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PMID: 21233515 Published · ppublish English Comparative Study Journal Article Research Support, U.S. Gov't, Non-P.H.S.

A comparison of gradient estimation methods for volume rendering on unstructured meshes.

IEEE transactions on visualization and computer graphics ·Vol. 17 ·No. 3 ·2011-03-00 ·Pages 305-19

Correa CD, Hero R, Ma KL

Abstract

This paper presents a study of gradient estimation methods for rendering unstructured-mesh volume data. Gradient estimation is necessary for rendering shaded isosurfaces and specular highlights, which provide important cues for shape and depth. Gradient estimation has been widely studied and deployed for regular-grid volume data to achieve local illumination effects, but has been, otherwise, for unstructured-mesh data. As a result, most of the unstructured-mesh volume visualizations made so far were unlit. In this paper, we present a comprehensive study of gradient estimation methods for unstructured meshes with respect to their cost and performance. Through a number of benchmarks, we discuss the effects of mesh quality and scalar function complexity in the accuracy of the reconstruction, and their impact in lighting-enabled volume rendering. Based on our study, we also propose two heuristic improvements to the gradient reconstruction process. The first heuristic improves the rendering quality with a hybrid algorithm that combines the results of the multiple reconstruction methods, based on the properties of a given mesh. The second heuristic improves the efficiency of its GPU implementation, by restricting the computation of the gradient on a fixed-size local neighborhood.

MeSH Terms
Algorithms Image Interpretation, Computer-Assisted/methods Imaging, Three-Dimensional/methods Reproducibility of Results
Authors & Affiliations
3 authors, click to expand affiliations / ORCID
Correa Carlos D
Department of Computer Science, University of California, Davis, 2063 Kemper Hall, One Shields Avenue, Davis, CA 95616, USA. [email protected]
Hero Robert
Ma Kwan-Liu
Article Info
Journal
IEEE transactions on visualization and computer graphics
Abbr.
IEEE Trans Vis Comput Graph
ISSN
1941-0506
Published
2011-03-00
Pages
305-19
Language
English
Region
United States
NLM ID
9891704
Subset
IM
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