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An Algorithm for Voxelizing Non-manifold Triangle Geometry
《科技视界》2018年第4期82-83,95,共3页ZHANG Lu-peng JIA Shi-yu WANG Ji-qiang 
Taking advantage of the characteristic of distance field and octree, we brought up a method which can discrete any triangle-geometry into voxel. As many triangles used for cutting simulation are unoriented, non-manifo...
关键词：DISTANCE field OCTREE NON-MANIFOLD Self-intersecting Triangle-geometry VOXELIZATION 
Algorithms for mesh repairing to represent automobile parts
《Journal of Modern Transportation》2011年第4期252-260,共9页Weiguo LI Wenhua YE Wenliang CHEN 
In representing automobile parts with mesh in the field of reverse engineering or finite element generation, the mesh reconstruction and data exchanging between different CAD/CAM systems often introduce many invisible...
关键词：mesh topological repairing geometrical repairing non-manifold vertices non-manifold edges automobile naris： finite element 
Create non-manifold assembly between femur and implant for FEA in Mimics
《医用生物力学》2009年第S1期113-113,共1页Yukin(Xueyan) Zhao Rock(Fazong) Hu 
It was well-known that non-manifold assembly was a key point for the finite element analysis between two contacted parts.It was important that the elements of the two parts along the interface had same nodes.Mimics,wh...
关键词：Create non-manifold assembly between femur and implant for FEA in Mimics FEA 
Feature-based multiresolution techniques for product design
《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》2006年第9期1535-1543,共9页LEE Sang Hun LEE Kunwoo 
Project supported by the Ministry of Education and Human Re-sources Development (MOE), the Ministry of Commerce, Industry and Energy (MOCIE) and the Ministry of Labor (MOLAB) through the Fostering Project of the Lab of Excellency, Korea
3D computer-aided design (CAD) systems based on feature-based solid modelling technique have been widely spread and used for product design. However, when part models associated with features are used in various downs...
关键词：MULTIRESOLUTION Level of detail （LOD） FEATURE SOLID NON-MANIFOLD 
A SUBDIVISION SCHEME FOR VOLUMETRIC MODELS
《Applied Mathematics(A Journal of Chinese Universities)》2005年第2期213-224,共12页Ghulam Mustafa 
In this paper, a subdivision scheme which generalizes a surface scheme in previous papers to volume meshes is designed.The scheme exhibits significant control over shrink-age/size of volumetric models.It also has the ...
关键词：geometric modelling SUBDIVISION volume mesh non-manifold. 
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