We present a novel isotropic surface remeshing algorithm that automatically aligns the mesh edges with an underlying directional

field. The alignment is achieved by minimizing an energy function that combines both centroidal Voronoi tessellation and the

penalty enforced by a six-way rotational symmetry (6-RoSy) field. The CVT term ensures the uniform distribution of the vertices

and the high remeshing quality, while the field constraint enforces the directional alignment of the edges. Experimental results

show that the proposed approach has the advantages of both isotropic remeshing and field-aligned remeshing. We demonstrate

that our algorithm is superior to the representative state-of-the-art approaches in various aspects.

We present a novel isotropic surface remeshing algorithm that automatically aligns the mesh edges with an underlying directional

field. The alignment is achieved by minimizing an energy function that combines both centroidal Voronoi tessellation and the

penalty enforced by a six-way rotational symmetry (6-RoSy) field. The CVT term ensures the uniform distribution of the vertices

and the high remeshing quality, while the field constraint enforces the directional alignment of the edges. Experimental results

show that the proposed approach has the advantages of both isotropic remeshing and field-aligned remeshing. We demonstrate

that our algorithm is superior to the representative state-of-the-art approaches in various aspects.