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索网张力结构初应力分析新方法及结构特性 被引量:1

A New Initial Pre-stress Calculation Method and Structural Performance of Tensile Cable-Net Structure
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摘要 索网张力结构是一种预应力自平衡结构体系,具有静不定、动不定特征.初始预应力分布计算是张力结构受力分析的基础.文中从力密度法基本方程出发,采用线性调整理论,建立了一种新的张力结构初始预应力分布计算方法,并将这一方法运用于马鞍型单层索网体系初始预应力分布的求解,在此基础上分析了不同预应力水平对体系自振特性、静力承载力的影响.最后,对该体系的结构特性进行了分析. The tensile cable-net structure is a self-equilibrium pre-stress system with static and kinematic indeterminations. The calculation of the initial pre-stress is the basis for the loading analysis of the structure. In this paper, a new calculation method of the initial pretress of tensile cable-net structure is developed based on the basic formulae of the force density method as well as on the linear adjustment theory. The proposed method is then used to analyze the initial pre-stress distribution of a particular single-layer saddle-shaped cable-net structure, and the effect of the pre-stress on the self-vibration and static load of the structure are analyzed. Finally, the structural performances of the cable-net system are investigated.
出处 《华南理工大学学报(自然科学版)》 EI CAS CSCD 北大核心 2008年第6期25-29,共5页 Journal of South China University of Technology(Natural Science Edition)
基金 国家自然科学基金资助项目(10102010)
关键词 线性调整理论 索网结构 张力 初始预应力 单层马鞍型索网 结构特性 linear adjustment theory cable-net structure tension initial pre-stress single-layer saddle-shaped cable-net structural performance
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参考文献8

  • 1Pellegrino S, Calladine C R. Matrix analysis of statically and kinematically indeterminate frameworks [ J ]. Int J Solids Structure, 1985,22 (4) :409-428.
  • 2Pellegrino S. Analysis of prestressed mechanisms [ J ]. Int J Solids Structure, 1990,24 (12) : 1329-1350.
  • 3Pellegrino S, Van Herrden T. Solution of equilibrium equations in the force method:a compact band scheme for underdetermined linear systems [ J ]. Compouter & Structure, 1990,37 ( 5 ) :743-751.
  • 4Pellegrino S. Structural computations with the singular value decomposition of decomposition of the equilibrium matrix [ J ]. Int J Solids Structure, 1993,30 (21 ) : 3 025 -3 035.
  • 5罗尧治,董石麟.索杆张力结构初始预应力分布计算[J].建筑结构学报,2000,21(5):59-64. 被引量:49
  • 6袁行飞,董石麟.索穹顶结构的新形式及其初始预应力确定[J].工程力学,2005,22(2):22-26. 被引量:56
  • 7Singer P. Die berechnung von minimalflachen, seifenblasen, membrane and pneus ausgeodatischer sicht [ D ]. Mucchen- Stuttgart University, 1995.
  • 8Forster B, Mollaert M. European design guide for tensile surface structures [ M ]. Brussels : TensiNET, 2004.

二级参考文献12

  • 1罗尧治,董石麟.索杆张力结构的计算机分析程序CSTS[J].空间结构,2000,6(2):56-63. 被引量:9
  • 2K Volokh,O Vilnay. Natural,kinematic and elastic displacement of understrained structures [J]. Intermational Journal of Solids and Structures,1997,34(8): 911-930.
  • 3D A Gasparini,P C Perdikaris,N Kanj. Dynamic and static behaviour of cable dome model [J]. Journal of Structure Engineering,1989,115(2): 363-381.
  • 4钱若军.张力结构形状判定评述[C]..新型空间结构论文集[C].浙江大学出版社,1994..
  • 5R B Fuller. Tensile-integrity structures [P]. US Patent 3,063,521,1962.
  • 6A Pugh. An introduction to tensegrity [M]. University of California Press Berkeley,1976.
  • 7S Pellegrino. A class of tensegrity domes [J]. Interntional Journal of Space Structures,1992,7(2): 127-142.
  • 8D H Geiger. The design and construction of two cable domes for the korea Olympics [C]. Shells,Membranes and Space Frame,Proc. IASS Symp.,1986.
  • 9M P Levy. The Georgia dome and beyond achieving lightweight-long span structures [C]. Proc. IASS-ASCE Int. Symp.,1994.
  • 10S Pellegrino. Structural computations with the singular value decomposition of the equilibrium matrix [J]. International Journal of Solids and Structures,1993,30(21): 3025-3035.

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