1) variational stability
变差稳定性
1.
By using the Henstock integral and Ljapunov function,the variational stability of bounded variation solutions for a class of discontinuous system is discussed.
利用Henstock积分及Ljapunov函数,讨论了一类不连续系统有界变差解的稳定性,建立了有界变差解的变差稳定性、渐进变差稳定性的Ljapunov型定理。
2.
In this paper,by using the Henstock integral and Lyapunov function, the variational stability for bounded variation solutions of a class of discontinuous systems is considered.
本文利用Henstock积分和李雅普诺夫函数，讨论了一类不连续系统的有界变差解的变差稳定性。
3.
At the same time, the variational stability of bounded variation solutions at the effect of perturbation and non-perturbation for the impulsive differential system are discussed, the Ljapunov type theorems for variational stability and asymptotically variational stability for impulsive differential systems are established.
同时,讨论了在无扰动和有扰动的情况下,这类固定时刻脉冲微分方程有界变差解的变筹稳定性,建立了此类微分系统有界变差解变差稳定性和渐近变界稳定性的两个Ljapunov型定理。
2) variational-asymptotically stability
变差渐近稳定性
1.
In this paper,the variational stability of bounded variation solutions to homogeneous linear ordinary differential equations are disscussed by using Henstock integral and Lyapunov function,the Lyapunov type theories for variation stability and variational-asymptotically stability of bounded variation solutions are established.
利用Henstock积分和Lyapunov函数,讨论了齐次线性常微分方程有界变差解的稳定性,建立了有界变差解的变差稳定性和变差渐近稳定性的Lyapunov型定理。
3) variationally-asymptotically stability
渐近变差稳定性
1.
For this kind of discontinuous systems ,we introduce some conceptions of the variational stability for bounded variation solutions,the Lyapunov type theorems for variational stability and variationally-asymptotically stability of bounded variation solutions are established.
介绍了本文所用到的基本概念和引理，给出了此类不连续系统的变差稳定性的定义等基本概念；建立了这类不连续系统有界变差解的变差稳定性、渐近变差稳定性两个李雅普诺夫型定理；通过李雅普诺夫函数V的构造，建立了两个李雅普诺夫型定理的逆定理，这两个逆定理的建立，表明李雅普诺夫型定理中的李雅普诺夫函数是存在的。
4) Φ-variational stability
Φ-变差稳定性
1.
In this paper, the bounded Φ-variation function and the generalized ordinary differen- tial equation are unified, the concept of Φ-variational stability is established and the stability of the bounded Φ-variation solutions to Kurzweil equations is discussed.
本文将Φ-有界变差函数理论与Kurzweil方程理论结合起来,首次给出了Φ-变差稳定性概念,讨论了Kurzweil方程Φ-有界变差解的稳定性,建立了Φ-界变差解Φ-变差稳定性和渐近Φ-变差稳定性的Ljapunov型定理。
5) variation of stability errors
稳定性误差的变化趋势
1.
If several weights have been calculated by the multiple combination of measurement and stability errors have been calculated by least square method, we may draw the graph of variation of stability errors.
经过对历年的检定记录和中间核查的分析汇总,得出各个公斤工作基准的稳定性误差,采用多个砝码多次全组合测量,利用最小二乘法计算出这三个公斤工作基准砝码之间的质量差值,找出它们的稳定性误差的变化趋势。
6) the stability errors
稳定性误差
1.
this text analyses the stability errors for No.
本文对力学室一等质量实验室的26、27、32三个公斤工作基准砝码的稳定性误差分别作了分析。
补充资料：变稳定性飞机
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