研究了外场驱动下非对称耦合量子点分子中激子的动力学行为.利用二能级理论分析了这个量子系统中激子的局域化现象,分析发现:激子的动力学行为主要发生在低能级子空间,它们构成了系统的两个局域态;当场强和频率是Bessel方程的根时,准能发生回避交叉,局域化现象发生,电子和空穴局域在初始状态,状态不随时间变化.数值计算也证明了这一点.同时还给出了电子和空穴的最大纠缠态随时间的演化.
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