This paper investigates the pull-in instability of a nano-switch under electrostatic and intermolecular Casimir forces. The analysis is based on the geometrically non-linear Euler-Bernoulli beam theory with consideration of the surface energy. Through differential quadrature method (DQM), the pull-in voltages of the nano-switch are obtained. Results show that the effect of surface energy and geometrically non-linear deformation on the pull-in voltage depends on the length, height and initial gap of the nano-switch. In addition, the effect of intermolecular Casimir force on the pull-in voltage weakens as the initial gap increases
In this paper, analytical closed-form expressions to accurately estimate the pull-in characteristics...
The influence of the Casimir excitation on dynamic pull-in instability of a nanoelectromechanical be...
The paper analyzes the nonlinear electromechanical behavior of nanobeams under electrostatic actuati...
In the present paper, we analyze the influence of surface energy on the pull-in instability of a can...
This paper investigates the pull-in instability of nano-switches subjected to an electrostatic force...
AbstractThis paper deals with the study of the small scale effect on the pull-in instability of nano...
This paper investigates the pull-in instability of micro-switches under the combined electrostatic a...
This paper deals with the pull-in instability of cantilever nano-switches subjected to electrostatic...
Casimir effect on the critical pull-in gap and pull-in voltage of nanoelectromechanical switches is ...
The problem of pull-in instability of a cantilever micro- or nano-switch under electrostatic forces ...
ABSTRACT In this paper, we study the instability of double cantilever type nanoelectromechanical sys...
AbstractIn this paper, a distributed parameter model is used to study the pull-in instability of can...
AbstractIn this paper, the pull-in instability of a cantilever nano-actuator is considered incorpora...
A general model for nano-cantilever switches with consideration of surface stress, nonlinear curvatu...
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...
The influence of the Casimir excitation on dynamic pull-in instability of a nanoelectromechanical be...
The paper analyzes the nonlinear electromechanical behavior of nanobeams under electrostatic actuati...
In the present paper, we analyze the influence of surface energy on the pull-in instability of a can...
This paper investigates the pull-in instability of nano-switches subjected to an electrostatic force...
AbstractThis paper deals with the study of the small scale effect on the pull-in instability of nano...
This paper investigates the pull-in instability of micro-switches under the combined electrostatic a...
This paper deals with the pull-in instability of cantilever nano-switches subjected to electrostatic...
Casimir effect on the critical pull-in gap and pull-in voltage of nanoelectromechanical switches is ...
The problem of pull-in instability of a cantilever micro- or nano-switch under electrostatic forces ...
ABSTRACT In this paper, we study the instability of double cantilever type nanoelectromechanical sys...
AbstractIn this paper, a distributed parameter model is used to study the pull-in instability of can...
AbstractIn this paper, the pull-in instability of a cantilever nano-actuator is considered incorpora...
A general model for nano-cantilever switches with consideration of surface stress, nonlinear curvatu...
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...
The influence of the Casimir excitation on dynamic pull-in instability of a nanoelectromechanical be...
The paper analyzes the nonlinear electromechanical behavior of nanobeams under electrostatic actuati...