The scenario is seated in a theory of Chaos and Non Linear Dynamics.
这种情景属于混沌和非线性动力学理论的范畴。
The development in the application of the methods of non-linear dynamics to the study of vortical flow is reviewed, and their application to the study of fluid mixing dealt with.
本文综述了利用非线性动力学方法研究有涡流动的进展，并讨论了它们在流体混合机理研究中的应用。
Objective:To investigate the channel of non-linear dynamics characteristics of electroencephalogram(EEG) with the patients of stagnation of Liver-Qi syndrome.
目的：探讨肝气郁结证患者脑电非线性动力学变化规律。
The stock market is an extremely complex non-linear dynamics system, participating in stock investment, income comes with risk coexisting.
股票市场是一个极其复杂的非线性动力学系统，参与股票投资，收益便与风险并存。
ObjectiveTo investigate the changes of non-linear dynamics characteristics of EEG during picture memory masks, and the application of non-linear dynamic analysis for memory research.
目的探讨图形记忆任务过程中脑电非线性动力学特性的变化规律，以及脑电非线性分析在记忆过程研究中的作用。
Objective To investigate the changes of non-linear dynamics properties of EEG under different mental tasks, and the application of non-linear dynamic analysis for cognitive function research.
目的探讨在不同认知作业状态下脑电非线性动力学特性的变化规律，以及脑电非线性动态分析在认知过程研究中的作用。
The models and algorithms based on the non-linear dynamics have been shown the potential in understanding of biological evolution and ecology.
而基于非线性关系的许多模型和算法也显示出在生物进化和生态学研究方面的巨大潜力。
Non-linear dynamics characters of a rotor system for an elastic shaft-disk with a crack are examined by introducing the geometric non-linearity and equivalent line-spring model.
本文引入了几何非线性关系和等效线弹簧模型对含裂纹的弹性轴弹性盘转子系统进行非线性动力学分析。
Chaos is an inner stochastic motion happening in fixed non-linear dynamics system.
混沌是发生在确定性非线性动力学系统中的一种内在随机运动。
Therefore, theory study on traffic requires cross and development of knowledge in statistical mechanics, fluid dynamics, non-linear dynamics and so on, showing profound scientific meaning.
因此，研究交通需要统计物理，流体力学，非线性动力学等多种学科的交叉应用，具有深远的科学意义。
Therefore, theory study on traffic requires cross and development of knowledge in statistical mechanics, fluid dynamics, non-linear dynamics and so on, showing profound scientific meaning.
因此，研究交通需要统计物理，流体力学，非线性动力学等多种学科的交叉应用，具有深远的科学意义。
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