A new method based on adjoint system and minus system to compute unstable equilibrium points on the stability boundary of power system classical model is proposed.
提出一种基于伴随系统和变号系统的求解电力系统经典模型稳定边界上不稳定平衡点的方法。
In this paper, we mainly discuss the generic stability and the existence of essential connected components to equilibrium points of set-valued mappings.
本文主要从通有稳定性和本质连通区的角度系统地讨论了集值映射平衡点集的稳定性。
In this paper we study the stability for equilibrium points of equations in two-population dynamics.
本文研究两种群动力学方程平衡点的稳定性。
By using mechanical analysis, the dynamic equation of the system was established, the Lyapunov direct method was applied to obtain stability conditions of system equilibrium points.
通过力学分析，建立了离心调速器系统的动力学方程，应用李雅普·诺夫直接方法得到该系统稳定平衡点的条件。
This paper deals with the mathematics model of two populations amensalism symbiosis and the stability of all equilibrium points in the system.
研究了两种群在偏害共生作用下的数学模型，分析了系统各平衡点的稳定性。
Taking the fluid velocity as changing parameter, the stability of steady-state solution near the equilibrium points is analyzed by using Theory of Stability.
以流体流速作为变化参数，运用稳定性理论分析了平衡点附近定常解的稳定性问题；
The equilibrium lines and the triple points in the phase stability diagrams were calculated and selected by the free energy changes associated with the assumed reactions.
通过其反应自由能的变化来衡量判断相图中凝聚相西两组合的平衡线和叁叁组合的三相点。
This paper deals with the mathematics model of two populations commensalisms symbiosis and the stability of all equilibrium points in the system.
研究了两种群在偏利共生作用下的数学模型，分析了系统各平衡点的稳定性。
This paper deals with the mathematics model of two populations commensalisms symbiosis and the stability of all equilibrium points in the system.
研究了两种群在偏利共生作用下的数学模型，分析了系统各平衡点的稳定性。
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