Adaptive Remeshing of Non-Manifold Surfaces

Our strategy for the remeshing problem is to first convert an input mesh, using a modified Marching Cubes algorithm, into a rough approximate mesh that is guaranteed to be

In this thesis we develop a framework for dynamic remeshing, i.e., a frame- work that takes an arbitrary triangle mesh as input and iteratively changes the mesh connectivity and

As a preprocess, for every model we calculated a symme- try transform using a 128x128x128 grid, then ran the Iter- ative Symmetric Points algorithm (described in [PSG ∗ 06]) to

The contribution of this paper is manifold: we extend the BlockMap representation to support sloped surfaces and input-sensitive sampling of color; we introduce a novel

We integrate the proposed boundary handling scheme and the adaptive time-stepping into the PCISPH method, which can handle large time steps.. The PCISPH method [SP09] predicts

In this paper, we introduce an efficient framework, which propagates either a signed or an unsigned distance field in a wavefront scheme. Our method either works directly on

We present an adaptive isotropic remeshing technique that is fast enough to be used in interactive applications, such as mesh deformation or mesh sculpting.. Previous

This motivates our adaptive brittle fracture simulation method which refines the finite element mesh only in such regions using a novel reversible tetrahedral mesh refinement