借助于海森堡模型,利用量子幺正门实现了量子状态幺正演化的时间最优调控.针对基态|00〉、|11〉、|01〉和|10〉,分析了均匀磁场作用下当时间最优时任意纠缠目标态的制备方法,提出了一种在时间最优条件下两比特量子纠缠态的制备方法,并通过理论分析与仿真实验验证了所提出方法的有效性.
A time-optimized method to control the unitary time evolution in a quantum unitary gate was proposed using the Heisenberg model. For two classes of states |00〉,|11〉and |01〉, |10〉, the time-opti- mized generation of any target entangled state under a uniform magnetic field was analyzed, and a novel strategy based on the time-optimized method to generate two qubit entangled states was suggested. The effectiveness of the proposed strategy was theoretically verified by simulations.