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离散颗粒集合中的应力分布 被引量:1

Stress distribution in disperse grain pack
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摘要 以均匀立方体试块作为各向同性的、典型的颗粒介质单元集合,通过试验,分析在外部集中荷载作用下有序对称排列和非对称排列集合应力点分布的变化情况,研究离散颗粒介质的拱效应特征及非线性传递过程,并用Markov链的分枝过程描述应力传递的变化规律.  Taking a homogeneous cubic specimen as an isotropic pack composed of typical grained medium units,the variation pattern of stress point distribution in symmetric as well as asymmetric orderly disposed packs under an external concentrated load is analyzed with the help of experiment.The 'arch' effect and nonlinear transfer process of its disperse grained medium are investigated,and the variation pattern of stress transfer is described by using the ramified process of Markov links.
出处 《兰州理工大学学报》 CAS 北大核心 2004年第6期106-109,共4页 Journal of Lanzhou University of Technology
基金 甘肃省自然科学基金(ZS022 A25 15)
关键词 离散颗粒集合 分枝过程 应力点 disperse grain pack ramified process stress point
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参考文献6

  • 1COPPERSMITH S N.Model for force fluctuations in bead packs [J].APS Phys E,1996,53(5):4 673-4 685.
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同被引文献5

  • 1COPPERSMITH S N,LIU C H,et al.Model for force fluctuations in bead packs[J].Physical Review E,1996,53(5):4 673-4 685.
  • 2MUETH D M,JAEGER H M,NAGEL S R.Force distribution in a granular medium[J].APS Phys Rev E,1997,57(3):3 164-3 169.
  • 3BOUCHAUD J P,CLAUDIN P,LEVINE,et al.Force chain splitting in granular materials:A mechanism for large-scale pseudo-elastic behaviour[J].Eur Phys J E,2001,4:451-457.
  • 4GOLDENBERG C,GOLDHIRSCH I.Force chains,microelasticity and macroelasticity[J].Phys Rev Letters,2002,89(8):1-4.
  • 5CLAUDIN P,BOUCHONED J P.Static avalanches and giant stress fluctuation in silos[J].APS Phys Rev Letters,1997,78(2):231-234.

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