Mathematical Model of Airborne Stabilization System

O. Sushchenko
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Abstract

This paper deals with developing a model of the airborne stabilization system. The matrices of directional cosines for transformations between inertial and body-axis systems of coordinates are obtained. The features of dynamic and kinematic properties of the gimballed stabilization system are represented. The expressions for control moments during stabilization are derived. The obtained models ensure the process of designing a robust stabilization system able to operate in difficult conditions of external perturbations. Results of modelling are shown. The computer simulation of transient processes provei the efficiency of the developed model. The research is directed to solving the problem of creating stabilization system based on new computer technologies.
机载稳定系统的数学模型
本文讨论了机载稳定系统模型的建立。得到了惯性坐标系与体轴坐标系之间变换的方向余弦矩阵。阐述了该万向节稳定化系统的动力学和运动学特性。导出了稳定过程中控制力矩的表达式。所得到的模型保证了设计一个能够在外部扰动的困难条件下运行的鲁棒稳定系统的过程。最后给出了建模结果。瞬态过程的计算机仿真证明了所建立模型的有效性。本课题旨在解决基于计算机新技术的稳定系统创建问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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