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Estimation of parameters of the space tethered system for stable load transportation along the tether

机译:沿系绳稳定负荷运输的空间系绳系统参数估计

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摘要

In this work the problem of stability of the space tethered system for load transportation along the tether is considered. The whole system is designed to "clean" orbits of space debris. The system consists of a "big" satellite moving along a circular or slightly elliptical orbit (orbital station or some satellite for orbital missions where fragments of space debris can be captured), two endmasses (counterweights, space debris hubs) and tethers between them. Containers (loads) with space debris can be transported along the tethers. One of the main problems of stable working of the whole system and load transportation is longitudinal and transverse wave propagation and vibrations of the tethers. The conditions on the system parameters (initial speed, masses of system's parts) are obtained for stable movement of the containers and the tethers. Analytical research for conditions of the system for stable load transportation along the tether was made using non-linear partial differential equations for tether movement.
机译:在这项工作中,考虑了沿着系绳装载运输的空间系绳系统的稳定性问题。整个系统旨在“清洁”空间碎片的轨道。该系统由沿圆形或略微椭圆轨道(轨道站或用于轨道性任务的轨道站或一些卫星的大“卫星组成,其中可以捕获空间碎片的碎片),两个末端(配重,空间碎片集线器)和它们之间的系绳。具有空间碎片的容器(载荷)可以沿着马特运输。整个系统稳定工作和负载运输的主要问题之一是纵向和横向波传播和系绳振动。获得系统参数(初始速度,系统零件的初始速度)的条件,用于容器和系绳的稳定运动。使用用于系绳运动的非线性局部微分方程,制造了沿着系绳的稳定负载运输系统的条件的分析研究。

著录项

  • 来源
    《Acta astronautica》 |2021年第4期|602-605|共4页
  • 作者单位

    Lomonosov Moscow State Univ MSU Fac Mech & Math Main Bldg GSP 1 1 Leninskiye Gory Moscow 119991 Russia|Russian Acad Sci Fed Sci Ctr Sci Res Inst Syst Anal 36-1 Nakhimovskiy Pr Moscow 117218 Russia|Moscow Ctr Fundamental & Appl Math Moscow 119991 Russia;

    Lomonosov Moscow State Univ MSU Fac Mech & Math Main Bldg GSP 1 1 Leninskiye Gory Moscow 119991 Russia|Russian Acad Sci Fed Sci Ctr Sci Res Inst Syst Anal 36-1 Nakhimovskiy Pr Moscow 117218 Russia|Bauman Moscow State Tech Univ Mytischi Branch 1st Inst Skaya St Mytishchi 141005 Moscow Region Russia|Moscow Ctr Fundamental & Appl Math Moscow 119991 Russia;

    Lomonosov Moscow State Univ MSU Fac Mech & Math Main Bldg GSP 1 1 Leninskiye Gory Moscow 119991 Russia|Russian Acad Sci Fed Sci Ctr Sci Res Inst Syst Anal 36-1 Nakhimovskiy Pr Moscow 117218 Russia|Moscow Ctr Fundamental & Appl Math Moscow 119991 Russia;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Space tethered systems; Orbit; Space debris; Removal; Vibrations; Stable movement;

    机译:空间系绳系统;轨道;空间碎片;拆除;振动;稳定运动;

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