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Finite-time spacecraft attitude control under input magnitude and rate saturation

机译:有限时间的航天器姿态控制在输入幅度和速率饱和度下

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This paper addresses attitude-stabilizing control for rigid spacecraft with actuator magnitude and rate saturation (MRS). Firstly, a continuous dynamical system is introduced to model the actuator MRS. Rigorous analysis is given to demonstrate that the model's output can always meet the MRS constraints if the control scheme applied to the model derived here is continuous. Then, by using the proposed MRS model and the homogeneity property, two attitude-stabilizing control laws are presented. The measurement of angular velocity is required in the implementation of the first control law, but this requirement is unnecessary in the second one. The local finite-time stability of the resulting closed-loop system is ensured by employing the Lyapunov approach. Finally, several simulation examples are presented to validate the efficiency of the proposed method.
机译:本文涉及具有致动器幅度和速率饱和度(MRS)的刚性航天器的态度稳定控制。 首先,引入了一种连续的动态系统以模拟执行器MRS。 如果应用于此处导出的模型的控制方案是连续的,则对模型的输出可以始终满足MRS约束。 然后,通过使用拟议的MRS模型和同质性财产,提出了两个态度稳定的控制法。 在实施第一控制法律方面需要测量角速度,但第二个是不需要这种要求。 通过采用Lyapunov方法来确保所得到的闭环系统的局部有限时间稳定性。 最后,提出了几种模拟示例以验证所提出的方法的效率。

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