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Evaluation of triangular mesh layout techniques using large mesh simplification

机译:使用大网格简化方法评估三角形网格布局技术

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摘要

Highly detailed polygonal meshes nowadays were created vastly from a great number of multimedia applications. Insufficient main memory space and inferior locality-of-reference nature of the input mesh sequence incurred frequent page swaps and extremely low runtime efficiency. To address this issue, techniques based on the models of graph layout, matrix bandwidth minimization, and space-filling-curves were reported. However, such models merely considered the optimization of vertex layout on the basis of the graph distance or matrix bandwidths while leave the optimization of face layout either unoptimized or resorted an additional sorting procedure. In this paper, we propose an improved theoretic model suggesting the optimization of index-faced triangular mesh layout on the basis of a jointly consideration on both the vertex and face layout. Unlike previous attempts, we do not need additional efforts in optimizing one layout after the other by sorting, the optimized layouts are generated on the fly with each other with respect to both the vertex or triangle bandwidths. According to the experimental results, our approach outperforms the CM and SFC methods not only at yielding better theoretical results but also at improving the runtime efficiency of large mesh simplification.
机译:如今,高度详细的多边形网格是由大量的多媒体应用程序大量创建的。主内存空间不足和输入网格序列的引用局部性较差,导致频繁的页面交换和极低的运行效率。为了解决这个问题,报告了基于图形布局,矩阵带宽最小化和空间填充曲线模型的技术。但是,此类模型仅考虑基于图形距离或矩阵带宽的顶点布局优化,而未优化脸部布局或采用其他排序程序。在本文中,我们提出了一种改进的理论模型,该模型建议在共同考虑顶点和面布局的基础上优化索引面三角形网格的布局。与先前的尝试不同,我们不需要通过排序来优化另一个布局,而在顶点或三角形带宽方面彼此之间动态生成优化布局,不需要其他工作。根据实验结果,我们的方法不仅获得了更好的理论结果,而且在提高大型网格简化的运行效率方面也优于CM和SFC方法。

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