一种高效的网格简化算法

Hailing Wang, Guisheng Yin, Jing Zhang, Decai Wang, Jian Wang
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引用次数: 5

摘要

提出了一种新的基于边缘塌陷的网格简化算法,该算法将曲面曲率与二次误差度量相结合,边缘塌陷的新顶点位置依赖于多重加权方法。新算法可以提高简化过程的合理性,并保留简化后的重要特征。此外,我们还对不同简化模型进行了对比实验,结果表明,新算法不仅保持了模型的整体外观,而且获得了更好的效果。
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An Efficient Mesh Simplification Algorithm
This paper presents a new mesh simplification algorithm based on edge collapse, it combines surface curvature and quadric error metric, the position of a new vertex for edge collapse depends on multiple-weighted approach. The new algorithm can improve simplification rationality in procedure and preserve important features after simplification. In an addition, we do some experiments with comparing different simplified models, the results show that the new algorithm not only maintains the overall appearance for models, but also obtains better effectiveness.
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