全部 标题 作者
关键词 摘要

OALib Journal期刊
ISSN: 2333-9721
费用:99美元

查看量下载量

相关文章

更多...
材料工程  2006 

纤维增强复合材料的细观力学模型以及数值模拟进展

Keywords: 复合材料,力学模型,综述,数值模拟

Full-Text   Cite this paper   Add to My Lib

Abstract:

纤维增强复合材料是一类高比强度、高比刚度的新兴结构材料。开展该材料的强度分析和破坏过程模拟具有重要的科学意义和工程价值。介绍了纤维增强复合材料的细观力学模型的发展过程,综述了引入统计概念的复合材料力学行为有限元分析的研究现状,并展望了其发展趋势。

References

[1]  COX H L.The elasticity and strength of paper and other fibrous materials[J].Brit J Appl Phys,1952,3:72-79.
[2]  HEDGEPETH J M,VAN DYKE P.Local stress concentration in imperfect filamentary composite materials[J].J Comp Mater,1967,1:294-304.
[3]  VAN DYKE P,HEDGEPETH J M.Stress concentration from single-filament failures in composite materials[J].Texile Res J,1969,39:618-626.
[4]  ZWEBEN C.An approximate method of analysis for notched unidirectional composites[J].Engng Fract Mech,1974,6:1-10.
[5]  ZENG Q D,WANG Z L,LING L.A study of the influence of interfacial damage on stress concentration in unidirectional composites[J].J Compos Mater,1997,57:129-135.
[6]  曾庆敦.复合材料的细观破坏与强度[M].北京:科学出版社,2002.
[7]  HUI C Y,PHOENIX S L,IBNABDELJALIL M,et al.An exact closed-form solution for fragmentation of Weibull fibers in a single filament composite with applications to fiber-reinforced ceramics[J].J Mech Phys Solids,1995,43:1551-1585.
[8]  LANDIS C M,MCMEEKING R M.Stress concentrations in composites with interface sliding,matrix stiffness,and uneven fiber spacing using shear lag theory[J].Int J Solids Structures,1999,36:4333-4361.
[9]  CURTIN W A.Theory of mechanical properties of ceramic-matrix composites[J].J Am Ceram Soc,1991,74:2837-2845.
[10]  OKABE T,TAKEDA N,KAMOSHIDA Y,et al.A 3D shear-lag model considering micro-damage and statistical strength prediction of unidirectional fiber-reinforced composites[J].Compos Sci Technol,2001,61:1773-1787.
[11]  COLEMAN B D.On the strength of classical fibers and fiber bundle[J].J Mech Phys Solids,1958,7:60-70.
[12]  GUCER D E,GURLAND J.Comparison of the statistics of two fracture models[J].J Mech Phys Solids,1962,10:365-373.
[13]  HUI C Y,PHOENIX S L,SHIA D.The single filament composite test:application of new statistical theory for estimating and Weibull parameters for composite design[J].Compos Sci Technol,1997,57:1707-1725.
[14]  SHIA D,HUI C Y,PHOENIX S L.Statistics of fragmentation in a single-fiber composite under matrix yielding and debonding with application to the strength of multi-fiber composites[J].Compos Sci Technol,2000,60:2107-2128.
[15]  黄克智.固体本构关系[M].北京:清华大学出版社,1999.
[16]  OCHIAI S,SCHULTE K,PETERS P W M.Strain concentration factor of fibers and matrix in unidirectional composites[J].Compos Sci Technol,1991,41:237-256.
[17]  FUKUDA H,KAWATA K.On the stress concentration factor in fiberous composites[J].Fiber Sci Tech,1976,9:189-203.
[18]  GOREE J G,GROSS R S.Stresses in a three-dimensional unidirectional composite containing broken fibers[J].Engng Fract Mech,1980,13:395-405.
[19]  ROSSETTOS J N,SHISHESAZ M.Stress concentration in fiber composite sheets including matrix extension[J].J Appl Mech,1987,54:723-724.
[20]  PHOENIX S L,IBNABDELJALIL M,HUI C Y.Size effects in the distribution for strength of brittle matrix fibrous composites[J].Int J Solids Structures,1997,34:545-568.
[21]  DU Z Z,MCMEEKING R M.Creep models for metal matrix composites with long brittle fibers[J].J Mech Phys Solids,1995,43:701-726.
[22]  LANDIS C M,MCMEEKING R M.A shear-lag model for a broken fiber embedded in a composite with a ductile matrix[J].Comp Sci Tech,1999,59:447-457.
[23]  LANDIS C M,MCGLOCKTON M A,MCMEEKING R M.An improved shear lag model for broken fibers in composite materials[J].J Comp Mater,1999,33:667-680.
[24]  XIA Z,OKABE T,CURTIN W A.Shear-lag versus finite element models for stress transfer in fiber-reinforced composites[J].Compos Sci Technol,2002,62:1141-1149.
[25]  OKABE T,TAKEDA N.Estimation of strength distribution for a fiber embedded in single-fiber composite:experiments and statistical simulation based on the elasto-plastic shear-lag approach[J].Compos Sci Technol,2001,61:1789-1800.
[26]  OKABE T,TAKEDA N.Elastoplastic shear-lag analysis of single-fiber composites and strength prediction of unidirectional multi-fiber composites[J].Composites,Part A,2002,33:1327-1335.
[27]  XIA Z,CURTIN W A,OKABE T.Green's function vs shear-lag models of damage and failure in fiber composites[J].Compos Sci Technol,2002,62:1279-1288.
[28]  ROSEN B W.Tensile failure of fibrous composites[J].AIAA J,1964,2:1985-1991.
[29]  ZWEBEN C.Tensile failure of fibrous composites[J].AIAA J,1968,6:2325-2331.
[30]  HARLOW D G,PHOENIX S L.Chain of bundles probability model for strength of fibrous materials:analysis and conjectures[J].J Compos Mater,1978,12:195-214.
[31]  SMITH R L,PHOENIX S L.A comparison of probabilistic techniques for the strength of fibrous materials under local load-sharing among fibres[J].Int J Solids Structures,1983,19:479-496.
[32]  曾庆敦,马锐,范赋群.复合材料正交叠层板最终拉伸强度的细观统计分析[J].力学学报,1994,26:451-461.
[33]  张美忠,李贺军,李克智.三维编织复合材料的力学性能研究现状[J].材料工程,2004,(2):44-48.
[34]  张少琴,杨维阳,张克颢.复合材料的Z-断裂准则及专家系统[M].北京:科学出版社,2003.
[35]  SIH G C.Energy-density concept in fracture mechanics[J].Engng Fract Mech,1973,6:1037-1040.
[36]  ZHANG S Q,JANG B Z,VALAIRE B T,et al.A new criterion for composite materials mixed mode fracture analysis[J].Engng Fract Mech,1989,34:749-769.
[37]  ZHANG S Q,VALAIRE B T,JANG B Z,et al.An energy based fracture criterion for mode Ⅱ crack in fiber composite[J].Engng Fract Mech,1990,36:49-59.
[38]  ZHANG S Q,VALAIRE B T,SUHLING J C,et al.An energy based mode Ⅲ fracture criterion for composites[J].Engng Fract Mech,1991,38:353-360.
[39]  ZHANG S Q,ZHU Y Z,YANG W Y.Energy based Z-criterion in fracture analysis of composite plate under bending[J].Engng Fract Mech,1992,43:797-805.
[40]  XIA Z,OKABE T,PARK J M,et al.Quantitative damage detection in CFRP composites:coupled mechanical and electrical models[J].Compos Sci Technol,2003,62:1411-1422.
[41]  SHARON E,FINEBERG J.Confirming the continuum theory of dynamic brittle fracture for fast cracks[J].Nature,1999,397:333-335.
[42]  BUEHLER M J,ABRAHAM F F,GAO H J.Hyperelasticity governs dynamic fracture at a critical length scale[J].Nature,2003,426:141-146.
[43]  刘凯欣,刘维甫,张晋香,等.纤维增强复合板中裂纹的动态扩展[J].科学通报,2005,50:317-320.

Full-Text

Contact Us

service@oalib.com

QQ:3279437679

WhatsApp +8615387084133