网站首页期刊简介编委会过刊目录投稿指南广告合作征订与发行联系我们English
汽车覆盖件模面设计中的复杂大孔洞填充算法
英文标题:Filling algorithm on complex large hole in die face design for automotive cover panels
作者:李 行  章志兵  柳玉起  王 振 
单位:华中科技大学 
关键词:孔洞填充  控制线  区域分割  网格模型  汽车覆盖件 
分类号:TG386. 3; TP319
出版年,卷(期):页码:2023,48(1):53-59
摘要:

 为了解决汽车覆盖件模面设计中复杂大孔洞填充的质量问题, 提出了基于能量优化网格和分区曲面拟合的孔洞填充算法。该算法利用控制线对孔洞进行拓扑分区, 降低大孔洞的填充难度; 采用网格预填充和分区曲面拟合的方法, 间接构造填充曲面, 提高了复杂孔洞填充的稳定性; 采取分区三角剖分和整体网格优化的策略构造补孔网格, 生成的网格兼具整体光顺性和分区独立性, 保证后续分区拟合曲面的正确性。采用该算法对实际汽车覆盖件零件进行了孔洞填充测试, 结果表明, 该算法生成的填充曲面质量好且满足边界处的G0 连续。提出的算法支持基于控制线自动分区构造填充曲面, 填充的稳定性和质量好, 适合复杂线框孔洞的填充, 具有工程应用价值。

 In order to solve the problem of filling quality for complex large holes in die face design of automotive panels, a hole filling algorithm based on energy optimization mesh and partition surface fitting was proposed, which used control lines to partition the holes topologically to reduce the difficulty of filling large holes. Then, the filling surfaces were constructed indirectly to improve the stability of complex hole filling by using the method of mesh pre-filling and partition surface fitting. Furthermore, the strategy of partition triangulation and overall mesh optimization was adopted to construct the patching mesh, and the generated mesh had both overall smoothness and partition independence, which ensured the correctness of the subsequent partition fitting surfaces. Finally, the algorithm was used to test the hole filling of the actual automotive panels. The results show that the filling surface generated by the algorithm is of good quality and meets G0 continuity at the boundary. The proposed algorithm supports the automatic partition construction of filling surfaces based on control lines, which has good filling stability and quality. Moreover, the proposed algorithm is suitable for filling complex wireframe holes, and has engineering application value.

基金项目:
广东省重点领域研发计划项目(2021B0101220001)
作者简介:
作者简介: 李 行(1997-), 男, 硕士 E-mail: itslixing@ 163. com 通信作者: 章志兵(1978-), 男, 博士, 副教授 E-mail: zhangzb@ hust. edu. cn
参考文献:

 [1]  狄驰. 基于CAE 的覆盖件模面工程系统若干关键算法研究[D]. 长春: 吉林大学, 2009.


Di C. Several Key Techniques for CAE-based Die-face Design System[D]. Changchun: Jilin University, 2009.

[2]  刘志国, 胡平, 郭威. 汽车覆盖件成型仿真中虚拟曲面的填充技术研究[J]. 汽车技术, 2007, (5): 37-41.

Liu Z G, Hu P, Guo W. Study on filling technology of virtual surface in forming simulation of automobile panel [J]. Automobile Technology, 2007, (5): 37-41.

[3]  刘瑞军, 宋玉泉, 胡平, 等. 基于B_Rep 的汽车覆盖件曲面自动补孔算法[J]. 吉林大学学报: 工学版, 2009, 39 (S2):292-295.

Liu R J, Song Y Q, Hu P, et al. Filling holes algorithm for automobile panel based on B_ Rep [J]. Journal of Jilin University:Engineering and Technology Edition, 2009, 39 ( S2): 292 -

295.    

[4]  陶文. 曲线光顺算法研究与自动化修边镶块设计系统开发[D]. 武汉: 华中科技大学, 2016.

Tao W. Research on Curve Smoothing Algorithm and Development of Automated Design System for Trim Steel [D]. Wuhan: Huazhong University of Science & Technology, 2016.

[5]  李松, 马聪聪, 陆帆, 等. 基于多向波前法的岛屿孔洞修补[J]. 中国机械工程, 2019, 30 (20): 2473-2479.

Li S, Ma C C, Lu F, et al. Island hole repairing based on multidirectional advancing method [J]. China Mechanical Engineering,2019, 30 (20): 2473-2479.

[6]  潘翔, 焦吾振, 郑河荣, 等. 结合插值细分和径向基函数的3维扫描数据孔洞修补[J]. 中国图象图形学报, 2018, 23(4): 564-571.

Pan X, Jiao W Z, Zheng H R, et al. Combining interpolated subdivision and radial basis function for filling 3D scanning data [J]. Journal of Image and Graphics, 2018, 23 (4): 564-571.

[7]  王继伟, 张应中, 罗晓芳. 基于孔洞区域特征分割的复杂孔洞修复方法[J]. 数字技术与应用, 2020, 38 (5): 54-56.

Wang J W, Zhang Y Z, Luo X F. Complex hole repair method based on hole region feature segmentation [J]. Digital Technology & Application, 2020, 38 (5): 54-56.

[8]  吴晓婧, 寿华好, 邵茂真. 用内法向量与二次误差度量修补三角网格孔洞[J]. 计算机辅助设计与图形学学报, 2020, 32(2): 239-245.

Wu X J, Shou H H, Shao M Z. Triangular mesh hole filling using inward normal and quadric error metric [J]. Journal of Computer-Aided Design & Computer Graphics, 2020, 32 ( 2): 239 -

245.    

[9]  华顺刚, 张晓帅. 结合有序边表法和径向基函数的点云孔洞修补[J]. 软件工程与应用, 2020, 9 (1): 56-61.

Hua S G, Zhang X S. Point cloud hole repair combining ordered edge list method and radial basis function [J]. Software Engineering and Applications, 2020, 9 (1): 56-61.

[10] Agrawal V, Agrawal N. Hole filling method for triangular mesh generation [J]. International Journal of Innovative Technology and Exploring Engineering, 2019, 8 (7): 1271-1276.

[11] Feng C, Liang J, Ren M D, et al. A fast hole-filling method for triangular mesh in additive repair [J]. Applied Siences, 2020, 10 (3): 969-989.

[12] Liepa P. Filling holes in meshes [A]. Eurographics Symposium on Geometry Processing [C]. Aachen, 2003.

[13] Zou M, Ju T, Carr N. An algorithm for triangulating multiple 3D polygons [J]. Computer Graphics Forum, 2013, 32 (5): 157-166.

[14] Barequet G, Dickerson M, Eppstein D. On triangulating three-dimensional polygons [ J]. Computational Geometry, 1998, 10(3): 155-170.

[15] Yoshizawa S, Belyaev A G. Fair triangle mesh generation with discrete elastica [ A]. Geometric Modeling and Processing [ C].Saitama, 2002.
服务与反馈:
文章下载】【加入收藏
《锻压技术》编辑部版权所有

中国机械工业联合会主管  中国机械总院集团北京机电研究所有限公司 中国机械工程学会主办
联系地址:北京市海淀区学清路18号 邮编:100083
电话:+86-010-82415085 传真:+86-010-62920652
E-mail: fst@263.net(稿件) dyjsjournal@163.com(广告)
京ICP备07007000号-9