| 1. | Practical stability for finite delay differential systems in terms of two measures
有限时滞微分系统依照双测度的实际稳定性 |
| 2. | Decentralized adaptive output feedback control of exponentially practical stability of similar composite systems with unknown bounds of uncertainties
一类不确定未知界相似组合系统的指数实用稳定分散自适应输出反馈控制 |
| 3. | At last , in order to study the practical stability performance of the xiangtan xiangjiang river four bridges , a total bridge model test was carried through
最后,为了研究湘潭湘江四大桥的实际受力性能及稳定性,对该桥进行了模型试验研究。 |
| 4. | The paper gives some comparison results about practical stability and boundedness in terms of two measures using comparison principle about impulsive hybrid differential systems
本文结合脉冲混合系统的比较原理给出了该系统关于两个测度的实际稳定性、积分稳定性和有界性的比较结果 |
| 5. | This paper get a result about practical stability of its perturbed systems and a result about its practical stability using several lyapunov functions
本文又得到了脉冲混合微分系统的摄动系统的关于两个测度的实际稳定性定理，给出了一个例子，并利用多个tapanunov函数得到了关于该系统的实际稳定性结果 |
| 6. | Based on this idea , we give a series of sufficient conditions to determine practical stability properties and boundedness in terms of two measures for impulsive hybrid systems
基于这些思想，本文给出了一系列用这种扩展的ryapunov直接方法得到的充分条件以判别脉冲混合微分系统的关于两个测度的实际稳定性和有界性 |
| 7. | In this paper , various kinds of stabilization are investigated for the cases of exponential stability , asymptotic stability and their relevant practical stability . meanwhile , various sufficient conditions are given
在前面镇定问题理论工作的基础上，我们给出各种设计方法，在解析条件下，提出反馈线性化设计方法处理局部截断误差满足无穷小上界条件的情况 |
| 8. | To investigate the practical stability performance of this bridge , a model test is carried out . the test model actually simulates nan pu bridge based on similarity criterion . the model test reveals that the stability factors is more than 2 . 0 , so the stability and strength of this bridge have been verified to be met with
该模型试验首创了“杆对杆”刚度等效法，应用于钢管混凝土桁架拱桥的模型设计和制作中，其研究成果对南浦大桥实桥的施工以及竣工后的运行有重要的应用价值，并对今后钢管混凝土桁式拱桥的试验研究、设计、施工具有重要的指导意义。 |
| 9. | Different from the above two chapters , in chapter three , we employ the method of lyapunov function coupled with razumikhin technique to investigete the practical stability in terms of two measures of system ( 1 ) , obtain some practical stability theorems , such as ( h0 , h ) practical stablity , ( h0 , h ) uniformly practical stability , ( h0 , h ) uniformly practically asymptotical stability and so on
不同于前两章，在第三章中，我们运用lyapunov函数方法结合razumikhin技巧研究了脉冲泛函微分系统）的关于两个测度的实际稳定性，得到了一些实际稳定性定理，如巾。入）实际稳定性、 （ h 。 ， h ）一致实际稳定性、币。 |
