Finally, we study dynamical evolution of this system using the numerical calculation.
最后我们运用数值计算的方法研究了此系统的动力学演化。
Recently, it was discovered that, near the quantum critical point the QPT system possesses the ultra-sensitivity in its dynamical evolution.
最近，人们发现对于一个量子相变系统，在它的临界点附近，量子相变系统的动力学具有极高的敏感性。
Algebraic dynamical method is an effective method to deal with the dynamical evolution of such systems by making use of its algebraic structure.
代数动力学方法便是求解该系统的一种有效方法。该方法利用系统的代数结构使系统按照动力学规律随时间演化。
Using general finite element program ANSYS, we simulate a dynamical evolution process of the lithosphere of west Liaoning, northeast China in the late Mesozoic.
利用大型通用有限元分析软件ANSYS简单模拟辽西地区中生代末期岩石圈动力学演化过程。
In this paper, the dynamical evolution of optical pulses in an additive pulse mode-locked configuration using a doped active fiber coupled to a nonlinear optical fiber is studied.
本文对光脉冲在全光纤叠加锁模激光器中演变的动力学作了研究。
It presents, in as simple a manner as possible, the basic mechanisms that determine the dynamical evolution of both classical and quantum systems in sufficient generality to include quantum phenomena.
它礼物，在尽可能简单的方式里，确定两个经典和量系统在包括量现象的足够一般原则内的动态演化的基本机制。
Dynamical system is a mathematical discipline on the laws of evolution of systems.
动力系统是一门有关系统演化规律的数学学科。
The research work can be classified into three parts: evolution of the spatiotemporal dynamical behavior, control of STC, synchronization of STC and its application.
全文的研究分为三大部分：时空动力学系统复杂行为的演化、时空混沌的控制、时空混沌的同步与应用。
Then it is realized and specified by three major constituent parts, i. e. (1)dynamical attributes of ore deposits, (2)fields of ore geology and (3) evolution of ore-forming systems.
然后进一步将其具体化为三大组成部分，即（1）矿床的动力学属性，（2 ）矿床地质学场，（3 ）成矿系统的演化。
However the total phase in a nonadiabatic cyclic evolution generally consists of both the geometric and dynamical phases.
然而在一次非绝热循环演化过程中，总的相位包括几何相和动力学相。
According to the principle of system reciprocity, the factor index in original system contains all the information in evolution of the dynamical system. So the time series show the system's evolution.
原系统按时间序列提取的主要影响因素指标，根据系统相互作用原理，包含了动力系统演化的全部信息。
This is helpful for us to understand the evolution rules of states for the infinite dimensional dynamical systems.
这有助于我们理解和认识无穷维动力系统的状态的演化规律。
The evolution opera tor, the reduce density operator and the dynamical properties of the field entropy evolution in the intensity - dependent coupling multiphoton J - C model are studied.
研究了依赖强度耦合多光子J—C模型的演化算符，约化密度算符及其场熵特性。
The evolution opera tor, the reduce density operator and the dynamical properties of the field entropy evolution in the intensity - dependent coupling multiphoton J - C model are studied.
研究了依赖强度耦合多光子J—C模型的演化算符，约化密度算符及其场熵特性。
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