Laboratoire Kastler Brossel, ENS, UPMC-Paris 6, CNRS, 24 rue Lhomond, 75005 Paris, France.
Nature. 2011 Aug 31;477(7362):73-7. doi: 10.1038/nature10376.
Feedback loops are central to most classical control procedures. A controller compares the signal measured by a sensor (system output) with the target value or set-point. It then adjusts an actuator (system input) to stabilize the signal around the target value. Generalizing this scheme to stabilize a micro-system's quantum state relies on quantum feedback, which must overcome a fundamental difficulty: the sensor measurements cause a random back-action on the system. An optimal compromise uses weak measurements, providing partial information with minimal perturbation. The controller should include the effect of this perturbation in the computation of the actuator's operation, which brings the incrementally perturbed state closer to the target. Although some aspects of this scenario have been experimentally demonstrated for the control of quantum or classical micro-system variables, continuous feedback loop operations that permanently stabilize quantum systems around a target state have not yet been realized. Here we have implemented such a real-time stabilizing quantum feedback scheme following a method inspired by ref. 13. It prepares on demand photon number states (Fock states) of a microwave field in a superconducting cavity, and subsequently reverses the effects of decoherence-induced field quantum jumps. The sensor is a beam of atoms crossing the cavity, which repeatedly performs weak quantum non-demolition measurements of the photon number. The controller is implemented in a real-time computer commanding the actuator, which injects adjusted small classical fields into the cavity between measurements. The microwave field is a quantum oscillator usable as a quantum memory or as a quantum bus swapping information between atoms. Our experiment demonstrates that active control can generate non-classical states of this oscillator and combat their decoherence, and is a significant step towards the implementation of complex quantum information operations.
反馈回路是大多数经典控制过程的核心。控制器将传感器(系统输出)测量的信号与目标值或设定点进行比较。然后,它会调整执行器(系统输入)以稳定信号接近目标值。将此方案推广到稳定微系统的量子态依赖于量子反馈,量子反馈必须克服一个基本困难:传感器测量会对系统造成随机反作用。最佳折衷方案使用弱测量,以最小的干扰提供部分信息。控制器应在执行器操作的计算中包括这种干扰的影响,这将使逐渐受到干扰的状态更接近目标。尽管已经针对量子或经典微系统变量的控制实验证明了这种方案的某些方面,但尚未实现连续反馈回路操作,以永久稳定量子系统围绕目标状态。在这里,我们按照参考文献 13 中的方法实现了这样的实时稳定量子反馈方案。它按需制备超导腔中微波场的光子数态(福克态),随后反转退相干引起的场量子跃迁的影响。传感器是穿过腔的原子束,它反复对光子数进行弱量子非破坏测量。控制器在实时计算机中实现,该计算机命令执行器在测量之间注入经调整的小经典场。微波场是一个量子振荡器,可用作量子存储器或在原子之间交换信息的量子总线。我们的实验证明,主动控制可以生成此振荡器的非经典状态并抵抗其退相干,这是实现复杂量子信息操作的重要一步。