Literature DB >> 24839614

Meshless Modeling of Deformable Shapes and their Motion.

Bart Adams1, Maks Ovsjanikov2, Michael Wand3, Hans-Peter Seidel4, Leonidas J Guibas.   

Abstract

We present a new framework for interactive shape deformation modeling and key frame interpolation based on a meshless finite element formulation. Starting from a coarse nodal sampling of an object's volume, we formulate rigidity and volume preservation constraints that are enforced to yield realistic shape deformations at interactive frame rates. Additionally, by specifying key frame poses of the deforming shape and optimizing the nodal displacements while targeting smooth interpolated motion, our algorithm extends to a motion planning framework for deformable objects. This allows reconstructing smooth and plausible deformable shape trajectories in the presence of possibly moving obstacles. The presented results illustrate that our framework can handle complex shapes at interactive rates and hence is a valuable tool for animators to realistically and efficiently model and interpolate deforming 3D shapes.

Entities:  

Year:  2008        PMID: 24839614      PMCID: PMC4022718          DOI: 10.2312/SCA/SCA08/077-086

Source DB:  PubMed          Journal:  Comput Animat


  2 in total

1.  Meshless Animation of Fracturing Solids.

Authors:  Mark Pauly; Richard Keiser; Bart Adams; Philip Dutré; Markus Gross; Leonidas J Guibas
Journal:  ACM Trans Graph       Date:  2005-07-01       Impact factor: 5.414

Review 2.  On linear variational surface deformation methods.

Authors:  Mario Botsch; Olga Sorkine
Journal:  IEEE Trans Vis Comput Graph       Date:  2008 Jan-Feb       Impact factor: 4.579

  2 in total
  1 in total

1.  Minimum action principle and shape dynamics.

Authors:  Patrice Koehl
Journal:  J R Soc Interface       Date:  2017-05       Impact factor: 4.118

  1 in total

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