REDUCED MATERIAL MODEL OF COMPOSITE LAMINATES FOR 3D FINITE ELEMENT ANALYSIS

被引:0
|
作者
Kumar, Goldy [1 ]
Shapiro, Vadim [1 ]
机构
[1] Univ Wisconsin, Dept Mech Engn, Spatial Automat Lab, Madison, WI 53706 USA
关键词
D O I
暂无
中图分类号
TM [电工技术]; TN [电子技术、通信技术];
学科分类号
0808 ; 0809 ;
摘要
Laminate composites are widely used in automotive, aerospace, medical, and increasingly in consumer industries, due to their reduced weight, superior structural properties and cost-effectiveness. However, structural analysis of complex laminate structures remains challenging. 2D finite element methods based on plate and shell theories may be accurate and efficient, but they generally do not apply to the whole structure, and require identification and preprocessing (dimensional reduction) of the regions where the underlying assumptions hold. Differences in and limitations of theories for thin/thick plates and shells further complicate modeling and simulation of composites. Fully automated structural analysis using 3D elements with sufficiently high order basis functions is possible in principle, but is rarely practiced due to the significant increase in computational integration cost in the presence of a large number of laminate plies. We propose to replace the actual layup of the laminate structure by a simplified material model, allowing for a substantial reduction of the computational cost of 3D FEA. The reduced model, under the usual assumptions made in lamination theory, has the same constitutive relationship as the corresponding 2D plate model of the original laminate, but requires only a small fraction of computational integration costs in 3D FEA. We describe implementation of 3D FEA using the reduced material model in a meshfree system using second order B-spline basis functions. Finally, we demonstrate its validity by showing agreement between computed and known results for standard problems.
引用
收藏
页数:8
相关论文
共 50 条
  • [31] 3D finite element model for magnetoelectric sensors
    Mininger, X.
    Galopin, N.
    Dennemont, Y.
    Bouillault, F.
    EUROPEAN PHYSICAL JOURNAL-APPLIED PHYSICS, 2010, 52 (02):
  • [32] Mesoscale finite element analysis of cracked composite laminates under out-of-plane loads using 3D periodic boundary conditions
    Garoz, D.
    Hajikazemi, M.
    Dinh, T. D.
    Van Paepegem, W.
    COMPOSITE STRUCTURES, 2020, 235
  • [33] Finite Element Analysis of 2.5D Woven Composites, Part I: Microstructure and 3D Finite Element Model
    Jian Song
    Weidong Wen
    Haitao Cui
    Hongjian Zhang
    Ying Xu
    Applied Composite Materials, 2016, 23 : 29 - 44
  • [34] Finite Element Analysis of 2.5D Woven Composites, Part I: Microstructure and 3D Finite Element Model
    Song, Jian
    Wen, Weidong
    Cui, Haitao
    Zhang, Hongjian
    Xu, Ying
    APPLIED COMPOSITE MATERIALS, 2016, 23 (01) : 29 - 44
  • [35] 3D geometrical model of plain weave fabrics for finite element analysis
    Wang, Dongning
    Jiao, Ya-nan
    Li, Jialu
    ADVANCED TEXTILE MATERIALS, PTS 1-3, 2011, 332-334 : 1635 - 1638
  • [36] 3D Printing Experimental Validation of the Finite Element Analysis of the Maxillofacial Model
    Shu, Jingheng
    Luo, Haotian
    Zhang, Yuanli
    Liu, Zhan
    FRONTIERS IN BIOENGINEERING AND BIOTECHNOLOGY, 2021, 9
  • [37] Finite Element Analysis of 3D Printed Model via Compression Tests
    Abbot, D. W.
    Kallon, D. V. V.
    Anghel, C.
    Dube, P.
    2ND INTERNATIONAL CONFERENCE ON SUSTAINABLE MATERIALS PROCESSING AND MANUFACTURING (SMPM 2019), 2019, 35 : 164 - 173
  • [38] Analysis and validation of a 3D finite element model for human forearm fracture
    Liu, Jing
    Mustafa, Al-Khazraji
    Lees, Vivien C.
    Qian, Zhihui
    Wei, Guowu
    Lu, Xuewei
    Jin, Jianqiao
    Ren, Lei
    Ren, Luquan
    Wang, Kunyang
    INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN BIOMEDICAL ENGINEERING, 2022, 38 (09)
  • [39] ANALYSIS OF THE IMPEDANCE FUNCTIONS USING 3D FINITE ELEMENT MODEL OF SUBSOIL
    Kralik, J.
    Rosko, P.
    Kralik, J., Jr.
    ENGINEERING MECHANICS 2018 PROCEEDINGS, VOL 24, 2018, : 425 - 428
  • [40] Stability Analysis of Ecological Slopes Based on a 3D Finite Element Model
    Sui, Zifan
    Yuan, Weijia
    Yi, Wen
    Yang, Weihuan
    ADVANCES IN MATERIALS SCIENCE AND ENGINEERING, 2021, 2021