空间刚柔耦合结构非线性动力学分析任务书

 2021-10-23 09:10

1. 毕业设计（论文）的内容和要求

大型空间航天器结构日趋轻柔，在轨展开锁定后具有阻尼小、模态密集等动力学特征，弹性变形与星体运动之间存在显著的刚-柔耦合作用。

空间结构系统一旦受到扰动，将会引发复杂的非线性振动，对空间结构的在轨稳定运行及其性能产生重要影响。

对于该类结构的动力学研究，特别是刚柔耦合效应下的非线性动力学响应研究，对于我国大型空间可展结构的应用与发展，具有重要的理论意义和工程价值。

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2. 参考文献

[1] Puig L, Barton A, Rando N. A review on large deployable structures for astrophysics missions. Acta Astronautica, 2010, 67(1-2): 12-26.[2] Santiago-Prowald J, Baier H. Advances in deployable structures and surfaces for large apertures in space. Ceas Space Journal, 2013, 5(3-4): 89-115.[3] Rogers C A, Stutzman W L, Campbell T G, et al. Technology Assessment and Development of Large Deployable Antennas. Journal of Aerospace Engineering, 1993, 6(1): 34-54.[4] Meguro A, Shintate K, Usui M, et al. In-orbit deployment characteristics of large deployable antenna reflector onboard Engineering Test Satellite VIII. Acta Astronautica, 2009, 65(9): 1306-1316.[5] Henriksen T K, Mangenot C. Large deployable antennas. Ceas Space Journal, 2013, 5(3-4): 87-88.[6] 胡海岩, 田强, 张伟, 等. 大型网架式可展开空间结构的非线性动力学与控制. 力学进展, 2013, 43(4): 390-414.[7] Thomson M W. The AstroMesh deployable reflector, Antennas and Propagation Society International Symposium. IEEE, 2002.[8] Morterolle S, Maurin B, Quirant J, et al. Numerical form-finding of geotensoid tension truss for mesh reflector. Acta Astronautica, 2012, 76(4): 154-163.[9] Ding H, Li Y, Chen L Q. Nonlinear vibration of a beam with asymmetric elastic supports. Nonlinear Dynamics, 2018, 1-12.[10] Tibert G. Deployable Tensegrity Structures for Space Applications [Dissertation]. Royal Institute of Technology, 2002.[11] Ingham M D, Crawley E F. Microdynamic Characterization of Modal Parameters for a Deployable Space Structure. Aiaa Journal, 2015, 11(39): 331-338.[12] Yu T J, Zhang W, Yang X D. Global dynamics of an autoparametric beam structure. Nonlinear Dynamics, 2017, 88(2): 1329-1343.[13] Kumar P, Pratiher B. Nonlinear modeling and vibration analysis of a two-link flexible manipulator coupled with harmonically driven flexible joints. Mechanism and Machine Theory, 2019, 131: 278-299.

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