Modeling and simulation of an orbit controller for a communication satellite

M. A. Malik, G.A. Zaidi, I. Aziz, S. Khushnood
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引用次数: 5

Abstract

It is of critical importance to control the altitude of a satellite especially one used for worldwide communications in a geo-stationary orbit. The objective of this work is to evolve a design based on modeling and simulation of an orbit controller for a satellite orbiting into a circular orbit. This involves a good understanding of the system dynamics. Once a satellite is launched in a desired orbit, it never remains in that ideal orbit. The external forces present in space cause perturbations to this ideal orbit. To bring back the satellite into the desired orbit, on-board thrusters provide in-orbit propulsion. In this work, the altitude of the satellite is controlled by the thrust produced by the on-board thrusters installed in the radial and tangential directions. However, dictated by the controllability requirement, we have analyzed the dynamic system stabilization with the application of two thrusters as well as one thruster. Thus the feedback dynamic control system considers both the two-input and the single-input cases. The model developed is essentially a linearized, normalized and state-space model. The simulation of this model is based on the MATLAB software package. The design thus evolved is used to study the effect of pole-placement on the controlling parameters like settling time, peak time, overshoot, and damping ratio of the closed-loop system. This enables us to make predictions about the stability requirements for any dynamic system of the type considered. The design tool thus developed is applied to a current actual communication satellite design. The design results are compared and recommendations are made.
通信卫星轨道控制器的建模与仿真
控制卫星,特别是地球静止轨道上用于全球通信的卫星的高度是至关重要的。本工作的目的是发展一种基于建模和仿真的轨道控制器的设计,用于卫星进入圆形轨道。这需要对系统动力学有很好的理解。一旦卫星被发射到一个理想的轨道上,它就永远不会停留在那个理想的轨道上。空间中存在的外力会对这个理想轨道造成扰动。为了将卫星带回预定轨道,机载推进器提供在轨推进。在这项工作中,卫星的高度由安装在径向和切向上的机载推进器产生的推力控制。然而,根据可控性要求,我们分析了双推进器和单推进器应用下的动态系统镇定问题。因此,反馈动态控制系统考虑了双输入和单输入两种情况。所建立的模型本质上是一个线性化的、规范化的状态空间模型。基于MATLAB软件包对该模型进行仿真。该设计用于研究极点放置对闭环系统稳定时间、峰值时间、超调量和阻尼比等控制参数的影响。这使我们能够对所考虑的任何类型的动态系统的稳定性要求作出预测。所开发的设计工具已应用于当前实际的通信卫星设计中。对设计结果进行了比较,并提出了建议。
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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