couple stress theory (MCST) with von

Kármán-type geometric non-linearity is utilized in theoretical formulations. The non-linear

governing differential equation of motion is derived using Hamilton’s principle and solved

using a simple...

This paper presents a new investigation for propagation of stress wave in a nanobeam based on modified couple stress theory. Using Euler– Bernoulli beam theory, Timoshenko beam theory, and Reddy beam theory, the effect of shear deformation...

This paper develops a cracked nanobeam model and presents buckling analysis of this developed model based on a modified couple stress theory. The Timoshenko beam theory and simply supported boundary conditions are considered. This nonclassical model...

stress theory. To this end, a Kirchhoff’s thin plate model together with the modified couple stress theory is considered to extract the eigenvalue problem which governs on free vibrations of the system. Using the free vibration equation of the system...

This paper presents an analytical and size-dependent model for vibrational analysis of fully clamped rectangular microplates. Modified couple stress theory (MCST) and the Kirchhoff plate model are considered, and Hamilton’s principle is employed...

This paper is aiming to present an analytical method to study on thermoelastic damping (TED) and dynamic behavior of micro-beam resonators as a micro-electro-mechanical system (MEMS) using modified coupled stress theory. Coupled thermoelasticity...

In the present paper, a non-classical model for functionally graded annular sector microplates under distributed transverse loading is developed based on the modified couple stress theory and the first-order shear deformation plate theory. The model...

This paper investigates the thermal and mechanical buckling analysis of functionally graded carbon nanotube

reinforced composite (FG-CNTRC) plates by using isogeometric analysis (IGA) based on modified couple stress theory (MCST). A refined...