共查询到18条相似文献,搜索用时 250 毫秒
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误差四元数及其在航天器姿态控制中的应用 总被引:1,自引:0,他引:1
以四元数作为定位参数对航天器进行姿态控制。首先导出了误差四元数矢量,从而解决了航天器姿态控制中最终姿态表示的非单值性问题;其次,通过一个典型例子提出了非线性三轴姿态控制方法,该方法以误差四元数作为反馈量,以控制力矩陀螺作为执行元件,利用李亚普诺夫函数对非线性系统进行控制,为大型航天器的姿态控制开辟了新的途径;最后,给出了仿真结果,从而说明了以误差四元数作为定位参数的航天器姿态控制法具有计算速度快、计算精度高等优点。 相似文献
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四元数在伴随卫星姿态控制中的应用 总被引:2,自引:1,他引:1
针对传统的欧拉角方法不适用于航天器大幅度姿态机动运动的数值仿真。研究了用四元 空间站伴随卫星的姿态控制问题。介绍了空间站伴随卫星的概念及任务;根据航天器动力学方程,利用李雅普诺夫直接法推导出用四元数表示的空间站伴随卫星姿态控制律,并对该控制律进行了仿真计算,仿真结果表明,所推导的控制律能对空间站伴随卫星进行准确、快速的姿态控制。 相似文献
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以四元数作为定位参数对空间站进行姿态控制。首先给出了以四元数表示的系统动力学西式其次提出了非线性三轴姿态控制方法,该方法是以四元数作为反馈量,控制力矩陀螺作为执行元件,利用李亚普诺夫函数对非线性系统进行控制,为大型航天器的姿态控制开辟了新的途径;最后以一空间粘为例进行了姿态控制仿真计算,从而说明以四元数为定位参数的空间站姿态控制方法具有计算速度快、计算精度高等优点。 相似文献
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准确计算自旋稳定卫星姿态参数是正确实施姿态控制的前提。本文基于最小二乘(LS)理论,建立了在线计算卫星姿态参数的一组具有容错功能的递推LS算法,简要论证了该算法具备良好的统计最优性质。 相似文献
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Modeling and attitude control methods for a satellite with a large deployable antenna are studied in the present paper. Firstly, for reducing the model dimension, three dynamic models for the deploying process are developed, which are built with the methods of multi-rigid-body dynam- ics, hybrid coordinate and substructure. Then an attitude control method suitable for the deploying process is proposed, which can keep stability under any dynamical parameter variation. Subse- quently, this attitude control is optimized to minimize attitude disturbance during the deploying process. The simulation results show that this attitude control method can keep stability and main- tain proper attitude variation during the deploying process, which indicates that this attitude con- trol method is suitable for practical applications. 相似文献
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Cheng P.H.W. Georganas N.D. Holbrook J.A.D. 《IEEE transactions on aerospace and electronic systems》1977,(3):236-245
lt is necessary to maintain the spin axis of dual-spin geostationary communications satellites with nontracking ground antennas to within 0.1 degree of the orbit normal by periodic attitude corrections. Normally, the data for attitude estimation are determined from the analog sensor waveforms telemetered to the ground station. This information is supplied to the attitude determination program, which processes the data and outputs the right ascension and declination of the spin axis. An application of the extended Kalman/ filter in estimating the attitude of dual-spin geostationary satellites is presented. The precession of the angular momentum vector by the solar radia-tion torque is considered to be the only natural attitude perturbation. The orbital dynamics are considered to be known and are decoupled from the attitude dynamics. A periodic attitude control policy is then derived. 相似文献
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Space Technology Experiment and Climate Exploration(STECE) is a small satellite mission of China for space technology experiment and climate exploration. A new test star tracker and one ASTRO 10 star tracker have been loaded on the STECE satellite to test the new star tracker's measurement performance. However,there is no autonomous precession–nutation correction function for the test star tracker,which causes an apparent periodic deflection in the inter-boresight angle between the two star trackers with respect to each other of up to ±500 arcsec,so the precession and nutation effect needs to be considered while assessing the test star tracker. This paper researches on the precession–nutation correction for the test star tracker's attitude measurement and presents a precession–nutation correction method based on attitude quaternion data. The periodic deflection of the inter-boresight angle between the two star trackers has been greatly eliminated after the precession and nutation of the test star tracker's attitude data have been corrected by the proposed method and the validity of the proposed algorithm has been demonstrated. The in-flight accuracy of the test star tracker has been assessed like attitude noise and low-frequency errors after the precession–nutation correction. 相似文献
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针对多无人机协同执行任务过程中遭遇执行器增益故障下的安全飞行控制问题,设计了 1种预设性能反步容错姿态跟踪控制方案,以实现故障下的多无人机姿态同步跟踪控制。首先,定义飞行器的姿态同步跟踪误差和姿态角速率跟踪误差,分别利用预设性能函数对 2种误差进行约束,将不等式约束转化为等式约束。其次,基于转换误差设计反步容错姿态同步跟踪控制器,应用 Nussbaum函数解决由增益故障引起的未知控制增益问题。Lyapunov稳定性分析表明,姿态同步跟踪误差与姿态角速率跟踪误差稳定且收敛。仿真结果验证了控制方案的可行性以及有效性。 相似文献