可见性驱动的传递函数

Carlos D. Correa, K. Ma
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引用次数: 53

摘要

直接体绘制是复杂数据集可视化的重要工具。然而,在将三维数据生成二维图像的过程中,信息会以衰减和遮挡的形式丢失。缺乏反馈机制来量化呈现过程中的信息损失,使得设计良好的传递函数成为一项困难且耗时的任务。在本文中,我们提出了可见性驱动传递函数的概念,这种传递函数从给定的角度提供了感兴趣的特征的良好可见性。为了实现这一点,我们引入了可见性直方图。这些直方图提供图形线索,直观地告知用户特定标量值对最终图像的贡献。通过仔细操作不透明度传递函数的参数,用户现在可以最大限度地提高体数据集中感兴趣的间隔的可见性。基于这一观察,我们还提出了一种半自动生成传递函数的方法,该方法根据一定的重要性度量逐步改进用户定义的传递函数。现在用户不必处理对传递函数参数进行微小更改的繁琐任务,但现在他/她可以依靠系统自动执行这些搜索。我们的方法可以很容易地部署在大多数可视化系统中,并且可以与传统的基于标量值的一维不透明度传递函数以及多维传递函数和其他更复杂的渲染算法一起使用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Visibility-driven transfer functions
Direct volume rendering is an important tool for visualizing complex data sets. However, in the process of generating 2D images from 3D data, information is lost in the form of attenuation and occlusion. The lack of a feedback mechanism to quantify the loss of information in the rendering process makes the design of good transfer functions a difficult and time consuming task. In this paper, we present the notion of visibility-driven transfer functions, which are transfer functions that provide a good visibility of features of interest from a given viewpoint. To achieve this, we introduce visibility histograms. These histograms provide graphical cues that intuitively inform the user about the contribution of particular scalar values to the final image. By carefully manipulating the parameters of the opacity transfer function, users can now maximize the visibility of the intervals of interest in a volume data set. Based on this observation, we also propose a semi-automated method for generating transfer functions, which progressively improves a transfer function defined by the user, according to a certain importance metric. Now the user does not have to deal with the tedious task of making small changes to the transfer function parameters, but now he/she can rely on the system to perform these searches automatically. Our methodology can be easily deployed in most visualization systems and can be used together with traditional 1D opacity transfer functions based on scalar values, as well as with multidimensional transfer functions and other more sophisticated rendering algorithms.
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