Research on Simplified Mesh Deformation Based on Differentiable Computation

Zhuo Shi, Shuzhen Zeng, Xiaonan Luo
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Abstract

In this paper, we propose a simplified mesh deformation method based on the differentiable calculation and uses the Pytorch3D library of deep learning. There are four stages, simplification, deformation, subdivision, re-deformation in this method. The simplification stage transforms the original target mesh into a simple mesh. The deformation stage uses the Pytorch3D tool to predict the simple mesh in the simplification result. The subdivision stage subdivides the resulting mesh of deformation, and the re-deformation stage uses the subdivision stage result mesh as the source mesh to predict the original target mesh. Our experiment shows that the number of iterations is similar or less in terms of shape and local features after simplifying the predicted target mesh. Our method is superior to the direct mesh deformation method in terms of mesh deformation speed and local mesh characteristics of deformation and has a better deformation effect.
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基于可微计算的简化网格变形研究
在本文中,我们提出了一种基于可微计算的简化网格变形方法,并使用了深度学习的Pytorch3D库。该方法分为简化、变形、细分、再变形四个阶段。简化阶段将原始目标网格转化为简单网格。变形阶段使用Pytorch3D工具预测简化结果中的简单网格。细分阶段对变形结果网格进行细分,再变形阶段以细分阶段结果网格作为源网格预测原始目标网格。我们的实验表明,在简化预测目标网格后,迭代次数在形状和局部特征方面相似或更少。本方法在网格变形速度和局部网格变形特性方面都优于直接网格变形法,具有更好的变形效果。
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