Herein, the pull-in instability of cantilever NEMS is studied considering the presence of dispersion forces and squeezed film damping. Recently developed consistent couple stress theory in combination with the Gurtin-Murdoch elasticity is employed to incorporate the coupled effects of size phenomena and surface energy. The governing equation was solved using Rayleigh-Ritz method. Effects of various parameters including surface layer, size dependency, dispersion forces and damping on the pull-in characteristics of the nano-actuator are discussed
AbstractIn this paper, the Adomian decomposition method and Padé approximants are integrated to stud...
This paper modified the linear distributed load (LDL) model for cantilever nano-beams. A linear load...
A mathematical model is used to study the effects of the electrostatic, Casimir and centrifugal forc...
U-shape nanoelectromechanical systems (NEMS) are potential for developing miniature sensors. While t...
AbstractWhen the dimensions decrease to nano-scale, many essential phenomena appear which are not im...
AbstractIn this paper, a distributed parameter model is used to study the pull-in instability of can...
AbstractThis paper deals with the study of the small scale effect on the pull-in instability of nano...
AbstractIn this paper, the pull-in instability of a cantilever nano-actuator is considered incorpora...
The paper analyzes the nonlinear electromechanical behavior of nanobeams under electrostatic actuati...
AbstractIn this paper, a power series solution is used to study the deflection and pull-in instabili...
In this paper, analytical closed-form expressions to accurately estimate the pull-in characteristics...
Herein, the static and dynamic pull-in instabilities of nanotweezers and nanoswitches fabricated fro...
Abstract Effects of surface energy on the pull-in instability and free vibration of electrostaticall...
This paper deals with the pull-in instability of cantilever nano-switches subjected to electrostatic...
In this paper, the vibration of nanobeams resting on the Winkler foundation is proposed using the mo...
AbstractIn this paper, the Adomian decomposition method and Padé approximants are integrated to stud...
This paper modified the linear distributed load (LDL) model for cantilever nano-beams. A linear load...
A mathematical model is used to study the effects of the electrostatic, Casimir and centrifugal forc...
U-shape nanoelectromechanical systems (NEMS) are potential for developing miniature sensors. While t...
AbstractWhen the dimensions decrease to nano-scale, many essential phenomena appear which are not im...
AbstractIn this paper, a distributed parameter model is used to study the pull-in instability of can...
AbstractThis paper deals with the study of the small scale effect on the pull-in instability of nano...
AbstractIn this paper, the pull-in instability of a cantilever nano-actuator is considered incorpora...
The paper analyzes the nonlinear electromechanical behavior of nanobeams under electrostatic actuati...
AbstractIn this paper, a power series solution is used to study the deflection and pull-in instabili...
In this paper, analytical closed-form expressions to accurately estimate the pull-in characteristics...
Herein, the static and dynamic pull-in instabilities of nanotweezers and nanoswitches fabricated fro...
Abstract Effects of surface energy on the pull-in instability and free vibration of electrostaticall...
This paper deals with the pull-in instability of cantilever nano-switches subjected to electrostatic...
In this paper, the vibration of nanobeams resting on the Winkler foundation is proposed using the mo...
AbstractIn this paper, the Adomian decomposition method and Padé approximants are integrated to stud...
This paper modified the linear distributed load (LDL) model for cantilever nano-beams. A linear load...
A mathematical model is used to study the effects of the electrostatic, Casimir and centrifugal forc...