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空间薄膜结构褶皱的数值模拟最新研究进展 被引量：4

ADVANCES IN THE NUMERICAL INVESTIGATIONS ON WRINKLES IN SPACE MEMBRANE STRUCTURES
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摘要 褶皱问题是高精度空间薄膜结构最关心的问题之一,它是影响薄膜结构形面精度的关键因素.由于薄膜结构褶皱机理的复杂性,该问题一直没能得到很好的解决,人们对褶皱的认识,目前主要是通过试验观察和数值模拟等方法.本文综述了空间薄膜结构褶皱数值研究的发展和现状,并对其中重要的和被广泛采纳的方法进行了重点介绍和评述.最后对褶皱数值分析方法所面临的问题及其发展趋势作了初步展望. Investigation on wrinkles is related with high precision requirements and is one of the hottest topics for space membrane structures. The wrinkles are the key factor to affect the space membrane structural surface accuracy. It is therefore important to develop computationally effective analysis methods to predict the performance of wrinkled membrane structures. At present, the main methods to study the wrinkles in space membrane structures are the numerical simulation and experimental investigation. In the present paper, the recent advances of wrinkle numerical methods for space membrane structures are reviewed. We mainly discuss the important and widely used analytical method of membrane wrinkling, and some suggestions for further investigation are made.
作者 王长国 杜星文 万志敏
机构地区 哈尔滨工业大学
出处 《力学进展》 EI CSCD 北大核心 2007年第3期389-397,共9页 Advances in Mechanics
关键词 空间薄膜结构 形面精度 褶皱 非线性屈曲 有限元 space membrane structure, surface accuracy, wrinkle, nonlinear buckling, finite element method
分类号 O484.1 [理学—固体物理]
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参考文献46

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共引文献51

同被引文献55

  • 1刘晓峰,杜星文,万志敏.充气展开管弯折挠曲研究[J].工程力学,2005,22(5):225-230. 被引量：2
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  • 3王长国,杜星文,万志敏.空间薄膜结构的褶皱形变预测[J].力学与实践,2006,28(6):37-41. 被引量：4
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引证文献4

二级引证文献28

力学进展
2007年 第3期

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