Efficient mesh deformation using tetrahedron control mesh
Proceedings of the 2008 ACM symposium on Solid and physical modeling
Efficient mesh deformation using tetrahedron control mesh
Computer Aided Geometric Design
Gradient domain mesh deformation: a survey
Journal of Computer Science and Technology
Rigidity constraints for large mesh deformation
Journal of Computer Science and Technology
Stable Structural Deformations
ICVS '09 Proceedings of the 7th International Conference on Computer Vision Systems: Computer Vision Systems
Deformation similarity measurement in quasi-conformal shape space
Graphical Models
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This paper presents a fast and stable technique for simulating deformable objects. Unlike in previous physically based methods, our potential energy of deformation is purely geometrically based. It is defined as the L2 norm of the change of the differential coordinates. A key feature of this energy formulation is that the corresponding stiffness matrix is approximately constant, which enables fast and stable implicit integration and large deformations. Our algorithm can simulate various effects including solid, thin shell and plasticity. We also adopt two schemes to accelerate the simulation process: dimensionality reduction in frequency domain and adaptive rotation computation in spatial domain.