Highly sensitive optical sensor for precision measurement of electrical charges based on optomechanically induced difference-sideband generation
arXiv:1708.06852 · doi:10.1364/OL.42.003630
Abstract
Difference-sideband generation in an optomechanical system coupled to a charged object is investigated beyond the conventional linearized description of optomechanical interactions. An exponential decay law for difference-sideband generation in the presence of electric interaction is identified which exhibits more sensitivity to electrical charges than the conventional linearized effects. Using exact the same parameters with previous work based on the linearized dynamics of the optomechanical interactions, we show that optomechanically induced difference-sideband generation may enable an all-optical sensor for precision measurement of electrical charges with higher precision and lower power. The proposed mechanism is especially suited for on-chip optomechanical devices, where nonlinear optomechanical interaction in the weak coupling regime is within current experimental reach.
References in corpus (6)
- Optomechanically induced transparency
- Electromagnetically Induced Transparency and Slow Light with Optomechanics
- Optomechanically-Induced Transparency in partiy-time-symmetric microresonators
- Precision measurement of charge number with optomechanically induced transparency
- Precision measurement of the environmental temperature by tunable double optomechanically induced transparency with a squeezed field
- Radiation pressure induced difference-sideband generation beyond linearized description
Cited by in corpus (6)
- Tunable optomechanically induced transparency by controlling the dark-mode effect
- Optomechanical second-order sidebands and group delays in a Kerr resonator
- Selective optomechanically-induced amplification with driven oscillators
- Creating mirror-mirror quantum correlations in optomechanics
- Optomechanical second-order sidebands and group delays in a spinning resonator with parametric amplifier and non-Markovian effects
- Stability of the discrete time-crystalline order in spin-optomechanical and open cavity QED systems