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Analysis and Modeling of 6DOF Docking without Compliance using Nonlinear Contact Dynamics

机译:使用非线性接触动力学的6DOF对接不符合要求的分析和建模

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The interest to research docking mechanisms has been increasing in the recent years, due to various reasons, e.g., On-Orbit Servicing (OOS), autonomous docking. OOS is concerned with extension of the life-time of the already flying in-orbit satellites, as well as the de-orbiting of the dead satellites, to decrease space debris. In this paper, we study a docking mechanism of a probe-drogue (cone-shaped), without any compliances between two small (<1 ton) satellites. Hard impacts are one of the main concerns during the docking process, especially for the non-compliant docking mechanism. Hence, we pay attention on contact modeling, by implementing a nonlinear contact model. In this paper, we present our 6 Degrees-of-Freedom (DoF) multibody docking model. We discuss how the 6DoF modeling is carried out using the selected nonlinear contact model. Moreover, we analyze different key parameters of our model, which affect the result of each docking scenario, in the interest of finding the worst-case scenario in terms of these key parameters. After varying these key parameters, for different docking scenarios, we define the worst-case docking scenario of our docking model, as well as the range of acceptable docking scenarios. Afterwards, we select the worst-case scenario as our docking test-case. In this paper, it is also of our interest to find out the forces and the torques that each spacecraft has to undergo during the docking process. Therefore, the results of the simulation presented in this paper, show the forces and torques acting on each spacecraft, as well as the dynamic and energy analysis of each spacecraft throughout the docking process of this test-case. Finally, we compare the docking simulation results using two different contact models; the nonlinear selected "Flores" model, and the Hertz contact model, in order to see the effect of utilizing a nonlinear contact.
机译:近年来,由于各种原因,例如对轨服务(OOS),自主对接,人们对研究对接机制的兴趣日益增加。 OOS关心延长已经飞行的在轨卫星的寿命,以及使死卫星脱离轨道,以减少空间碎片。在本文中,我们研究了探孔(圆锥形)的对接机制,而两颗小型(<1吨)卫星之间没有任何顺应性。硬冲击是对接过程中的主要问题之一,尤其是对于不兼容的对接机制。因此,我们通过实现非线性接触模型来关注接触模型。在本文中,我们介绍了我们的6自由度(DoF)多体对接模型。我们讨论了如何使用所选的非线性接触模型进行6DoF建模。此外,我们分析了模型的不同关键参数,这些参数会影响每个对接场景的结果,以便根据这些关键参数找到最坏的情况。更改这些关键参数后,对于不同的对接方案,我们定义了对接模型的最坏情况下的对接方案,以及可接受的对接方案的范围。然后,我们选择最坏情况作为对接测试用例。在本文中,找出每个航天器在对接过程中必须承受的力和扭矩也是我们感兴趣的。因此,本文给出的仿真结果显示了在此测试用例的整个对接过程中作用在每艘航天器上的力和扭矩,以及每艘航天器的动态和能量分析。最后,我们使用两种不同的接触模型比较对接仿真结果。非线性选择的“ Flores”模型和Hertz接触模型,以了解利用非线性接触的效果。

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