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A level-set approach for the metamorphosis of solid models
Journal article

A level-set approach for the metamorphosis of solid models

D.E Breen and R.T Whitaker
IEEE transactions on visualization and computer graphics, v 7(2), pp 173-192
Apr 2001

Abstract

Deformable models Solid modeling Interpolation Shape Space technology Level set Computer graphics Animation Cameras Encoding
We present a new approach to 3D shape metamorphosis. We express the interpolation of two shapes as a process where one shape deforms to maximize its similarity with another shape. The process incrementally optimizes an objective function while deforming an implicit surface model. We represent the deformable surface as a level set (iso-surface) of a densely sampled scalar function of three dimensions. Such level-set models have been shown to mimic conventional parametric deformable surface models by encoding surface movements as changes in the grayscale values of a volume data set. Thus, a well-founded mathematical structure leads to a set of procedures that describes how voxel values can be manipulated to create deformations that are represented as a sequence of volumes. The result is a 3D morphing method that offers several advantages over previous methods, including minimal need for user input, no model parameterization, flexible topology, and subvoxel accuracy.

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Collaboration types
Domestic collaboration
Web of Science research areas
Computer Science, Software Engineering
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