Modeling the deployment of a two-link spoke of a large-sized space reflector taking into account the backlash

F. Mitin, E. N. Nikulin
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Abstract

This article discusses the process of deployment a two-link spoke of a large-sized transformable space-based reflector. In view of the high costs of carrying out field tests, the construction of correct mathematical models is an urgent task. Currently, the creation of large-sized systems is actively developing. Such systems consist of several interconnected links. When delivered to a given orbit, the large-sized system is folded for placement in the launch vehicle. After entering the orbit, it is deployed to the specified operating state. A mathematical model has been developed for the deployment of the spoke, improved in terms of taking into account the separation of parameters depending on the length and time, which makes it possible to study the arising vibrations of the structure. It is important to take into account the backlash in the connections. Even small gaps in the spoke link connections can lead to a manifold increase in the stabilization time of the system. The developed mathematical model makes it possible to consider various conditions for linking links, change the mass-dimensional parameters and materials of the spoke. The results of modeling are presented, showing the correctness of mathematical models. Conclusions are made about the admissibility of using mathematical models for spokes consisting of a larger number of links.
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考虑间隙的大尺寸空间反射器双连杆辐条的展开建模
本文讨论了大型可变形天基反射器双连杆轮辐的展开过程。鉴于进行现场试验的成本很高,建立正确的数学模型是一项紧迫的任务。目前,大型系统的创建正在积极发展。这样的系统由几个相互连接的环节组成。当交付到给定的轨道时,大型系统被折叠放置在运载火箭中。进入轨道后,部署到指定的工作状态。已经开发了一个用于辐条部署的数学模型,在考虑到取决于长度和时间的参数分离方面进行了改进,这使得研究结构产生的振动成为可能。重要的是要考虑到连接中的反弹。在轮辐连杆连接中即使很小的间隙也会导致系统稳定时间的大量增加。所建立的数学模型可以考虑连杆的各种条件,改变轮辐的质量尺寸参数和材料。给出了建模结果,验证了数学模型的正确性。对由较多连杆组成的辐条采用数学模型的可接受性作出了结论。
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发文量
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审稿时长
8 weeks
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