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Mesh Model Repair with Ck-1 Continuity

机译:具有Ck-1连续性的网格模型修复

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摘要

An efficient mesh model repair method iS proposed in this paper,which can repair the holes with Ck-1boundary continuity.It is mainly composed of the following steps:Firstly,the hole boundary is triangulated to generate the initial surface patch.ofwhich the edges are distributed along the boundary averagely similar to all curtain coveting at a window.Secondly.the initial surface patch is refined.and the interior edges are relaxed while refining to get a Delaunay-like refinement surface patch,which approximates the density of the surrounding mesh.Finally,the refinement surface patch is reshaped based on the minimization of the surface energy solved by the k order discrete Euler-Lagrange equation in order to realize the Ck1continuity repair.The proposed method is proved to be efficient and robust by experiments of different kinds of boundary conditions.
机译:本文提出了一种有效的网格模型修复方法,该方法可以修复具有Ck-1边界连续性的孔。主要包括以下步骤:首先,对孔边界进行三角剖分以生成初始表面斑块,其边缘为沿着边界平均分布,类似于在窗户上所有窗帘的垂涎。其次,对初始表面补丁进行细化,并在细化的同时放松内部边缘以获得类似于Delaunay的细化表面补丁,其近似于周围网格的密度。最后,通过最小化k阶离散Euler-Lagrange方程求解的表面能,对细化的表面补丁进行整形,以实现Ck1连续性修复。通过不同类型的实验证明该方法是有效且鲁棒的。边界条件。

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