응집영역 모델링 기법을 사용한 노치가 있는 적층복합재료의 파괴해석
Fracture Analysis of Notched Laminated Composites using Cohesive Zone Modeling
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초록
본 논문에서는 응집영역 모델링 기법을 사용하여 노치가 있는 적층복합재료의 파괴거동을 연구하였다. 먼저 노치가 있는 적층복합재료 시편형상에 대해 일반 3차원 고체요소로 모델링 한 후 요소들 사이에 섬유파괴, 기지파괴 및 층간분리 파괴를 담당하는 응집요소를 삽입하여 유한요소 메쉬를 제작하였다. 다음으로 일축인장 시험을 모사하는 하중 및 경계조건을 가하여 점진적 파괴해석을 수행하고 해석결과를 참고문헌의 실험결과와 비교하여 해석의 타당성을 검증하였다. 수치해석 결과로부터 노치가 있는 적층복합재료 인장시편의 파괴시작 및 진전거동을 분석하였으며 파괴모드의 진전을 체계적으로 조사하였다.
Abstract
In this paper, fracture behavior of laminated composites with notch was studied by cohesive zone modeling approach. The numerical modeling proceeded by first generating 3 dimensional solid element meshes for notched laminated composite coupon configurations. Then cohesive elements representing failure modes of fiber fracture, matrix cracking and delamination were inserted between bulk elements in all regions where the corresponding failures were likely to occur. Next, progressive failure analyses were performed simulating uniaxial tensile tests. The numerical results were compared to those by experiment available in the literature for verification of the analysis approach. Finally, notched laminated composite configurations with selected stacking sequences were analyzed and the failure behavior was carefully examined focusing on the failure initiation and progression and the dominating failure modes.
참고문헌 (26)
- Mangalgiri, P.D., "Composite Materials for Aerospace Applications", Bulletin of Materials Science, 22(3), pp.657~664 (1999)
- Karbhari, V.M., "Use of Composites for 21st Century Civil Infrastructures", Computer Methods in Applied Mechanics and Engineering, 185(2-4), pp.433~454 (2000)
- Tsai, S. W., "A General Theory of Strength for Anisotropic Materials", Journal of Composite Materials, 5, pp.58~80 (1971)
- Hashin Z., "Failure Criteria for Unidirectional Fiber Composites", Journal of Applied Mechanics, 47, pp.329~334 (1980)
- Hart-Smith, L. J., "Predictions of the Original and Truncated Maximum-strain Failure Models for Certain Fibrous Composite Laminates", Composites Science and Technology, 58, pp.1151~1179 (1998)
- Puck, A., "Failure Analysis of FRP Laminates by Means of Physically Based Phenomenological Models", Composites Science and Technology, 58, pp.1045~1067 (1998)
- Krueger, R., "Virtual Crack Closure Technique : History, Approach, and Applications", Applied Mechanics Reviews, 57(2), pp.109~143 (2004)
- Quaresimin, M., "Stress Intensity Factors and Strain Energy Release Rates in Single Lap Bonded Joints in Composites Materials", Composites Science and Technology, 66(5), pp.647~656 (2006)
- Matzenmiller, A., "A Constitutive Model for Anisotropic Damage in Fiber Composites", Mechanics and Materials, 20, pp.125~152 (1995)
- Camanho, P.P., "Prediction of Size Effects in Notched Laminates using Continuum Damage Mechanics", Composites Science and Technology, 67, pp.2715~2727 (2007)
- Liu, P.F., "Progressive Failure Analysis of Carbon Fiber", Epoxy Composite Laminates using Continuum Damage Mechanics, 2008, pp.485, 711~717
- Li, S., "Use of Cohesive-Zone Model to Analyze the Fracture of a Fiber-Reinforced Polymer-Matrix Composites", Composites Science and Technology, 65, pp.537~549 (2005)
- Turon, A., "An Engineering Solution for Mesh Size Effects in the Simulation of Delamination using Cohesive Zone Models", Engineering Fracture Mechanics, 74(10), pp.1665~1682 (2007)
- Harper, P. W., "A Study on the Influence of Cohesive Zone Interface Element Strength Parameters on Mixed Mode Behaviour", Composites A, 43, pp.722~734 (2012)
- Ercin, G. H., "Size Effect on the Tensile and Compressive Failure of Notched Composite Laminates", Composite Structures, 96, pp.736~744 (2013)
- Hettich, T., "Modeling of Failure in Composites by X-FEM and Level Sets within a Multiscale Framework", Computer Methods in Applied Mechanics and Engineering, 197, pp.414~424 (2008)
- Vigueras, G., "An XFEM", CZM Implementation for Massively Parallel Simulations of Composites Fracture, 2015, pp.125, 542~557
- Kortschot, M. T., "Damage Mechanics of Composite Materials I : Measurements of Damage Strength", Composites Science and Technology, 39(4), pp.289~301 (1990)
- Kortschot, M. T., "Damage Mechanics of Composite Materials II : A Damage-based Notch Strength Model", Composites Science and Technology, 39(4), pp.303~326 (1990)
- Hallet, S. R., "Experimental Investigation of Progressive Damage and the Effect of Layup in Notched Tensile Tests", Journal of Composite Materials, 40(2), pp.119~141 (2005)
- Coats, T. W., "A Progressive Damage Methodology for Residual Strength Predictions of Notched Composite Panels", Journal of Composite Materials, 33(23), pp.2193~2224 (1999)
- Hallet, S. R., "Numerical Investigation of Progressive Damage and the Effect of Layup in Notched Tensile Tests", Journal of Composite Materials, 40(14), pp.1229~1245 (2006)
- Xu, X. -P., "Numerical Simulation of Fast Crack Growth in Brittle Solids", Journal of Mechanics and Physics of Solids, 42(9), pp.1397~1434 (1994)
- Tvergaard, V., "The Relation between Crack Growth Resistance and Fracture Process Parameters in Elastic-plastic Solids", Journal of Mechanics and Physics of Solids, 40(6), pp.1377~1397 (1992)
- Geubelle, P.H., "Impact-induced Delamination of Composites: A 2D Simulation", Composites B, 29(5), pp.589~602 (1998)
- Benzeggagh, M. L., "Measurement of Mixedmode Delamination Fracture Toughness of Unidirectional Glass", Epoxy Composites with Mixed-mode Bending Apparatus, 1996, pp.49, 439~449
