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首页> 外文期刊>Automation and Remote Control >Minimization of the least upper bound of the real parts of quasipolynomial roots and the limit stability degree of linear dynamic feedback system
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Minimization of the least upper bound of the real parts of quasipolynomial roots and the limit stability degree of linear dynamic feedback system

机译:拟多项式根实部最小最小上界及线性动态反馈系统的极限稳定度

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摘要

For the class of quasipolynomials that are characteristic for the mathematical models of the industrial control systems, the upper estimate of the degree of stability was established and shown to correspond to the multiple real root of the characteristic system equation; the reachability conditions for this upper estimate were established.
机译:对于工业控制系统数学模型具有特征性的一类拟多项式,建立了稳定性程度的上限估计值,并表明其对应于特征性系统方程的多重实根;建立了此上限估计的可达性条件。

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