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中国物理学会期刊

SU(3)线性非自治量子系统的代数动力学求解

CSTR: 32037.14.aps.46.209

AN ALGEBRAIC DYNAMICS APPROACH TO THE SOLUTION OF THE SU(3)LINEAR NONAUTONOMOUS QUANTUM SYSTEM

CSTR: 32037.14.aps.46.209
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  • 利用代数动力学方法,得到了量子物理中十分重要的SU(3)线性非自治量子系统的严格解及其不变Cartan算子,并建立起量子解与经典解之间的对应关系.同时计算了周期系统的非绝热Berry相因子

     

    By the method of algebraic dynamics,the exact solutions and Cartan invariant operators of the SU(3) linear nonautonomous quantum system have been obtained,the quantum-classical correspondence of the solutions established.The nonadiabatic Berry phase for a periodic system is also- calculated.

     

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