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Dynamic behaviors for the graphene nano/microelectromechanical system in a fractal space

Guojuan Lv

2023Journal of low frequency noise, vibration and active control11 citationsDOIOpen Access PDF

Abstract

The microelectromechanical devices have triggered rocketing interest in various advanced technologies, that is, sensors, material science, and energy harvesting, and now the devices tend to a nanoscale size, making the technology much more attractive in both academic and industrial communities. This paper takes a graphene nano/microelectromechanical system as an example to study its dynamical property, which is the foundation for the optimal design and reliable operation. As the system is inextricably complex with singularity and zero conditions in a fractal space, the iteration perturbation method is used to obtain the periodic solution of the system. The results show clearly the low-frequency property of the system and pull-in instability; furthermore, the fractal dimension affects greatly the system’s dynamical property.

Topics & Concepts

FractalSingularityFractal dimensionNano-GrapheneDynamical systems theoryMicroelectromechanical systemsProperty (philosophy)Perturbation (astronomy)InstabilityPhase spaceDynamical system (definition)Statistical physicsComputer scienceControl theory (sociology)NanotechnologyMaterials sciencePhysicsMathematicsMathematical analysisMechanicsArtificial intelligenceQuantum mechanicsControl (management)PhilosophyEpistemologyMechanical and Optical ResonatorsNonlocal and gradient elasticity in micro/nano structuresFractional Differential Equations Solutions
Dynamic behaviors for the graphene nano/microelectromechanical system in a fractal space | Litcius