• An essential feature of chaotic dynamics is sensitively dependent on initial conditions.

    混沌运动的基本特征表现为对初值的敏感依赖性。

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  • Test of nonlinearity of time series is very important for nonlinear time series analysis and study of chaotic dynamics.

    时间序列的非线性检测对于非线性时间序列分析、混沌特性研究有着重要意义。

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  • In the second part, chaotic dynamics and controlling chaos in hybrid systems are considered.

    第二部分考虑混杂系统中的混沌动力学及其控制。

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  • The global bifurcations and chaotic dynamics are investigated when the rotor-AMBs system has the time-varying stiffness.

    研究了电磁轴承-转子系统在变刚度情况下的全局分叉和混沌动力学。

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  • Conclusions of the paper improve robustness to erect LE1 by old rule and are useful to basic theoretic research of chaotic dynamics.

    研究成果在一定程度上克服了传统准则确定LE1鲁棒性较差的缺陷,对混沌动力学基础研究具有一定的理论意义。

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  • There are inextricably links between chaos theory and simple cryptography, and chaotic dynamics shows some features that are desirable for the cipher system.

    混沌理论与密码学之间存在着千丝万缕的联系,混沌系统的动力学特性满足密码系统的某些安全性能需求。

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  • The second control method can drive the BZ-CSTR chaotic dynamics to a new status of dynamics which may not be the original embedded intrinsic orbits of the chaos.

    第二种控制方案可以驱动BZ - CSTR混沌动力学到达一系列规则的动力学状态,这些动力学状态可能并不是混沌轨道中内嵌的本征轨道。

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  • Modeling power electronic circuits with chaotic dynamics can help us to learn more about dynamic behaviors of power electronic circuits, which is beneficial to engineering design.

    一方面,利用混沌动力学能够对电力电子电路的行为进行更为深入、准确、全面的了解,从而便于进行工程设计;

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  • Differential waveform complexity between resistivity and porosity curves of reservoir often contains information of petroliferous reservoir, which can be described by the chaotic dynamics.

    储层孔隙度和电阻率曲线间微差形态波形的复杂程度隐含着储层含油气性的信息,可以用混沌动力学系统加以刻划。

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  • Differential waveform complexity between resistivity and porosity curves of reservoir often contains information of petroliferous reservoir, which can be described by the chaotic dynamics.

    储层孔隙度和电阻率曲线间微差形态波形的复杂程度隐含着储层含油气性的信息,可以用混沌动力学系统加以刻划。

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