Deformable Models

This paper presents a spatial reduction framework for simulating nonlinear deformable objects interactively. This reduced model is built using a small number of overlapping quadratic domains.

In this paper, we study the development of an elastoplastic model under the state-based peridynamics framework, which uses integrals rather than partial derivatives in its formulation.

We propose a fast deformable surface model to realistically animate water drops and their flows on solid surfaces. Our system simulates drop motions in a Lagrangian fashion, by reducing 3D fluid dynamics to a deformable surface model.

We propose a novel approach to reconstruct complete 3D deformable models over time by a single depth camera, provided that most parts of the models are observed by the camera at least once.