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压应力状态下统计断裂理论的研究 被引量:1

Study on the Theory of Statistical Fracture at Pressure Stress-states
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摘要 假设脆性材料的强度满足Weibull分布.本文结合莫尔-库伦定理和统计断裂力学对任意压应力状态下脆性材料的断裂行为进行了研究,得到了一些有益的结论。 Assumimg the strength of brittle materials is satisfied for weibull's distribuion, the fracture behaviour of brittle materials at any prssure stress-states is studied by means of combining Mohr-coulomb's theory with statistical fracture mechanics some results have been obtained.
出处 《武汉工业大学学报》 CSCD 1996年第2期41-42,共2页
关键词 统计断裂理论 压应力 断裂力学 脆性材料 failure probability the effective stress statistial fracture theory Mohr-coulomb's law
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同被引文献9

  • 1Diao Xiao-xue. A Statistical Equation of Damage Evolution[J]. Eng Fract Mech, 1995, 52(1): 33~42.
  • 2Krajcinovic D. Statistical Aspects of the Continuous Damage Theory[J]. Int J Solids Structure,1982,18(7): 551~562.
  • 3Lemaitre J. How to Use Damage Mechanics[J]. Nuclear Engineering and Design,1984,80:233~245.
  • 4Schlangen E, Mier J G. Simple Lattice Model for Numerical Simulation of Fracture of Concrete Materials and Structures[J]. Mater Struct, 1992, 25: 534~542.
  • 5Frantziskonis G. Heterogeneous Solids-Part I: Analytical and Numerical 1-D Results on Boundary Effects[J]. Eur J Mech A/Solids, 1997, 16(3): 409~423.
  • 6Blair S C, Cook N G. Analysis of Compressive Fracture in Rock Using Statistical Techniques[J]. Int J Rock Mech Min Sci, 1998, 35(7): 837~848.
  • 7Tang C A. Numerical Simulation of Cumulative Damage and Seismic Energy Release During Brittle Rock Failure[J]. Int J Rock Mech Min Sci, 1998, 35(2): 113~121.
  • 8Zhu Nai-long. Evaluation of Brittle Material′s Strength in Multiaxial Stress State[A]. Proc First Int Conf on Engineering Computation and Computer Simulation[C].Changsha:Hunan University Press,1995.72~75.
  • 9朱乃龙.多轴应力状态下脆性材料强度的估算[J].武汉理工大学学报,2004,26(6):29-31. 被引量:6

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