Diffusion-induced bistability of driven nanomechanical resonators
arXiv:1103.2758 · doi:10.1103/PhysRevLett.106.227202
Abstract
We study nanomechanical resonators with frequency fluctuations due to diffusion of absorbed particles. The diffusion depends on the vibration amplitude through inertial effect. We find that, if the diffusion coefficient is sufficiently large, the resonator response to periodic driving displays bistability. The lifetime of the coexisting vibrational states scales exponentially with the diffusion coefficient. It also displays a characteristic scaling dependence on the distance to bifurcation points.
4 pages, 3 figures
References in corpus (2)
Cited by in corpus (24)
- A Mechanical Mass Sensor with Yoctogram Resolution
- Frequency fluctuations in silicon nanoresonators
- Mesoscopic physics of nanomechanical systems
- Nonlinearity in nanomechanical cantilevers
- Strong coupling between mechanical modes in a nanotube resonator
- Multiphoton blockades in pulsed regimes beyond the stationary limits
- Harnessing vacuum forces for quantum sensing of graphene motion
- Generation of Fock states and qubits in periodically pulsed nonlinear oscillator
- Mass sensing for the advanced fabrication of nanomechanical resonators
- Noise induced stabilization in population dynamics
- Atomic monolayer deposition on the surface of nanotube mechanical resonators
- Temperature Dependent Non-linear Damping in Palladium Nano-mechanical Resonators
- Interrelation of elasticity and thermal bath in nanotube cantilevers
- Bistable Transport Properties of a Quasi-One-Dimensional Wigner Solid on Liquid Helium under Continuous Driving
- Vibration multistability and quantum switching for dispersive coupling
- Particle number scaling for diffusion-induced dissipation in graphene and carbon nanotube nanomechanical resonators
- Transient dynamics of an adiabatic NEMS
- Diffusion-induced dissipation and mode coupling in nanomechanical resonators
- Charge and heat transport of soft nanosystems in the presence of time-dependent perturbations
- Improving the read-out of the resonance frequency of nanotube mechanical resonators
- Mass-loading induced dephasing in nanomechanical resonators
- Determining the source of phase noise: Response of a driven Duffing oscillator to low-frequency damping and resonance frequency fluctuations
- Low temperature dissipation scenarios in palladium nano-mechanical resonators
- Stepwise relaxation and stochastic precession in degenerate oscillators dispersively coupled to particles