Entangling the motion of two optically trapped objects via time-modulated driving fields
arXiv:1408.3423 · doi:10.1088/1367-2630/17/1/013056
Abstract
We study entanglement of the motional degrees of freedom of two tethered and optically trapped microdisks inside a single cavity. By properly choosing the position of the trapped objects in the optical cavity and driving proper modes of the cavity it is possible to equip the system with linear and quadratic optomechanical couplings. We show that a parametric coupling between the fundamental vibrational modes of two tethered mircodiscs can be generated via a time modulated input laser. For a proper choice of the modulation frequency, this mechanism can drive the motion of the microdisks into an inseparable state in the long time limit via a two-mode squeezing process. We numerically confirm the performance of our scheme for current technology and briefly discuss an experimental setup which can be employed for detecting this entanglement by employing the quadratic coupling. We also comment on the perspectives for generating such entanglement between the oscillations of optically levitated nanospheres.
9 pages, 3 figures
References in corpus (13)
- Optomechanical entanglement between a movable mirror and a cavity field
- Millikelvin cooling of an optically trapped microsphere in vacuum
- Large Quantum Superpositions and Interference of Massive Nanometer-Sized Objects
- Robust entanglement of a micromechanical resonator with output optical fields
- Steady state entanglement in the mechanical vibrations of two dielectric membranes
- Cooling and squeezing via quadratic optomechanical coupling
- Bringing entanglement to the high temperature limit
- Quantum Information Processing with Nanomechanical Qubits
- Determination of continuous variable entanglement by purity measurements
- Enhancing Quantum Effects via Periodic Modulations in Optomechanical Systems
- Entanglement swapping with local certification: Application to remote micromechanical resonators
- Three dimensional cooling and detecting of a nanosphere with a single cavity
- Master equation approach to optomechanics with arbitrary dielectrics