期刊文献+

基于有限元方法的航天服平褶式关节建模 被引量:9

Modeling of spacesuit flat pattern mobility joint based on finite element method
原文传递
导出
摘要 关节的灵活性能是航天服改进设计的一个重要方向,平褶式关节是一类典型的航天服软关节。为全面了解平褶式关节的活动特性,利用有限元方法构建了平褶式关节的仿真模型,该模型能够反映关节的主要材料和结构特征,计算得到了关节的阻力矩-角度关系。为验证模型,开展了关节原理样件的阻力矩测量,分析了模型误差的来源。比较了有限元方法和经典分析方法,并进一步讨论了平褶式关节阻力矩的组成。结果表明,有限元模型能够反映关节弯曲运动的基本特征,尽管关节运动初期和伸展运动后期阻力矩计算的准确性还有待提高,但与经典分析方法相比具有显著的优势。此外,结合模型结果分析得到平褶式关节阻力矩由压缩气体、材料摩擦以及结构的弹性变形引起。 Flexibility of mobility joint is one of the important directions to improve the spacesuit design,and flat pattern mobility joint is a kind of typical soft joint of spacesuit.In order to make a comprehensive understanding of the mobility property of flat pattern mobility joint,a simulation model of flat pattern mobility joint,which reflects its main features of material and structure,is built based on the finite element method.And the relationship between torque and angle is obtained by calculation.To verify the model,torque of joint prototype is measured and error sources of model are analyzed.The finite element method and classical analytical methods are compared and the composition of torque is also discussed.Results show that the finite element model can describe essential characteristics of joint movement.Although the accuracies of joint torque during the initial state of joint bending and the latter period of joint extending need to be improved,it shows more advantages than the classical analytical methods.In addition,it can be concluded from the result analysis that torque of flat pattern mobility joint is induced by compressing gas,friction of materials and elastic deformation of structure.
出处 《航空学报》 EI CAS CSCD 北大核心 2015年第3期1002-1010,共9页 Acta Aeronautica et Astronautica Sinica
关键词 航天服 平褶式关节 有限元 非线性 阻力矩 spacesuit flat pattern mobility joint finite element nonlinearity resisting torque
  • 相关文献

参考文献20

  • 1赵京东,金明河,高志强,崔平远,刘宏.基于随动机器人的舱内/外航天服手臂测试方法[J].航空学报,2008,29(5):1370-1380. 被引量:5
  • 2Vykukal H C,Altos L, Webbon B W? et al. Pressure suitjoint analyzer: USA, 4311055[P]. 1980-06-11.
  • 3Matty J. Results and analysis from space suit joint torquetesting, AIAA-2010-62ll[R]. Reston: AIAA, 2010.
  • 4Meyen F, Holschuh B,Kobrick R, et al. Robotic jointtorque testing: a critical tool in the development of pres-sure suit mobility elements, AIAA-2011-5105 [R]. Re-ston: AIAA* 2011.
  • 5Thomas K S,McMann H J. US spacesuits[M], 2nd ed.Chichester: Praxis Publishing, 2012 : 72.
  • 6Abramov I, Abramov 1 P,Skoog I. Russian spacesuits[M]. Chichester: Praxis Publishing, 2003: 181-204.
  • 7Menendez V,Diener M, Baez J M. Performance of EVAsuit soft flat pattern mobility joints, SAE-941331 [R].Friedrichshafen: SAE,1994.
  • 8Main J A, Peterson S W, Strauss A M. Design and struc-tural analysis of highly mobile space suits and gloves[J].Journal of Spacecraft and Rockets, 1994, 31 ( 6 ):1115-1122.
  • 9Stein M, Hedgepeth J M. Analysis of partly wrinkledmembranes, NASA TN D-813 [R]. Washington* D. C.:NASA, 1961.
  • 10王长国,杜星文,赫晓东.空间充气薄膜结构的褶皱分析[J].力学学报,2008,40(3):331-338. 被引量:14

二级参考文献41

  • 1杜星文,王长国,万志敏.空间薄膜结构的褶皱研究进展[J].力学进展,2006,36(2):187-199. 被引量:15
  • 2Schmidt P B. An investigation of space suit mobility with applications to eva operations [D]. Massachusetts Institute of Technology, 2001.
  • 3Newman D J, Schmidt P B, Rahn D. Modeling the extravehicular mobility unit(EMU) space suit: physiological implications for extravehicular activity [R]. USA: SAE, 2000.
  • 4Schmidt P B, Newman D J, Hodgson E. Modeling space suit mobility: applications to design and operations [R]. USA: SAE, 2001.
  • 5李谭秋.国外中长期载人航天医学工程关键技术信息研究专题资料:第一集出舱航天服及其系统[R].北京:航天医学工程研究所,2001.
  • 6Jeffrey R B, David L A. Development and testing of a space suit analogue for neutral buoyancy eva research [R]. USA: SAE, 2002.
  • 7Mack C,Taylor H M.The fitting of woven cloth to surfaces[J].J Text Inst,1956,47:477-489.
  • 8Grosberg P,Park B J.The mechanical properties of woven fabrics,Part Ⅴ:The initial modulus and the frictional restraint in shearing of plain weave fabrics[J].Text Res J,1966,32:420-431.
  • 9Kawabata S,Niwa M,Kawai H.The finite deformation theory of plain-weave fabrics.Part Ⅲ.The shear-deformation theory[J].J Textile Inst,1973,64 (2):62-85.
  • 10Yu W R,Pourboghrat F,Chung K,et al.Nonorthogonal constitutive equation for woven fabric reinforced thermoplastic composites[J].Compos Part A,2002,33:1095-1105.

共引文献50

同被引文献76

引证文献9

二级引证文献30

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部