2018
DOI: 10.1209/0295-5075/123/36002
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Edge-mode–based graphene nanomechanical resonators for high-sensitivity mass sensor

Abstract: We perform both molecular dynamics simulations and theoretical analysis to study the sensitivity of the graphene nanomechanical resonator based mass sensors, which are actuated following the global extended mode or the localized edge mode. We find that the mass detection sensitivity corresponding to the edge mode is about three times higher than that corresponding to the extended mode. Our analytic derivations reveal that the enhancement of the sensitivity originates in the reduction of the effective mass for … Show more

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Cited by 6 publications
(6 citation statements)
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“…Simulation in the canonical NVT ensemble at the same temperature (where atomic number, volume, and temperature are kept constant). The edges of the graphene were fixed after structural relaxation and a sinusoidal velocity excitation as shown in equation (2) [10,12,42] was applied to the central part.…”
Section: Modeling and Methodsmentioning
confidence: 99%
“…Simulation in the canonical NVT ensemble at the same temperature (where atomic number, volume, and temperature are kept constant). The edges of the graphene were fixed after structural relaxation and a sinusoidal velocity excitation as shown in equation (2) [10,12,42] was applied to the central part.…”
Section: Modeling and Methodsmentioning
confidence: 99%
“…4 Subsequently, different types of resonant structures 5−30 based on suspended graphene without an attached mass were studied for the basic properties of graphene 7−9,11−13,15,17−20,23,24,26−28 and for device applications such as ultrasensitive detection of gases, 16 temperature, 10 pressure, 29 mass, 15 vibrations, 5,31 and for applications in fire warning 32 and infrared spectroscopy. 14 The resonance frequency of graphene resonators was theoretically and experimentally demonstrated to be influenced by a change in the tension of the suspended graphene that can be caused, for example, by applied electrostatic voltages, 33−36 temperature, 10,37 mass, 37,38 thermal shrinkage of SU-8 resist anchors, 39 nanoindentation forces, 40 and external accelerations. 41,42 Furthermore, graphene was used to study various types of nonlinear dynamic effects, such as mode-coupling, and parametric and internal resonances.…”
Section: ■ Introductionmentioning
confidence: 99%
“…The resonance frequency of graphene resonators was theoretically and experimentally demonstrated to be influenced by a change in the tension of the suspended graphene that can be caused, for example, by applied electrostatic voltages, temperature, , mass, , thermal shrinkage of SU-8 resist anchors, nanoindentation forces, and external accelerations. , Furthermore, graphene was used to study various types of nonlinear dynamic effects, such as mode-coupling, and parametric and internal resonances . As the dimensions of graphene NEMS structures shrink, their mechanical nonlinearity is reached at smaller displacements, resulting in a decreased dynamic range of NEMS devices .…”
Section: Introductionmentioning
confidence: 99%
“…In recent years, various nano-electromechanical systems (NEMSs) have been developed based on suspended nanoscale objects, such as nanowires, graphene, MoS 2 films, , MoSe 2 films, and nanotubes. These NEMS-based resonators have been used to fabricate high-performance sensors capable of measuring force, mass, ,, thermal radiation, ,,, current, pressure, and magnetic fields , while providing the advantage of having ultrasmall masses. Graphene, a material comprising sheets made of single atomic layers and exhibiting high stiffness, low mass, and good thermal conductivity along the basal plane, is an ideal candidate for the fabrication of nano-optomechanical resonators and nanomechanical resonators.…”
Section: Introductionmentioning
confidence: 99%