated cardboard with effective anisotropic constitutive model

A couple stress model in non-polynomial framework to examine structural responses of laminated composite micro-plates: An analytical solution

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