2021
DOI: 10.1063/5.0031890
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Ultra-sensitive charge detection and latch memory using MoS2-nanoresonator-based bifurcation amplifiers

Abstract: Bifurcation amplifiers are known for their extremely high sensitivity to weak input signals. We implement a bifurcation amplifier by harnessing the Duffing nonlinearity in a parametrically excited MoS 2 nano-electromechanical system. We utilize the ultra-sensitive switching response between the two states of the bifurcation amplifier to detect as well as register charge-fluctuation events. We demonstrate openloop real-time detection of ultra-low electrical charge perturbations of magnitude <10 e at room temper… Show more

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Cited by 16 publications
(8 citation statements)
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References 34 publications
(60 reference statements)
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“…Since the electrostatic gate force tunes the static tension in the membrane, and such force tends to break the symmetry of the mode shape, it can be employed to increase the contribution to the nonlinear Duffing force associated with softening of the resonant mode. This can sometimes lead to the ability to realize zero effective nonlinearity for not too large displacement or to control the resonator in either a hardening or softening regime. ,, In addition, while the conventional wisdom for resonant sensors is to avoid nonlinear responses to preserve the linearity of the output, researchers have found that the response of NEMS resonant sensors can be enriched by exploiting the nonlinear effects. , All this is possible because the suspended nanomaterials can withstand a very high level of strain, allowing them to vibrate with very large amplitudes (compared with device size) and thus operate in deep nonlinear regimes; this feature is not readily available in bulk materials (such as Si, which is commonly used for MEMS resonators) that tend to fail at moderate strains.…”
Section: Nonlinearity and Dynamic Rangementioning
confidence: 99%
See 3 more Smart Citations
“…Since the electrostatic gate force tunes the static tension in the membrane, and such force tends to break the symmetry of the mode shape, it can be employed to increase the contribution to the nonlinear Duffing force associated with softening of the resonant mode. This can sometimes lead to the ability to realize zero effective nonlinearity for not too large displacement or to control the resonator in either a hardening or softening regime. ,, In addition, while the conventional wisdom for resonant sensors is to avoid nonlinear responses to preserve the linearity of the output, researchers have found that the response of NEMS resonant sensors can be enriched by exploiting the nonlinear effects. , All this is possible because the suspended nanomaterials can withstand a very high level of strain, allowing them to vibrate with very large amplitudes (compared with device size) and thus operate in deep nonlinear regimes; this feature is not readily available in bulk materials (such as Si, which is commonly used for MEMS resonators) that tend to fail at moderate strains.…”
Section: Nonlinearity and Dynamic Rangementioning
confidence: 99%
“…The high mechanical strength of 2D materials allows 2D resonators to be driven at very high amplitudes, often more than the membrane thickness, leading to strong nonlinear effects. , In addition, the static tension tunes the frequency of different resonant modes. Tension-tunability of 2D membranes allows manipulating individual mode frequencies, nonlinearities, and mode coupling, which is not readily available in most MEMS devices.…”
Section: Mechanical Mode Coupling In Low-dimensional Resonatorsmentioning
confidence: 99%
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“…Resonant two-dimensional (2D) nanoelectromechanical systems (NEMS) have demonstrated attractive device performance, such as ultralow power consumption, broad frequency tuning range, , large dynamic range, ultrahigh mass sensitivity, and high scalability toward large-scale arrays. , These attributes make them promising for various applications such as sensing, memory, computing, and radio frequency (RF) signal processing, as well as for fundamental research such as quantum experiments and coupling with other physical domains. When the driving forces in NEMS resonators are increased, they can be driven from linear to nonlinear resonance regimes. By leveraging the bistable states and large signal-to-noise ratio, these nanomechanical resonators with high vibration amplitudes provide unique promises for NEMS qubit, memory, logic, frequency comb, Ising machine, , mass sensing, and RF filtering …”
mentioning
confidence: 99%