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为研究复合材料夹芯梁在轴压作用下的屈曲、后屈曲特性及承载能力,进行了试验研究与有限元仿真。首先,开展了系列复合材料夹芯梁屈曲特性试验,研究了铺层比例、梁长度、表层厚度及芯层厚度等因素对其屈曲、后屈曲破坏模式及极限承载的影响;然后,基于非线性屈曲理论,采用三维内聚力界面单元模拟面芯脱粘,并引入初始预变形及材料损伤准则对复合材料夹芯梁在轴压下的屈曲特性及极限承载进行仿真研究。结果显示:界面脱粘是屈曲破坏的重要模式;仿真计算的极限承载与试验结果相比,误差控制在10%以内。所得结论表明该方法可有效预报复合材料夹芯梁的后屈曲路径、破坏模式及极限承载。

In order to investigate the buckling,postbuckling characteristics and load capacity of composite sand-wich beam under the effect of axial compression,test investigation and finite element simulation were carried out. Firstly,a series of buckling characteristic tests of composite sandwich beams were conducted.The effects of ply ra-tio angle,length of beam,face layer thickness and core layer thickness on buckling,postbuckling failure modes and ultimate load were discussed.Then,based on the nonlinear buckling theory,3D cohesive interface elements were used to simulate the debond between skin and core,and initial predeformation as well as material damage criteria were also introduced to simulate and investigate the buckling characteristics and ultimate load of composite sandwich beam under axial compression.The results show that interface debond is the important mode of buckling failure. Comparing the ultimate load calculated by simulation with the test results,the errors are controlled within 10%. The conclusions obtained prove that the method can predict the postbuckling path,failure mode and ultimate load ac-curately.

参考文献

[1] Beghini A;Bazant ZP;Waas AM;Basu S.Postcritical imperfection sensitivity of sandwich or homogenized orthotropic columns soft in shear and in transverse deformation[J].International Journal of Solids and Structures,200618/19(18/19):5501-5524.
[2] LOU Jia;WANG Bing;MA Li;WU Lin-zhi.Buckling of carbon fiber composite pyramidal truss core sandwich columns[J].哈尔滨工业大学学报(英文版),2012(06):34-41.
[3] 白瑞祥;陈浩然.含界面脱粘及表板基体开裂损伤的复合材料夹层板非线性稳定性的研究[J].复合材料学报,2002(2):80-84.
[4] 俸翔;马元春;卢子兴.复合材料夹层板屈曲强度的分散性分析[J].复合材料学报,2011(1):132-137.
[5] 卢子兴;王晓英;俸翔.复合材料层合板临界屈曲载荷分散性[J].复合材料学报,2013(1):194-200.
[6] Ovesy, H. R.;Mooneghi, M. Asghari;Kharazi, M..Post-buckling analysis of delaminated composite laminates with multiple through-the-width delaminations using a novel layerwise theory[J].Thin-Walled structures,2015Sep.(Sep.):98-106.
[7] 贺尔铭;张钊;胡亚琪;张晓辉;贺元晨.单轴压缩载荷下夹层梁结构屈曲及皱曲模拟研究[J].西北工业大学学报,2012(5):668-674.
[8] P. Jasion;E. Magnucka-Blandzi;W. Szyc;K. Magnucki.Global and local buckling of sandwich circular and beam-rectangular plates with metal foam core[J].Thin-Walled structures,2012:154-161.
[9] 梁嫄;余音;汪海.夹层梁总体屈曲及皱曲的有限元计算[J].计算力学学报,2011(6):915-919.
[10] 李毅 .轻质夹层复合结构稳定性及冲击性能分析[D].西北工业大学,2007.
[11] VITALY KOISSIN;ANDREY SHIPSHA;VITALY SKVORTSOV.Effect of Physical Nonlinearity on Local Buckling in Sandwich Beams[J].Journal of Sandwich Structures and Materials,20104(4):477-494.
[12] 史文华 .复合材料泡沫夹层板极限承载能力研究[D].上海交通大学,2011.
[13] Smyczynski, M. J.;Magnucka-Blandzi, E..Static and dynamic stability of an axially compressed five-layer sandwich beam[J].Thin-Walled structures,2015May(May):23-30.
[14] Grygorowicz, M.;Magnucki, K.;Malinowski, M..Elastic buckling of a sandwich beam with variable mechanical properties of the core[J].Thin-Walled structures,2015Feb.(Feb.):127-132.
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