类自旋系统中量子涨落的经典演化:压缩和纠缠

A. Klimov, P. Espinoza
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引用次数: 24

摘要

结果表明,在大自旋极限下,由二次类自旋哈密顿量控制的自旋相干态的量子动力学可以很好地描述为二维球面上沿经典轨迹的演化。利用Wigner函数方法分析了准经典极限下的自旋压缩和自旋纠缠两种非线性效应,并与精确解进行了数值比较。
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Classical evolution of quantum fluctuations in spin-like systems : squeezing and entanglement
It is shown that the quantum dynamics of spin coherent states governed by quadratic spin-like Hamiltonians, in the large spin limit, is well described in terms of evolution along classical trajectories on the two-dimensional sphere. Two non-linear effects: (a) spin squeezing and (b) spin entanglement are analysed using the Wigner function approach in the quasiclassical limit and numerically compared with the exact solution.
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