期刊文献+

基于应力场的植物根系模拟及工程应用 被引量:2

Simulation of botanic root system according to stress field and its applications in engineering
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摘要 通过研究植物根系形态形成机理,以等应力原则为基础,对植物根系的形态形成过程进行了计算机模拟,并提出了一种新的结构拓扑优化设计方法.研究结果表明,土壤和植物根系之间的剪切应力是控制植物根系形态形成的主要力学因素,而基于植物根系形态形成原理的结构拓扑优化设计方法,可应用于薄壁板壳结构的加强筋分布设计,快速得到加强筋分布的近似最佳拓扑形态,以作为进一步详细设计的初始模型. The generation process of the morphology of root system in plants was simulated on the basis of studying the growth mechanism of natural root system. The axiom of uniform stress was used to control the growth process of root system. According to the generation mechanism of root system, a new design methodology of structural topology optimization was suggested. The results show that the shear stress between the soil and roots is the primary mechanical factor to control the morphology of root system. The structural topology optimization design method mentioned above can be applied to the layout design of stiffeners on thin-wall plate and shell structures. By use of the method, the approximate optimum topology model of the structure can be established quickly and be used to the succeeding detail design in structural design process.
出处 《上海理工大学学报》 EI CAS 北大核心 2008年第2期152-156,共5页 Journal of University of Shanghai For Science and Technology
基金 上海市教委发展基金(05EZ45)
关键词 仿生设计 结构拓扑优化设计 植物根系 等应力原则 bionic design structural topology design optimization root system of plant axiom of uniform stress
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参考文献4

  • 1MATTECK C. Design in Nature-Learning from Trees [ M ]. Berlin. Springer- Verlag, 1998.
  • 2LARARBERA M. Principles of design of fluid transport systems in zoology[J]. Science, 1990, 249(8) .992-1 000.
  • 3SHERMAN T F. On connecting large vessels to small: The meaning of Murray' s law [J]. Journal of General Physiology, 1981, 78:431 - 453.
  • 4丁晓红,李国杰,蔡戈坚,山崎光悦.薄板结构的加强筋自适应成长设计法[J].中国机械工程,2005,16(12):1057-1060. 被引量:24

二级参考文献3

  • 1Bendsoe M P, Kikuchi N. Generating Optimal Topologies in Structural Design Using Homogenization Method. Computer Methods in Applied Mechanics and Engineering, 1988,71(2): 197~224.
  • 2Rozvany G I N, Zhou M, Birker T. Generalized Shape Optimization without Homogenization. Structural Optimization, 1992,4:250~254.
  • 3Xie Y M, Steven G P. A Simple Evolutionary Procedure for Structural Optimization. Computer & Structure, 1993, 49: 885~896.

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