Nonlinear impact and damping investigations of viscoporoelastic functionally graded plates with in-plane diffusion and partial supports

Shariyat, M.; Jahangiri, M.

doi:10.1016/j.compstruct.2020.112345

Cited by 16 publications

(3 citation statements)

References 29 publications

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“…Therefore, there is a need for a systematic method to identify and measure the contributions of viscous and structural damping mechanisms. Both viscous damping [33] and structural damping [34] can be significant in each specific application due to the load conditions, boundary conditions, and material lay-up. Banks and Inman [35] showed a combination model of the viscous air and the structural internal friction damping would have the best agreement with experimental results.…”

Section: Introductionmentioning

confidence: 99%

The investigation of viscous and structural damping for piezoelectric energy harvesters using only time-domain voltage measurements

et al. 2021

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Section: Introductionmentioning

confidence: 99%

The investigation of viscous and structural damping for piezoelectric energy harvesters using only time-domain voltage measurements

et al. 2021

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“…Using isogeometric finite element method, Nguyen et al 49 have investigated the free vibrations of rectangular and circular plates constructed from FG porous piezoelectric material. Using finite element method, Shariyat and Jahangiri 50 have investigated the nonlinear impact on FG plates constructed from an adopted zener’s three-parameter standard linear viscoporoelastic solid.…”

Section: Introductionmentioning

confidence: 99%

Axisymmetric nonlinear behavior of functionally graded saturated poroelastic circular plates under thermo-mechanical loading

Panah

Khorshidvand

Khorsandijou

et al. 2021

Proceedings of the Institution of Mechanical Engineers, Part C:

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In functionally graded saturated poroelastic circular plates with immovable simply supported and clamped rims, the axisymmetric nonlinear bending under transverse thermo-mechanical loading has been parametrically studied and compared with the axisymmetric postbuckling and nonlinear bending under thermal loading. Based on the classical plate theory, Love–Kirchhoff hypotheses and Sander’s assumptions, the general coupled nonlinear radial and transverse equilibrium equations, central continuity, symmetry and boundary conditions has been derived in ordinary and state-spatial forms. The corresponding difference equations have been achieved by using the generalized differential quadrature method. The equations have been assembled and numerically solved by using the Newton–Raphson iterative algorithm. The effects of the mechanical and thermal loads, pore distribution type, porosity parameter, Skempton’s coefficient, and thickness and boundary condition type on the behavior of the deflection, whether caused by thermo-mechanical bending, thermal postbuckling, or thermal bending, have been investigated in detail. From the parametric study, a novel quantity determining bending behavior has been found. The axisymmetric themo-mechanical nonlinear bending deflection is inversely and nonlinearly proportional to thermal load when the quantity is greater than a critical value and is nonlinearly proportional to thermal load when the quantity is less than a critical value. It was verified that the plate behavior complies with the general rules known for FG saturated poroelastic circular plates and with those known for metal–ceramic functionally graded circular plates whose governing equations are mathematically analogous to those of the current research.

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“…Among the causes of system nonlinearity, nonlinear damping [17,18] is often regarded as the most influential; this complexity of which makes it challenging to perform system identification [19]. Moreover, to better accommodate the development of advanced material with strong nonlinear behavior, research on the impact of nonlinear damping is of increasing importance [20][21][22]. Some damping identification approaches, theoretical and experimental, have been developed [23].…”

Section: Introductionmentioning

confidence: 99%

A Critical Review of Nonlinear Damping Identification in Structural Dynamics: Methods, Applications, and Challenges

Al-hababi

Cao

Saleh

et al. 2020

Sensors

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In recent decades, nonlinear damping identification (NDI) in structural dynamics has attracted wide research interests and intensive studies. Different NDI strategies, from conventional to more advanced, have been developed for a variety of structural types. With apparent advantages over classical linear methods, these strategies are able to quantify the nonlinear damping characteristics, providing powerful tools for the analysis and design of complex engineering structures. Since the current trend in many applications tends to more advanced and sophisticated applications, it is of great necessity to work on developing these methods to keep pace with this progress. Moreover, NDI can provide an effective and promising tool for structural damage detection purposes, where the changes in the dynamic features of structures can be correlated with damage levels. This review paper provides an overview of NDI methods by explaining the fundamental challenges and potentials of these methods based on the available literature. Furthermore, this research offers a comprehensive survey of different applications and future research trends of NDI. For potential development and application work for nonlinear damping methods, the anticipated results and recommendations of the current paper can assist researchers and developers worldwide to find out the gaps and unsolved issues in the field of NDI.

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Nonlinear impact and damping investigations of viscoporoelastic functionally graded plates with in-plane diffusion and partial supports

Cited by 16 publications

References 29 publications

The investigation of viscous and structural damping for piezoelectric energy harvesters using only time-domain voltage measurements

The investigation of viscous and structural damping for piezoelectric energy harvesters using only time-domain voltage measurements

Axisymmetric nonlinear behavior of functionally graded saturated poroelastic circular plates under thermo-mechanical loading

A Critical Review of Nonlinear Damping Identification in Structural Dynamics: Methods, Applications, and Challenges

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