4.5 Article

Shape Decomposition using Modal Analysis

Journal

COMPUTER GRAPHICS FORUM
Volume 28, Issue 2, Pages 407-416

Publisher

WILEY
DOI: 10.1111/j.1467-8659.2009.01380.x

Keywords

Computational Geometry and Object Modeling [I.3.5]: Geometric Algorithms, Languages and Systems; Computational Geometry and Object Modeling [I.3.5]: Physically-Based Modeling; Simulation and Modeling [I.6.5]: Model Development

Funding

  1. Max-Planck Center for Visual Computing and Communication
  2. NSF [ITR 0205671, FRG 0354543]
  3. NIH [GM-072970]
  4. DARPA [HR0011-05-1-0007]
  5. Fund for Scientific Research, Flanders

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We introduce a novel algorithm that decomposes a deformable shape into meaningful parts requiring only a single input pose. Using modal analysis, we are able to identify parts of the shape that tend to move rigidly. We define a deformation energy on the shape, enabling modal analysis to find the typical deformations of the shape. We then find a decomposition of the shape such that the typical deformations can be well approximated with deformation fields that are rigid in each part of the decomposition. We optimize for the best decomposition, which captures how the shape deforms. A hierarchical refinement scheme makes it possible to compute more detailed decompositions for some parts of the shape. Although our algorithm does not require user intervention, it is possible to control the process by directly changing the deformation energy, or interactively refining the decomposition as necessary. Due to the construction of the energy function and the properties of modal analysis, the computed decompositions are robust to changes in pose as well as meshing, noise, and even imperfections such as small holes in the surface.

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