灵敏度及鲁棒稳定性理论在导弹发射决策中的应用

本文运用系统敏灵度理论分析了多变量系统在参数摄动条件下的动态特性。为了提高系统鲁棒性,对影响系统动态性能的不同参数偏差间的相互补偿、最优搭配及对判定域的影响进行了研究。本文旨在给出一种简单、实用的方法,以便在某些参数超出允许限的条件下,为现场指挥决策提供系统有关的定量信息。

APPLICATION OF SENSITIVITY AND ROBUST STABILITY THEORY ON THE DECISION OF MISSILE LAUNCHING

The dynamic characteristics of multi-variable system under parameter perturbations are analysed by System Sensitivity Theory in this paper. The critical regions of influence of certain parameters on the system dynamic performances, their mutual deviation compensations and their optimum combinations are studied for improving the Robutness of the system. This paper is intended to give a simplified and practical method for providing quantitative informations to the commander on spot to make decision about the system when certain parameters are outside the permissible limits.