实体拟合:有效体积勘探的场间隔分析

I. Fujishiro, Yuriko Takeshima
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引用次数: 7

摘要

在以前的报告中,实体拟合的概念已被提出作为一种新的间接方法来体可视化。实体拟合依赖于一个简单但功能强大的几何数据模型,称为区间体积,它允许人们表示一个三维子体积,其相关的标量值位于指定的封闭区间内。本文结合实体拟合工程过程中取得的最新成果。在回顾了前两节中区间体积的显著特征和实体拟合的基本原理之后,第3节讨论了对原始实体拟合算法的改进,以便以拓扑一致的方式提取区间体积。此外,结合八叉树的加速机制,采用复杂的、随时间变化的体积数据集进一步分析了该算法。第4节致力于介绍与区间体积相关的几种代表性操作,包括聚焦和测量耦合可视化。此外,还介绍了一种用于自适应实体拟合的候选体相干测度及其在多标量可视化中的应用。最后,第五部分对混合体勘探环境进行了总结和评述,其中实体拟合发挥了多种作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Solid Fitting: Field Interval Analysis for Effective Volume Exploration
In previous reports, the concept of solid fitting has been presented as a new indirect approach to volume visualization. Solid fitting relies on a simple, but powerful geometric data model, termed interval volume, that allows one to represent a three-dimensional subvolume for which the associated scalar values lie within a specified closed interval. This paper combines the latest results obtained through the course of the solid fitting project. After reviewing the salient features of interval volume and the fundamentals of solid fitting in the first two sections, Section 3 discusses improvements to the original solid fitting algorithm so as to extract interval volumes in a topologically-consistent manner. Also, the octree-based acceleration mechanism incorporated into the algorithm is analyzed further with a complex, time-evolving, volumetric data set. Section 4 is devoted to the presentation of several representative operations related to interval volume, including focusing and measurement-coupled visualization. In addition, a candidate for the volumetric coherence measure is introduced for adaptive solid fitting and its application to multi-scalar visualization. Lastly, Section 5 summarized the paper with some remarks on a hybrid volume exploration environment, in which solid fitting plays various roles.
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