This thesis is devoted to study the quantum dynamics of coupled quantum dot system in the presence of external fields.
本论文系统研究了耦合量子点系统在外场作用下的量子驱动隧穿动力学。
Because the gas force in the models has nonlinear characteristics, and moreover the mechanical part is coupled with the electromagnetic part, dynamics analysis of the whole system is very complicated.
由于气体力是非线性的，而且压缩机的机械系统和电磁系统是相互耦合的，仅仅利用非线性模型进行整个系统的动力学分析是很复杂的。
The spatiotemporal dynamics behavior and system characteristic has been discovered for a new system coupled by some chaotic systems with same structure.
研究了相同结构的混沌系统耦合后所得到的新系统的时空动力学行为及其系统特性。
With the time-dependent perturbation theory, the dynamics of a two-level system coupled to an Bose field is revisited.
从含时微扰论的角度出发，重新求解了与玻色场相耦合的两态系统的动力学。
The results from this model study indicate that the essential dynamics of the ENSO cycle can be determined by the tropical Pacific coupled ocean-atmosphere system itself.
本文数值模拟结果表明，ENSO循环的主要动力学过程可由热带海气相互作用系统自身所确定。
Burst synchronization and burst dynamics of a system consisting of two map-based neurons coupled through chemical synapses were studied.
本文研究了经化学突触耦合的两个神经元的簇放电同步以及耦合后神经元的簇放电动力学性质。
Burst synchronization and burst dynamics of a system consisting of two map-based neurons coupled through chemical synapses were studied.
本文研究了经化学突触耦合的两个神经元的簇放电同步以及耦合后神经元的簇放电动力学性质。
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