期刊文献+

双层壳的双稳态力学特性理论分析和数值模拟 被引量:3

Bi-stable Mechanical Behaviors of Double-layered Isotropic Shell Structure
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摘要 双稳态结构一般均由复合材料制作而成,然而复合材料有其固有的缺陷,即采用正对称铺层的层合板在弯曲过程中会产生扭转变形,而采用反对称铺层的层合板容易受到温度影响。对于各向同性材料结构,在变形过程中既没有拉弯耦合效应也没有弯扭耦合效应。本文据此建立了存在预应力的各向同性材料圆柱壳的双稳态力学模型,给出了其变形过程中的弯曲应变能和拉伸应变能的表达式。结果表明,预应力柱壳总应变能有两个极小值,故柱壳存在两个稳定状态,通过计算得到了结构卷曲半径的大小。同时,对双层壳的双稳态过程进行了有限元数值模拟。数值结果与理论模型解吻合很好。 Bi-stable structures are usually made of laminated composite materials. However, composite materials have inherent shortcomings, e.g. , laminated plates of symmetrical lay-up can twist when bending; laminated plates of anti-symmetrical lay-up are easily liable to temperature. In contrast, isotropic structures have no bending-stretching and twisting-bending coupling. A pre-stressed double-layered isotropic cylindrical shell model is proposed in this paper. Expressions for the bending and stretching strain energies are presented. Calculations show that total strain energy has two local minimum values, which reveals that the cylinder shell structure has its bi-stability. The corresponding rolled-up radius is thus determined. Meanwhile, FEM simulation on the bi-stable processes has been performed, and numerical data coincide with well the predicted results by the proposed model.
出处 《力学季刊》 CSCD 北大核心 2009年第3期481-487,共7页 Chinese Quarterly of Mechanics
基金 国家自然科学基金(10072042) 上海市"浦江人才计划"(项目号:05PJ14092)
关键词 各向同性壳 预应力 双稳态 卷曲半径 数值模拟 isotropic shell pre-stressed bi-stable rolled-up radius numerical simulation
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参考文献9

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同被引文献26

  • 1张晓艳.非对称正交铺层双稳态复合材料的发展与应用[J].航空制造技术,2012,55(17):70-71. 被引量:4
  • 2LACHENAL X, DAYNES S, WEAVER P M. Review of morphing concepts and materials for wind turbine blade appli- cations[J]. Wind Energy,2013,16(2) :283-307.
  • 3PONTECORVO M E, BARBARINO S, MURRAY G J, et al. Bistable arches for morphing applications[J]. Journal of Intelligent Material Systems and Structures, 2013,24 (3) : 274- 286.
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  • 5BOWEN C R, BUTLER R, JERVIS R, et al. Morphing and shape control using unsymmetrical composites[J]. Journal of Intelligent Material Systems and Structures, 2007, 18 ( 1 ) : 89- 98.
  • 6GUDE M, HUFENBACH W, KIRVEL C. Piezoelectrically driven morphing structures based on bistable unsymmetric laminates[J]. Composite Structures,2011,93(2):377-382.
  • 7GIGLIOTTI M, MINERVINO M, GRANDIDIER J C, et al. Predicting loss of bifurcation behaviour of 0/90 unsymmetric composite plates subjected to environmental loads[J]. Com- posite Structures,2012,94(9) :2793-2808.
  • 8TAWFIK S A, STEFAN DANCILA D, ARMANIOS E. Planform effects upon the bistable response of cross-ply com- posite shells[J]. Composites Part A: Applied Science and Manufacturing,2011,42(7) :825-833.
  • 9DAI Fuhong, LI Hao, DU Shanyi. A multi-stable lattice structure and its snap-through behavior among multiple states [J]. Composite Structures,2012,97:56-63.
  • 10SEFFEN K A. ' Morphing' bistable orthotropic elliptical shallow shells [J]. Proceedings of the Royal Society A: Mathematical, Physical and Engineering Science, 2007, 463 (2077) :67-83.

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