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Reconstruction of a CAD model from the deformed mesh using B-spline surfaces

机译:使用B样条表面从变形网格重建CAD模型

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摘要

For several years, researchers have focused on Reverse Engineering techniques, which generate the geometric model of an object from a point set, a mesh, a triangulation, etc. These data are provided by 3D scanners, three-dimensional Coordinate Measuring Machines, finite elements results, deformed meshes, etc. In this field, the reconstruction of the Computer Aided Design (CAD) model from a deformed mesh remains a challenge. This CAD model can be used in order to visualize 3D objects that were scanned and approximate their shapes by mathematical formulations. It can represent the geometric support for many other activities (analysis, manufacturing, assembly, etc.). In this paper, we propose a method to rebuild the CAD geometry model from a deformed mesh. This approach is based on the B-Spline formulation for rebuilding the CAD model entities (faces, edges and vertices) from those extracted from the deformed mesh (triangulations, arcs, nodes). The reconstruction is based on the Levenberg Marquardt algorithm as a method for the interpolation/approximation. An illustration of the developed method is proposed discussed at the end of this paper.
机译:几年来,研究人员专注于逆向工程技术,它从点集,网格,三角测量等生成对象的几何模型。这些数据由3D扫描仪,三维坐标测量机,有限元提供结果,变形网格等在该领域中,从变形网格的计算机辅助设计(CAD)模型的重建仍然是一个挑战。该CAD模型可以用于可视化被扫描的3D对象,并通过数学制定近似于其形状。它可以代表许多其他活动的几何支持(分析,制造,装配等)。在本文中,我们提出了一种从变形网格重建CAD几何模型的方法。该方法基于B样条配方用于将CAD模型实体(面,边缘和顶点)从变形网格提取的那些重建(三角形,弧,节点)重建。重建基于Levenberg Marquardt算法作为插值/近似的方法。提出了开发方法的图示在本文的末尾讨论。

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