论文标题

非线性边带冷却至猫的运动状态

Nonlinear Sideband Cooling to a Cat State of Motion

论文作者

Hauer, Bradley D, Combes, Joshua, Teufel, John D.

论文摘要

将宏观机械谐振器准备成量子叠加态的能力是腔验光力学的杰出目标。在这里,我们提出了一种技术,以使用色散光学相互作用的内在非线性产生猫运动状态。通过将双重驱动器应用于光学机械腔,我们的协议增强了系统的固有二阶过程,从而诱发了必要的两次耗散耗散。我们表明,这种非线性侧带冷却技术可以将机械谐振器耗散地设计为猫状态,我们使用完整的哈密顿量和绝热降低的模型来验证它。虽然猫状态的忠诚度在单光子的强耦合方面最大化,但我们证明了wigner的负性甚至对于弱耦合而言仍然存在。最后,我们表明我们的CAT状态生成方案对机械模式的显着热谐波具有鲁棒性,这表明这种过程对于近期实验系统可能是可行的。

The ability to prepare a macroscopic mechanical resonator into a quantum superposition state is an outstanding goal of cavity optomechanics. Here, we propose a technique to generate cat states of motion using the intrinsic nonlinearity of a dispersive optomechanical interaction. By applying a bichromatic drive to an optomechanical cavity, our protocol enhances the inherent second-order processes of the system, inducing the requisite two-phonon dissipation. We show that this nonlinear sideband cooling technique can dissipatively engineer a mechanical resonator into a cat state, which we verify using the full Hamiltonian and an adiabatically reduced model. While the fidelity of the cat state is maximized in the single-photon, strong-coupling regime, we demonstrate that Wigner negativity persists even for weak coupling. Finally, we show that our cat state generation protocol is robust to significant thermal decoherence of the mechanical mode, indicating that such a procedure may be feasible for near-term experimental systems.

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