英语释义

• an attractor for which the approach to its final point in phase space is chaotic

片语

Lorenz chaotic attractorLorenz混沌吸引子

FDI chaotic attractorFDI混沌吸引子

a chaotic attractor混沌吸引子

non-chaotic attractor非混沌性吸引子

chaotic c attractor混沌吸引子

four-winged chaotic attractor四翼混沌吸引子

chaotic attractor space吸引子相空间

chaotic strange attractor混沌奇异吸引子

chaotic attractor z混沌吸引子

英汉例句

• based on phase-space reconstruction, this paper shows two-dimensional figure of power load data, and points out that chaotic attractor can be reconstructed best when the delay time is 8 hours.

  在相空间重构的基础上，经研究发现电力短期负荷二维相图两坐标间延迟时间为8时，其混沌吸引子能得到最好的再现；

• chaotic attractor has the character of infinite period. this character of chaotic solutions provides a possibility for cryptography application.

  混沌吸引子具有周期无穷长的特征，混沌解的这种特征为在密码技术中应用提供了可能。

• owing to this method, the geometric construction of the single chaotic attractor is not changed, while the whole images have well fractal self-similar properties.

  该方法使单个混沌吸引子保持几何结构不变，但图形在整体上却具有很好分形自相似的性质。

• based on the ideas that the bond waves of chaotic attractor play an important role in chaotic synchronization, three synchronization schemes with simulation results are presented in this paper.

  提出三种脉沖混沌同步的新方案，第一种是基于定时周期抽样耦合，并在接收端通过滤波恢复出同步控制信号。

• for a certain range of parameters, the unstable periodic orbits in the chaotic attractor can be changed into the stable periodic orbits.

  在一定的参数范围，原来的混沌吸引子中不稳定的周期轨道变为稳定的周期轨道。

• a chaotic attractor of the double-scroll structure is observed from a third order autonomous electrical circuit which has only one nonlinear resistor.

  从仅含有一个非线性电阻元件的三阶自治电路中观察到了双扭曲结构的混沌吸引子。

• the chaotic attractor also shows that it「s impossible to predict the long-term solar activity.

  群黑子数的混沌吸引子也表明，长期太阳活动预报是不可能的。

• in chapter 5, chaos control of lu system is investigated. the results show chaotic attractor of lu system can be controlled at an equilibrium or a periodic orbit.

  第五章对吕系统的混沌控制进行了研究，研究结果表明吕系统的混沌吸引子可以被控制到平衡点或周期轨道上。

• a new method for controlling over unstable periodic orbits embedded in chaotic attractor is presented.

  提出一种控制混沌吸引子不稳定周期轨道的新方法。

• in this paper a new method for controlling over unstable periodic orbits embedded in chaotic attractor is presented.

  提出一种控制混沌吸引子不稳定周期轨道的新方法。

• this is the process by which information can be hidden in the evolution of a chaotic attractor and retrieved by substracting the same chaotic background to reveal the original message.

  在这个过程中需要传递的信息被隐藏在一个用来干扰的混沌系统中，接受方将信号减去相同的混沌背景即可得到原始信息。

• a feed-forward back propagating neural network is trained to achieve and maintain control of the unstable periodic orbits embedded in a chaotic attractor on the inputs of parameter perturbation model.

  设计前馈反传神经网络，通过对参数扰动模型输入样本的学习，训练成混沌控制器，将嵌入在混沌吸引子中不稳定周期轨道镇定到稳定不动点。

• the control of period-doubling bifurcations and chaotic attractor periodic orbits in a discrete nonlinear dynamical system is realized by translation.

  利用平移系统的方法，实现了对离散非线性动力学系统的倍周期分岔的控制和混沌吸引子不稳定周期轨道的控制。

• the dsp-based sixth-order chua」s chaotic attractor generation and its application to secure communication are investigated.

  本文提出一种六阶蔡氏电路的dsp硬件实现新方法及其在语音混沌保密通信中的应用。

• the delay time embedding parameter has great effect on the chaotic attractor reconstruction, so one must choose an appropriate delay time in the phase space reconstruction.

  延迟时间嵌入参数对混沌吸引子重构有着重要影响，所以，在相空间重建中必须选择适当的延迟时间。

• the form of chaotic attractor as well as the performance of phase space location modulation are analysed. the system model and implementation is also described.

  给出了系统模型，分析了混沌吸引子的构成和相空间位置调制，最后提出了系统实现方法。

• the results show that it is difficult to determine the chaotic attractor of blast furnace condition.

  结果表明：在研究范围内不能发现高炉炉况吸引子存在；

• the ogy algorithm and the prior iterate control algorithm to stabilize unstable fixed points embedded in a chaotic attractor for systems with delay coordinates are derived based on the pole placement.

  基于极点配置推导出含延迟坐标系统镇定嵌入混沌吸引子中不稳定不动点的ogy控制算法和预迭代控制算法，从而具体地揭示了极点配置与控制混沌镇定方案之间的联系。

• lorenz chaotic attractor is the flag of chao's theory, it is obtained by solving the lorenz equation.

  洛伦兹吸引子是混沌理论的标志，它是由洛伦兹方程求解而来。