界面缺陷对复合材料的性能有着显著的影响,基于弹性力学以及能量原理基本理论,利用基于界面上应力连续而位移有一定突变的无厚度弹簧模型,对含界面缺陷的材料性能进行了探究.得出界面的非完善参数、纤维相体积分数对材料的纵向与横向弹性模量、泊松比以及应力的影响规律.并将计算结果与完善界面、开孔的经典结果以及实验数据进行了对比验证.计算结果表明,利用非完善界面参数预测含缺点界面的材料性能并进行应力分析比利用完善界面模型计算的结果更精确.
参考文献
[1] | Sevostianov, I.;Rodriguez-Ramos, R.;Guinovart-Diaz, R.;Bravo-Castillero, J.;Sabina, F.J..Connections between different models describing imperfect interfaces in periodic fiber-reinforced composites[J].International Journal of Solids and Structures,201213(13):1518-1525. |
[2] | Mathias Wurkner;Harald Berger;Ulrich Gabbert.Numerical study of effective elastic properties of fiber reinforced composites with rhombic cell arrangements and imperfect interface[J].International journal of engineering science,2013Feb.(Feb.):1-9. |
[3] | Y. Benveniste;T. Miloh.Imperfect soft and stiff interfaces in two-dimensional elasticity[J].Mechanics of materials,20016(6):309-323. |
[4] | Hashin Z..Thin interphase/imperfect interface in elasticity with application to coated fiber composites[J].Journal of the Mechanics and Physics of Solids,200212(12):2509-2537. |
[5] | Z. Hashin;P.J.M. Monteiro.An inverse method to determine the elastic properties of the interphase between the aggregate and the cement paste[J].Cement and Concrete Research,20028(8):1291-1300. |
[6] | Huang, Z.Q.;Nie, G.H.;Chan, C.K..Solution of the plane problem for anisotropic media containing an elliptic inhomogeneity with dislocation-like interface[J].Acta Mechanica,201311(11):2863-2880. |
[7] | V.I. Kushch;V.S. Chernobai.Transverse conductivity and longitudinal shear of elliptic fiber composite with imperfect interface[J].International Journal of Solids and Structures,201413(13):2529-2538. |
[8] | Juan C. Lopez-Realpozo;Reinaldo Rodriguez-Ramos;Raul Guinovart-Diaz;Julian Bravo-Castillero;Federico J. Sabina.Transport properties in fibrous elastic rhombic composite with imperfect contact condition[J].International Journal of Mechanical Sciences,20112(2):98-107. |
[9] | Nairn JA.Numerical implementation of imperfect interfaces[J].Computational Materials Science,20074(4):525-536. |
[10] | Otero, J.A.;Rodríguez-Ramos, R.;Bravo-Castillero, J.;Guinovart-Díaz, R.;Sabina, F.J.;Monsivais, G..Semi-analytical method for computing effective properties in elastic composite under imperfect contact[J].International Journal of Solids and Structures,20133/4(3/4):609-622. |
[11] | Uniform antiplane shear stress inside an anisotropic elastic inclusion of arbitrary shape with perfect or imperfect interface bonding[J].International journal of engineering science,20101(1):67. |
[12] | Bai-Xiang Xu;Ying-Tao Zhao;Dietmar Gross;Min-Zhong Wang.Proof of the Strong Eshelby Conjecture for Plane and Anti-plane Anisotropic Inclusion Problems[J].Journal of Elasticity,20092(2):173-188. |
[13] | Huang, Z. Q.;He, X. Q.;Liew, K. M..A sensitive interval of imperfect interface parameters based on the analysis of general solution for anisotropic matrix containing an elliptic inhomogeneity[J].International Journal of Solids and Structures,2015:67-77. |
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