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1)  correlative stability
相关稳定
1.
In view of the smaller transverse bending stiffness of the composite deck cable-stayed bridge\'s main girder(I-shaped stiffened cross-section) which easy to occur local instability at transverse direction,the global-local elastic correlative stability and the development law of the bridge during construction were studied.
针对组合梁斜拉桥钢主梁(工字形加劲截面)在横桥向抗弯刚度较小且容易在横桥向发生局部失稳的现象,研究了组合梁斜拉桥全过程的整体-局部弹性相关稳定性及其发展规律。
2)  delay-dependent stability
时滞相关稳定
1.
Based on Liapunov stability theory combined with linear matrix inequalities(LMIs) techniques,asymptotic stability of the system is analyzed and some delay-dependent stability criteria in terms of LMIs were derived.
通过该方法,能够分析和判定具有多时滞和不确定性网络控制系统的时滞相关稳定性。
2.
The delay-dependent stability of networked control systems(NCSs) with uncertainties and multiple time-varying delays is investigated in this paper.
讨论了具有不确定性和多时变时滞的网络控制系统(NCSs)的时滞相关稳定性。
3)  delay-dependent stability
时滞相关稳定性
1.
Improved delay-dependent stability criteria for stochastic systems with time-varying interval delay
区间时滞随机系统的时滞相关稳定性改进判据(英文)
4)  delay-dependent stability
时延相关稳定性
1.
Analysis of delay-dependent stability for time-delay teleoperating systems with force-reflection;
力反馈时延遥操作系统的时延相关稳定性分析
5)  Controlling UEP
相关不稳定平衡点
1.
Controlling UEP Method of Stability Analysis in Network Structure Preserving Power System Model;
电力系统结构保持模型稳定性分析的相关不稳定平衡点方法
6)  delay-dependent robust stability
时滞相关鲁棒稳定性
1.
In this paper,the system with multiple time-delays is transformed,then a suitable Lyapunov function is selected,the delay-dependent robust stability condition for Lurie control systems with multiple time-delays is obtained by applying Lyapunov stability method and associating with Moon s lemma,and the condition is given by a linear matrix inequality (LMI).
本文对多时滞Lurie控制系统进行了变换,然后选择一个适当的Lyapunov函数,利用Lyapunov稳定性方法并结合Moon引理,得到了多时滞Lurie控制系统的时滞相关鲁棒稳定性判别条件,该条件是以线性矩阵不等式(LMI)给出的,可用Matlab求解。
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性质:在自然界或人类社会中,如果变量之间具有相随变动的关系,则称变量之间相关。变量之间相关随变动的数量关系,分为函数关系与统计关系两类,前者表示变量之间数量上的确定性关系,即一个或一组变量在数量上的变化通过函数式所规定的数学等式可完全确定另一个变量在数量上的变化;后者表示变量之间的相随变动的某种数量的统计规律性,一个变量只是大体上按照某种趋势随另一个或一组变量而变化,是在进行了大量的观测或试验以后建立起来的一种经验关系。

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