| 1. | There is no excuse for this chaotic state of affairs
事情弄得如此之乱，已经没有什么理由可说了。 |
| 2. | The room was in a chaotic state
那个房间在乱糟糟的状态中。 |
| 3. | On the basis of the second and third chapters , we study the hyperradiation from soliton in chaotic state in the last chapter
在第二章和第三章的基础上，第四章主要研究混沌状态下孤子的辐射功率问题。 |
| 4. | However , my mind remained in a chaotic state . there was continuous interference on my " screen " . before i could even concentrate , master called back
赶忙闭上眼专心祈求，思绪一片混乱，萤幕上充满杂讯，还没开始集中，师父电话已经来了！ |
| 5. | And the simulation results show the validity of the method . since a dc / dc converter running in chaotic state can improve its emc , we can make engineering application
由于工作在混沌状态的dc / dc变换器能够提高电路的电磁兼容性能，因此其中的混沌现象有潜在的工程应用价值。 |
| 6. | And then eliminating the chaotic states in the two sub - systems according to synergy in order to realize the informationization in enterprises successfully
以协同理论为指导思想消除企业组织子系统及企业信息化软件子系统在企业信息化过程中的现存混沌状态，顺利实现企业信息化建设。 |
| 7. | In this paper , the second chapter introduces the reducing idea of inertial manifolds and approximate inertial manifolds , and discuss th e similarity reduction of ks equation . the third chapter introduces the basical idea and theory of the exact linearization controlling , then use this methods to control chaos of an ordinary differential system chen equation and apply the exact linearization controlling method to control the chaotic behaviours , i . e . controlling the chaotic states to steady states
本文第二章介绍了无穷维动力系统的惯性流形与近似惯性流形的约化思想，并讨论了ks方程的直接约化方法。第三章介绍了精确线性化控制方法的基本思想和理论根据，并应用精确线性化控制方法对具有典型混沌动力学行为和性质的一个常微分系统chen方程进行混沌控制，将chen方程的混沌状态控制为稳定状态。 |
| 8. | The nonlinear mathematical model for the inverter induction motor system is set up taking the effect of the dead time of the inverter into consideration . based on the phase - space reconstructed theory of the chaotic kinetics , the nonlinear time lag method is used to determine the way to chaos , the attractors are reconstructed from steady state to chaotic state , and the essential characteristics of chaos are clarified
推导并建立了计及死区时间的逆变器-异步电动机系统数学模型，根据混沌动力学相空间重构理论，采用非线性系统时滞方法，研究系统通往混沌的途径，重构系统稳态至混沌的吸引子，阐明系统混沌运动的基本特点。 |
| 9. | The fourth chapter applies the exact linearization controlling method to control the approximate inertial manifolds of a partial differential system ks equation . this method can control the chaotic states into steady states and also can control the steady states into circle solutions . the chen equation and ks equation both have typical dynamical behavior and dynamical character
第四章中应用精确线性化控制方法对无穷维动力系统ks方程的近似惯性流形进行混沌控制，可以将传统近似惯性流形下的混沌状态控制为稳定状态，也可以将稳定近似惯性流形下的稳定状态控制为周期解。 |
