Author

J. Remacle

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Preprint Jul 2026

Intrinsic Meshing of Closed Surfaces Using Geodesic Distances

We present a method for constructing intrinsic triangulations of closed discrete surfaces, in which edges correspond to shortest geodesic paths and faces decompose into geometric primitives inherited from the underlying mesh. Starting from a watertight input triangulation, the method progressively builds an intrinsic m...

Tim Gabriel, J. Remacle, C. Geuzaine · 0 citations

Jul 2026

Topology-Preserving Mesh Adaptation for Sharp-Interface Multiphase PFEM

This paper presents a robust, fully Lagrangian framework based on the Particle Finite Element Method (PFEM) capable of simulating multiphase flows with an arbitrary number of immiscible phases. Interface-tracking methods can sometimes suffer from numerical diffusion or allow the underlying mesh resolution to prematurel...

Félix Ruyffelaere, Michel Henry, Jonathan Lambrechts et al. · arXiv.org · 0 citations