首先根据实际泡沫材料中存在不少弯曲支柱,且形状接近于弧线,在假设全部支柱为弯曲支柱的情况下,利用理论方法分析了支柱弯曲对开孔泡沫材料刚度和强度性能的影响规律,得到了理论预测含弯曲支柱开孔泡沫材料杨氏模量和屈服强度的公式。然后,通过有限元模拟方法验证了上述理论预测模型的有效性。最后,利用有限元模型研究了不同比例的弯曲支柱、不同弧度的弯曲支柱和不同各向异性比对泡沫铝压缩力学行为的影响。结果表明,弯曲支柱对弹性模量的影响比对塑性坍塌强度的影响大;而弯曲支柱对泡沫铝压缩力学行为的影响则与支柱的弧度、支柱含量和胞体结构的各向异性比有关。
Firstly,a theoretical method was employed to analyze the effect of the curvature of struts on the stiff-ness and strength properties of the open cell foam,based on the assumption that all the struts were curved.Then theoretical formulas were obtained for the prediction of the Young’s modulus and yield strength of these foam con-taining curved struts.The validity of the theoretical prediction was verified by comparing with the simulation results of the finite element method.Finally,the finite element model was employed to investigate the effects of the content of curved struts,the curvature,and the anisotropy ratio on the compressive properties of the aluminum foam.The results indicate that the curvature of struts has a greater influence on the elastic modulus than the plastic collapse strength.The compressive properties of the aluminum foam show strong dependence on the curvature of struts,the content of curved struts,and the anisotropy ratio of cell structure.
参考文献
[1] | A. P. ROBERTS;E. J. GARBOCZI.ELASTIC MODULI OF MODEL RANDOM THREE- DIMENSIONAL CLOSED-CELL CELLULAR SOLIDS[J].Acta materialia,20012(2):189-197. |
[2] | A.P. Roberts;E.J. Garboczi.Elastic properties of model random three-dimensional open-cell solids[J].Journal of the Mechanics and Physics of Solids,20021(1):33-55. |
[3] | T. G. Nieh;K. Higashi;J. Wadsworth.Effect of cell morphology on the compressive properties of open-cell aluminum foams[J].Materials Science & Engineering, A. Structural Materials: Properties, Misrostructure and Processing,20001/2(1/2):105-110. |
[4] | A.E.Simone;L.J.Gibson.Effects of solid distribution on the stiffness and strength of metallic foams[J].Acta materialia,19986(6):2139-2150. |
[5] | Cheng-Hsin Chuang;Jong-Shin Huang.Elastic moduli and plastic collapse strength of hexagonal honeycombs with plateau borders[J].International Journal of Mechanical Sciences,20029(9):1827-1844. |
[6] | C. Chen;T.J. Lu;N.A. Fleck.Effect of imperfections on the yielding of two- dimensional foams[J].Journal of the Mechanics and Physics of Solids,199911(11):2235-2272. |
[7] | A. Zargarian;M. Esfahanian;J. Kadkhodapour;S. Ziaei-Rad.Effect of solid distribution on elastic properties of open-cell cellular solids using numerical and experimental methods[J].Journal of the mechanical behavior of biomedical materials,2014:264-273. |
[8] | Lu, Z.-X.;Liu, Q.;Huang, J.-X..Analysis of defects on the compressive behaviors of open-cell metal foams through models using the FEM[J].Materials Science & Engineering, A. Structural Materials: Properties, Misrostructure and Processing,2011:285-296. |
[9] | A.E.Simone;L.J.Gibson.The effects of cell face curvature and corrugations on the stiffness and strength of metallic foams[J].Acta materialia,199811(11):3929-3935. |
[10] | Grenestedt JL..Influence of wavy imperfections in cell walls on elastic stiffness of cellular solids[J].Journal of the Mechanics and Physics of Solids,19981(1):29-50. |
[11] | Joachim L. Grenestedt;Franck Bassinet.Influence of cell wall thickness variations on elastic stiffness of closed-cell cellular solids[J].International Journal of Mechanical Sciences,20007(7):1327-1338. |
[12] | Storm, J.;Abendroth, M.;Kuna, M..Influence of curved struts, anisotropic pores and strut cavities on the effective elastic properties of open-cell foams[J].Mechanics of materials,2015Jul.(Jul.):1-10. |
[13] | H.X.Zhu;J.F.Knott;N.J.Mills.Analysis of the elastic properties of open-cell foams with tetrakaidecahedral cells[J].Journal of the Mechanics and Physics of Solids,19973(3):319-344. |
[14] | LU ZiXing;HUANG JiXiang;CHEN Xin.Analysis and simulation of high strain compression of anisotropic open-cell elastic foams[J].中国科学:技术科学(英文版),2010(3):863-869. |
- 下载量()
- 访问量()
- 您的评分:
-
10%
-
20%
-
30%
-
40%
-
50%