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。
The spatiotemporal dynamics behavior and system characteristic has been discovered for a new system coupled by some chaotic systems with same structure.
真实网络往往都具有无标度特性，开-关间歇振荡是网络动力学行为发生转变时的一个现象。
Many real networks display a scale-free feature. The on-off intermittency, a phenomenon in complex networks, characterizes the dynamic behavior when changed.
用数值方法模拟一个拓扑结构简单、动力学行为复杂的新型混沌系统分岔过程，并用连续控制法研究该系统的混沌控制和同步特性。
A numerical method is used to simulate the forking process of a new chaotic system which is simple in topology structure but complicated in dynamics behavior.
本文综述了强流离子束中束晕-混沌的基本动力学行为及特性，束晕-混沌的控制研究进展现状和束晕-混沌控制后的规律的研究进展现状。
The essence of dynamical equations of high-intensity ion beams and theirs properties, the halo-chaos control methods, and the disciplinarian of halo-chaos after control are summarized in this paper.
分析了裂纹转子在非线性涡动影响下的动力学行为，特别是系统响应的分叉与混沌特性。
A cracked rotor with nonlinear influences of whirl speed is investigated, with particular focus on the behaviors of bifurcation and chaos.
研究了V -型量子拍频三能级原子与单模压缩真空场作用过程中系统的动力学行为，运用数值方法讨论了系统参数对系统光场压缩特性的影响。
The dynamic behavior of the interaction between the V-type quantum-beat three-level atomic system and the single-mode squeezed vacuum field has been studied based on the quantum theory.
该模型可以帮助人们从朋友机制捕捉网络形成的动态特性、了解该机制对网络最终结构的影响，对研究网络功能及网络上的动力学行为有一定的参考价值。
This model may help to capture the dynamic processes of how the networks are formed by means of the friends-help mechanism and understand its influence on the final topology of the networks.
本文研究了激发相干态与与V -型量子拍频三能级原子作用时的动力学行为，并对光子反聚束效应和系统光场的压缩特性进行了细致的讨论。
The dynamic behavior of the interaction between the V-type quantum-beat three-level atomic system and the single-mode squeezed vacuum field has been studied based on the quantum theory.
揭示磁稀释的相变特征以及研究磁掺杂的渗流特性和热动力学行为具有实际的应用价值。
It has a valuable and practical application to find the phase transition properties as well as study the percolation properties and thermodynamic behaviors.
揭示磁稀释的相变特征以及研究磁掺杂的渗流特性和热动力学行为具有实际的应用价值。
It has a valuable and practical application to find the phase transition properties as well as study the percolation properties and thermodynamic behaviors.
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