| 1. | Lex and c are tightly coupled
Lex和c是强耦合的。 |
| 2. | In the end , considering that the barrel is coupling , a decoupling control and thereafter fuzzy control method are discussed
最后根据注塑机料筒温度对象是强耦合的特点，研究了其解耦和模糊控制方法。 |
| 3. | In chapter 3 , we study the stability for linear time - varying discrete large - scale systems with unidirectional strong coupling among subsystems
第三章研究子系统间具有单向强耦合的线性时变离散大系统的稳定性。 |
| 4. | The water supply system is a nonlinear , tight coupled multivariable system which is difficult to accurately describe with traditional mathematical model
供水系统是一个非线性、强耦合的多变量系统，难以用精确的传统数学模型来描述。 |
| 5. | So it is very difficult to set up the mathematical model . with the development of the technology of electronics and controlling , it is probable to realize the mainland method
与直流电动机不同，三相异步电动机是一个非线性、多变量、高阶强耦合的复杂被控对象，从而很难建立它的精确数学模型。 |
| 6. | The simulation results prove that the control system has perfect decouple and self - learning control performance for multi - variable strong - coupled time - varying deaerator water level control system
仿真结果表明，该控制系统对多变量强耦合的除氧器水位控制对象具有良好的解耦性能和自学习控制特性。 |
| 7. | The main contribution of this paper is the presentation of partial decomposing approach of stability analysis for time - delay large - scale system and non - linear large - scale system with strong coupling in single direction
本文的主要贡献是分别提出了子系统间具有单向强耦合的线性时滞大系统和非线性大系统稳定性的部分分解法。 |
| 8. | Electric arc furnace ( efa ) system is a complex plant , which exits serious non - linearity , time changing , strong couple . the constant impedance control method , which base on classical control theory has been used widely
电弧炉系统是一个具有较强非线性、时变性和强耦合的被控对象，目前普遍采用的是基于经典控制理论的恒阻抗控制方式。 |
| 9. | For real complex industrial process plants with long time delay , nonlinear , multi - disturbance , and strong coupling , it is hard to develop practical mathematical models , and the complex plants are difficult to control automatically
摘要连续碳酸化分解的生产过程控制复杂，具有长流程、大滞后、非线性、强干扰、强耦合的特性，对其难以建立精确描述的数学模型。 |
| 10. | In order to overcome the restriction of classical approaches of stability for linear time - invariant discrete large - scale systems , we study the stability for large - scale systems with unidirectional strong coupling among subsystems in chapter 2
为了克服传统大系统稳定性分析方法的局限性，在第二章研究子系统间具有单向强耦合的线性定常离散大系统的稳定性问题。 |
