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Inclusion of Asymmetric Properties in the Single-thruster Open-Loop Slew Control Algorithms for Prolate Spinning Spacecraft

机译:扁旋航天器单推力开环回转控制算法中的不对称特性

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摘要

Spin-stabilised control was a pioneer spacecraft control method before a three-axis stabilised control was widely used. Spin-stabilised spacecraft, or spinner, uses this simple but robust method in controlling or manoeuvring the body in the microgravity environment. Surrey Space Centre (SSC) is currently spearheading the research in this area for a prolate shape spinner as a result of its involvement in the Moon Lightweight Interior and Telecoms Experiment (LITE) surface penetrator mission development funded by Astrium. The penetrator is a missile-shaped spacecraft used for delivering required mission equipment to the subsurface of the intended planet or celestial body. It is spin-stabilised after release from the orbiter before it is slewed to achieve a desired angle while free falling to the surface.;The work described in the thesis is the ongoing development of the slew control algorithms by SSC as mentioned above. State-of-the-art algorithms have been developed, namely the Half-Cone (HC) derived family and pulse-train family. These algorithms have been proven theoretically, but implementation in a real-time mission is yet to be done, except for the Rhumb Line slew control. In particular, this thesis addresses the issue of the asymmetric shape of the developed prolate spacecraft where, in theory, it has been assumed as perfectly symmetric. Three new algorithms based on the HC-derived family that consider this asymmetric factor are discussed. The significant improvement made by these novel algorithms is the mass reduction of the final residual nutation in an average of one tenth of the current algorithm. Further analysis is done to these new algorithms in terms of accuracy, energy efficiency, slew time, the effect of thruster response time and gravity. The performance of these new algorithms in controlling an extreme asymmetric case is described first before it is applied to a common prolate-shaped spacecraft. An attempt to develop a testbed is also discussed within the work.
机译:在广泛使用三轴稳定控制之前,自旋稳定控制是航天器的先驱控制方法。自旋稳定的航天器或旋转器在微重力环境中使用这种简单但强大的方法来控制或操纵人体。萨里航天中心(SSC)由于参与了由Astrium资助的“月亮轻型内饰和电信实验”(LITE)表面穿透器任务开发,目前正在率先研究扁长形微调器。穿透器是一种导弹形状的航天器,用于将所需的任务设备运送到预定行星或天体的地下。从轨道器释放后,它被旋转稳定,然后被旋转到所需的角度,同时自由下落到地面,然后旋转。;论文中描述的工作是如上所述由SSC进行的旋转控制算法的不断发展。已经开发了最先进的算法,即半锥体(HC)派生的族和脉冲序列族。这些算法已在理论上得到证明,但是除了Rhumb Line摆率控制之外,还没有完成实时任务的实现。特别地,本论文解决了发达的扁长航天器的不对称形状的问题,在理论上,它被认为是完全对称的。讨论了三种基于HC派生家族的新算法,这些算法考虑了这种不对称因素。这些新颖算法所取得的显着改进是,最终残差章动的质量平均降低了当前算法的十分之一。对这些新算法的准确性,能效,回转时间,推进器响应时间和重力的影响进行了进一步分析。首先介绍这些新算法在控制极端不对称情况下的性能,然后再将其应用于普通的扁形航天器。工作中还讨论了开发测试平台的尝试。

著录项

  • 作者

    Chanik, Abadi.;

  • 作者单位

    University of Surrey (United Kingdom).;

  • 授予单位 University of Surrey (United Kingdom).;
  • 学科 Aerospace engineering.
  • 学位 Ph.D.
  • 年度 2017
  • 页码 193 p.
  • 总页数 193
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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