3D MODELING AND SIMULATION OF MULTI-LAYER WOVENFABRIC WITH COMPLEX FABRIC WEAVE

Abstract

Abstract: The four textile structures, three-dimensional angle interlock structure, three-dimensional orthogonal structure, three-dimensional variable thickness structure and three-dimensional tubular structure were simulated, according to the parameters of weaving process and concrete structural data. The cross sections of yarns were supposed as ellipse or round with constant sizes in some structure modeling, and the yarn trajectories were supposed as the cubic B-spline curves. The control points to reconstruct cubic B-spline curves were reversed by selecting data points after determination of location of yarn. Finally, three-dimensional woven fabric is simulated by calling the OpenGL image functions in VC++ programming platform.

Key words: multilayer woven fabric, 3D modeling, cubic B-spline curve, simulation

CLC Number:

TB332

ZHU Jian-hua, ZHANG Rui-yun, WANG Wei, YU Jian-yong. 3D MODELING AND SIMULATION OF MULTI-LAYER WOVENFABRIC WITH COMPLEX FABRIC WEAVE[J]. Fiber Reinforced Plastics/Composites, 2016, 0(2): 47-52.

References

[1] Byun J H, Chou T W. Elastic properties of three-dimensional angle-interlock fabric preforms[J]. J Text Inst, 1990,81(4):538-548.
[2] Pochiraju K, Chou T W. Three dimensionally woven and braided composites and a model for anisotropic stiffness prediction[J]. Polymer Composites, 1999,20(4):565-580.
[3] Lomov S V, Gusakov A V, Huysmans G, et al. Textile geometry preprocessor for meso-mechanical models of woven composites[J]. Composites science and technology, 2000,60(11):2083-2095.
[4] 丁辛, 易洪雷. 三维机织结构的几何模型[J]. 复合材料学报, 2003,20(5): 108-113.
[5] 唐逊, 周光明, 刘旭波, 等. 三维机织复合材料纱线观测与细观几何模型[J]. 南京航空航天大学学报,2008,40(3):377-382.
[6] 华逢友. 关于三维织物几何模型的建模、算法与仿真系统[D].南京:南京理工大学, 2008: 23-45.
[7] 苗馨匀, 顾伯洪, 郑天勇. 三维正交机织物组织结构的几何表征和数学表征[J]. 纤维复合材料,2009, 38(4): 38-42.
[8] 郭兴峰, 黄故, 王瑞. 三维正交机织物结构的几何模型[J].复合材料学报, 2005, 22(4): 183-187.
[9] 王鹏. 变厚度三维机织物的制备与结构分析[D].上海:东华大学, 2012: 28-40.
[10] 杨婷婷. 三维筒状织物的织造技术研究[D].上海:东华大学, 2015: 10-51.
[11] 陶淑一. 反求三次均匀B样条曲线控制顶点[J]. 科技通报,2014, 30(3):23-25.
[12] 吴光亚, 王小华. 反求三次B样条曲线控制顶点的一种快速算法[J]. 杭州电子科技大学学报,2005,25(3):64-66.
[13] Sherburn M. Geometric and Mechanical Modelling of Textiles[D]. Nottingham: University of Nottingham, 2007: 1-23.
[14] Dave Shreiner. OpenGL Programming Guide[M]. Addison-Wesley Professional,2009: 1-247.
[15] 柳宝琴. 基于多剑杆织机的三维织物织造工艺研究[D].上海:东华大学, 2014: 16-43.
[16] 曾文敏. 连续变厚度平面板状三维机织物的研制[D].上海:东华大学, 2015: 19-26.