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蜂窝芯层等效参数的相关研究是蜂窝夹层结构设计和计算的重要基础,深入研究蜂窝芯层的力学特性具有重要的应用意义.对蜂窝芯层等效参数的研究进行了综述,首先介绍蜂窝芯层面内等效参数的研究进展,主要基于经典梁理论和均匀化理论,从线性和非线性两方面展开综述.然后介绍芯层面外等效参数研究,围绕各种计算方法、等效力学模型、线性和非线性等效,以及各自的优缺点等问题进行总结和评述.此外还对一些解析公式的精度和适用范围进行了比较,以方便工程应用.最后,指出了这一领域需要进一步研究的若干问题.

参考文献

[1] Allen H G.Analysis and design of structural sandwich panels[M].Oxford:Pergamon Press,1969
[2] Gibson L J;Ashby M F;Schajer G S et al.The mechanics of two-dimensional cellular materials[J].Proc R S London A,1982,382(1782):25.
[3] Burton W S;Noor A K .Assessment of continuum models for sandwich panel honeycomb cores[J].Computer Methods in Applied Mechanics and Engineering,1997,145(3):341.
[4] 富明慧,尹久仁.蜂窝芯层的等效弹性参数[J].力学学报,1999(01):113-118.
[5] 赵金森 .铝蜂窝夹层板的力学性能等效模型研究[D].南京航空航天大学,2006.
[6] Warren W E;Kraynik A M .Foam mechanics:The linear elastic response of two-dimensional spatially periodic cellular materials[J].Mechanics of Materials,1987,6(1):27.
[7] Masters I G;Evans K E .Models for the elastic deformation of honeycombs[J].Computers & Structures,1996,35(4):403.
[8] H. S. Kim;S. T. S. Al-Hassani .A morphological elastic model of general hexagonal columnar structures[J].International Journal of Mechanical Sciences,2001(4):1027-1060.
[9] 孙德强,张卫红,孙玉瑾.蜂窝铝芯的弹性模量和材料效率分析[J].力学与实践,2008(01):35-40.
[10] 胡玉琴 .铝蜂窝夹层板等效模型研究及数值分析[D].南京航空航天大学,2008.
[11] Hassani B.;Hinton E. .A review of homogenization and topology optimization I - homogenization theory for media with periodic structure [Review][J].Computers & structures,1998(6):707-717.
[12] 王飞,庄守兵,虞吉林.用均匀化理论分析蜂窝结构的等效弹性参数[J].力学学报,2002(06):914-923.
[13] 马连华,王亲猛,杨庆生.不规则蜂窝夹芯面内等效弹性参数研究[C].第十五届全国复合材料学术会议论文集,2008:946-950.
[14] W.Becker .The in-plane stiffnesses of a honeycomb core including the thickness effect[J].Archive of Applied Mechanics,1998(5):334-341.
[15] 徐胜今,孔宪仁,王本利,马兴瑞,张晓超.正交异性蜂窝夹层板动、静力学问题的等效分析方法[J].复合材料学报,2000(03):92-95.
[16] 夏利娟,金咸定,汪庠宝.卫星结构蜂窝夹层板的等效计算[J].上海交通大学学报,2003(07):999-1001.
[17] 赵剑,谢宗蕻,安学峰,张明,刘刚,马宏毅.蜂窝芯体材料面外等效弹性模量预测与分析[J].航空材料学报,2008(04):94-100.
[18] Li K;Gao XL;Subhash G .Effects of cell shape and cell wall thickness variations on the elastic properties of two-dimensional cellular solids[J].International Journal of Solids and Structures,2005(5/6):1777-1795.
[19] Warren W E;Kraynik A M;Stone C M .A constitutive model for two-dimensional nonlinear elastic foams[J].Journal of the Mechanics and Physics of Solids,1989,37(6):717.
[20] Zhu HX.;Mills NJ. .The in-plane non-linear compression of regular honeycombs[J].International Journal of Solids and Structures,2000(13):1931-1949.
[21] 柯映林,金成柱,刘刚.NOMEX蜂窝芯等效弹性模量的非线性分析[J].自然科学进展,2006(02):252-256.
[22] 蓝林华,富明慧,陈雁云.蜂窝材料的非线性剪切行为[J].固体力学学报,2008(04):379-384.
[23] Lin-Hua Lan;Ming-Hui Fu .Nonlinear Constitutive Relations of Cellular Materials[J].AIAA journal,2009(1):16.
[24] 静永娟,岳喜山,李智渊,谢棕蕻.芯体缺失对钛合金蜂窝夹层结构强度的影响及规律研究[J].航空制造技术,2013(16):143-145.
[25] 王博,陈友伟,石云峰.多层级蜂窝材料的面内模量缺陷敏感性[J].复合材料学报,2014(02):495-504.
[26] Gibson L J;Ashby M F.Cellular solids:Structure and properties[M].London:Pergamon Press,1988
[27] F. Meraghni;F. Desrumaux;M. L. Benzeggagh .Mechanical behaviour of cellular core for structural sandwich panels[J].Composites, Part A. Applied science and manufacturing,1999(6):767-779.
[28] Kelsey S;Gellatly R A;Clark B W .The shear modulus of foil honeycomb cores[J].Aircr Eng Aerosp Technol,1958,30(10):294.
[29] Penzien J;Didriksson T .Effective shear modulus of honeycomb cellular structure[J].AIAA Journal,1964,2(3):531.
[30] Grediac M .A finite element study of the transverse shear in honeycomb cores[J].International Journal of Solids and Structures,1993,30(13):1777.
[31] 富明慧,徐欧腾.关于蜂窝芯体面外等效剪切模量的讨论[J].固体力学学报,2014(04):334-340.
[32] Shi GY.;Tong P. .EQUIVALENT TRANSVERSE SHEAR STIFFNESS OF HONEYCOMB CORES[J].International Journal of Solids and Structures,1995(10):1383-1393.
[33] J. Hohe;W. Becker .An energetic homogenisation procedure for the elastic properties of general cellular sandwich cores[J].Composites, Part B. Engineering,2001(3):185-197.
[34] Jorg Hohe;Wilfried Becker .Effective stress-strain relations for two-dimensional cellular sandwich cores: Homogenization, material models, and properties[J].Applied Mechanics Reviews: An Assessment of the World Literature in Engineering Sciences,2002(1):61-87.
[35] Hohe J;Becker W;Goswami S .Singular stress fields in cellular cores for structural sandwich panels[J].Computers & Structures,2001,53(1):9.
[36] Chen A;Davalos JF .A solution including skin effect for stiffness and stress field of sandwich honeycomb core[J].International Journal of Solids and Structures,2005(9/10):2711-2739.
[37] Xu XF.;Davalos JF.;Qiao PZ. .Transverse shear stiffness of composite honeycomb core with general configuration[J].Journal of Engineering Mechanics,2001(11):1144-1151.
[38] Xu FX.;Qiao P. .Homogenized elastic properties of honeycomb sandwich with skin effect[J].International Journal of Solids and Structures,2002(8):2153-2188.
[39] 邱克鹏,张卫红,孙士平.蜂窝夹层结构等效弹性常数的多步三维均匀化数值计算分析[J].西北工业大学学报,2006(04):514-518.
[40] Fan X;Verpoest I;Vandepitte D .Finite element analysis on out-of-plane compression properties of thermoplastic honeycomb[J].JOURNAL OF SANDWICH STRUCTURES & MATERIALS,2006,8:437.
[41] 刘强 .蜂窝夹层复合材料的非线性本构关系研究[D].上海:同济大学,2009.
[42] 戴高明,张卫红.周期性多孔材料等效杨氏模量的尺度效应研究[J].中国科学G辑,2009(07):955-963.
[43] 张卫红,段文东,许英杰,朱继宏.六边形蜂窝等效面外剪切模量预测及其尺寸效应[J].力学学报,2013(02):288-292.
[44] Papka S D;Kyriakides S .Experiments and full-scale numerical simulations of in-plane crushing of a honeycomb[J].ACTA MATERIALIA,1998,46(8):2765.
[45] Nordstrand T M;Carlsson L A .Evaluation of transverse shear stiffness of structural core sandwich plates[J].Computers & Structures,1997,37(2):145.
[46] Chung J.;Waas AM. .Compressive response of honeycombs under in-plane uniaxial static and dynamic loading, Part 1: Experiments[J].AIAA journal,2002(5):966-973.
[47] 余杭卓,成志强,柳葆生.蜂窝结构挤压成形的数值模拟与实验[J].重庆理工大学学报(自然科学版),2013(06):28-32.
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