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Laplacian Deformation Algorithm Based on Mesh Model Simplification

机译:基于网格模型简化的拉普拉斯变形算法

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Laplacian surface editing is an intuitive mesh deformation tool that preserves surface detail features when editing mesh models. However, the Laplace editing algorithm needs to solve a linear matrix system proportional to the number of vertices of the three-dimension (3D) mesh model, which is highly time-consuming for 3D model deformation. Therefore, the purpose of this paper is to present an improved deformation algorithm of Laplacian based on the mesh model simplification. The simplified method of vertex deletion is used to simplify the original 3D mesh model and the Laplacian deformation technique is adopted in the simplified mesh module. The deformation efficiency of the model is improved while the rotation invariant feature is guaranteed. The result of the experiment also verifies the effectiveness of this algorithm.
机译:拉普拉斯曲面编辑是一种直观的网格变形工具,可在编辑网格模型时保留表面细节特征。但是,拉普拉斯(Laplace)编辑算法需要求解与三维(3D)网格模型的顶点数量成比例的线性矩阵系统,这对于3D模型变形非常耗时。因此,本文的目的是提出一种基于网格模型简化的改进的拉普拉斯算子变形算法。顶点删除的简化方法用于简化原始3D网格模型,简化网格模块采用拉普拉斯变形技术。在保证旋转不变性的同时,提高了模型的变形效率。实验结果也验证了该算法的有效性。

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