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首页> 外文期刊>International Journal of Robust and Nonlinear Control >Finite-time attitude-tracking control for rigid spacecraft with actuator failures and saturation constraints
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Finite-time attitude-tracking control for rigid spacecraft with actuator failures and saturation constraints

机译:具有执行器故障和饱和度约束的刚性航天器的有限时间姿态跟踪控制

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摘要

In this article, the problem of finite-time attitude-tracking control for rigid spacecraft is addressed. Uncertainties caused by external disturbances, unknown inertial matrix, actuator failures, and saturation constraints are tackled simultaneously. First, a smooth function that is more qualified to approximate the standard saturation characteristics is presented to deal with the actuator saturation constraints. Second, a fast nonsingular terminal sliding mode (FNTSM) manifold is constructed as a foundation of controllers design. By incorporating the fuzzy logic system into FNTSM technique, a less demanding solution of coping with model uncertainties is provided because the requirement of a prior knowledge of unknown inertial parameters and external disturbances in many existing achievements is removed. To reduce the number of parameters to be estimated, the norm approximation approach is exploited. Subsequently, an antichattering attitude controller is presented such that all the tracking errors converge into arbitrary small domains around the origin in finite time. The result is further extended to obtain a fault-tolerant controller against completely failed actuators. Finally, numerical simulation is conducted to verify the effectiveness of the proposed control scheme and comparison with relevant literature demonstrates its high performance. Furthermore, an experiment for the large satellite Hubble Space Telescope is carried out to validate the practical feasibility.
机译:在本文中,解决了刚性航天器有限时间态度跟踪控制的问题。同时解决由外部干扰,未知的惯性矩阵,执行器故障和饱和约束引起的不确定性。首先,提出了更符合近似标准饱和特性的平滑功能以处理执行器饱和约束。其次,以快速的非垂直端子滑动模式(FNTSM)歧管构造为控制器设计的基础。通过将模糊逻辑系统结合到FNTSM技术中,提供了一种苛刻的应对模型不确定性的苛刻解决方案,因为在许多现有成就中的未知惯性参数和外部干扰的先验知识的要求被移除。为了减少要估计的参数的数量,利用规范近似方法。随后,呈现抗静脉姿态控制器,使得所有跟踪误差会聚到有限时间内的原点周围的任意小域。结果进一步扩展以获得完全失败的执行器的容错控制器。最后,进行了数值模拟以验证所提出的控制方案的有效性,与相关文献的比较表明其高性能。此外,进行了大型卫星哈勃空间望远镜的实验以验证实际可行性。

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