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On the advances of computational nonclassical continuum theories of elasticity for bending analyses of small-sized plate-based structures: a review
Nonclassical continuum theories of elasticity (NCTE) have been extensively used in the
mechanical analyses of small-sized structures due to their effective and tremendous ability …
mechanical analyses of small-sized structures due to their effective and tremendous ability …
Elastic buckling and free vibration analysis of functionally graded Timoshenko beam with nonlocal strain gradient integral model
In this work, nonlocal strain gradient integral model is applied to study the elastic buckling
and free vibration response of functionally graded (FG) Timoshenko beam which is made of …
and free vibration response of functionally graded (FG) Timoshenko beam which is made of …
Strain gradient viscoelasticity theory of polymer networks
A physically-based strain gradient viscoelasticity theory is proposed specially for polymer
networks, accounting for the strain gradient effect and the history-dependent behavior …
networks, accounting for the strain gradient effect and the history-dependent behavior …
Bending, buckling and vibration analysis of Bi-directional functionally graded circular/annular microplate based on MCST
The modified couple stress theory (MCST) is applied to analyze axisymmetric static bending,
elastic buckling, and free vibration behaviors of circular/annular microplates made of bi …
elastic buckling, and free vibration behaviors of circular/annular microplates made of bi …
[HTML][HTML] Nonlinear forced vibration of the FGM piezoelectric microbeam with flexoelectric effect
In this paper, based on the extended dielectric theory, Euler beams theory and von Karman's
geometric nonlinearity, a nonlinear FGM piezoelectric microbeam model is established with …
geometric nonlinearity, a nonlinear FGM piezoelectric microbeam model is established with …
Electro-mechanical responses of transversely isotropic piezoelectric nano-plate based on the nonlocal strain gradient theory with flexoelectric effect
Based on the nonlocal strain gradient theory and flexoelectricity theory, a new model of
transversely isotropic piezoelectric rectangular nano-plate subjected to a distributed load is …
transversely isotropic piezoelectric rectangular nano-plate subjected to a distributed load is …
On simplified deformation gradient theory of modified gradient elastic Kirchhoff–Love plate
Y Zhou, K Huang - European Journal of Mechanics-A/Solids, 2023 - Elsevier
A concise modified gradient elastic Kirchhoff–Love plate model with two length-scale
parameters is proposed based on simplified deformation gradient theory. A sixth-order basic …
parameters is proposed based on simplified deformation gradient theory. A sixth-order basic …
Size Effect on the Axisymmetric Vibrational Response of Functionally Graded Circular Nano-Plate Based on the Nonlocal Stress-Driven Method
In this work, the axisymmetric-vibrational behavior of a size-dependent circular nano-plate
with functionally graded material with different types of boundary conditions was …
with functionally graded material with different types of boundary conditions was …
On some basic aspects of flexoelectricity in the mechanics of materials
Flexoelectricity is an interesting electromechanical coupling that exists in all dielectrics when
the deformation is inhomogeneous. The intensity of flexoelectricity is highly related to the …
the deformation is inhomogeneous. The intensity of flexoelectricity is highly related to the …
Free vibration analysis of graded porous circular micro/nanoplates with various boundary conditions based on the nonlocal elasticity theory
Q Li, S Wang, J Zhang - ZAMM‐Journal of Applied Mathematics …, 2023 - Wiley Online Library
In this article, the free vibrations of graded porous circular nanoplates subjected to various
boundary conditions have been investigated. It is assumed that the performance of graded …
boundary conditions have been investigated. It is assumed that the performance of graded …