Nonlinear Analysis of the Multi-Layered Nanoplates DOI Creative Commons

M. Sadeghian,

Arvydas Palevičius,

Paulius Griškevičius

et al.

Mathematics, Journal Year: 2024, Volume and Issue: 12(22), P. 3545 - 3545

Published: Nov. 13, 2024

This text investigates the bending/buckling behavior of multi-layer asymmetric/symmetric annular and circular graphene plates through application nonlocal strain gradient model. Additionally, static analysis multi-sector nanoplates is addressed. By considering van der Waals interactions among layers, higher-order shear deformation theory (HSDT), theory, equilibrium equations are formulated in terms generalized displacements rotations. The mathematical nonlinear solved utilizing either semi-analytical polynomial method (SAPM) differential quadrature (DQM). Also, available references used to validate results. Investigations conducted examine effect small-scale factors, interaction value boundary conditions, geometric factors.

Language: Английский

Nonlinear Analysis of the Multi-Layered Nanoplates DOI Creative Commons

M. Sadeghian,

Arvydas Palevičius,

Paulius Griškevičius

et al.

Mathematics, Journal Year: 2024, Volume and Issue: 12(22), P. 3545 - 3545

Published: Nov. 13, 2024

This text investigates the bending/buckling behavior of multi-layer asymmetric/symmetric annular and circular graphene plates through application nonlocal strain gradient model. Additionally, static analysis multi-sector nanoplates is addressed. By considering van der Waals interactions among layers, higher-order shear deformation theory (HSDT), theory, equilibrium equations are formulated in terms generalized displacements rotations. The mathematical nonlinear solved utilizing either semi-analytical polynomial method (SAPM) differential quadrature (DQM). Also, available references used to validate results. Investigations conducted examine effect small-scale factors, interaction value boundary conditions, geometric factors.

Language: Английский

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