Field-guided parameterization methods have proven effective for quad meshing of surfaces;
these methods compute smooth cross fields to guide the meshing process and then …

We present the first algorithm for designing volumetric Michell Trusses. Our method uses a
parametrization-based approach to generate trusses made of structural elements aligned …

A basic challenge in field-guided hexahedral meshing is to find a spatially-varying frame that
is adapted to the domain geometry and is continuous up to symmetries of the cube. We …

Synthesis of ergodic, stationary visual patterns is widely applicable in texturing, shape
modeling, and digital content creation. The wide applicability of this technique thus requires …

Tensors are used to describe complex physical processes in many applications. Examples
include the distribution of stresses in technical materials, acting forces during seismic …

Aggregate elements are ubiquitous in natural and man-made objects. Interactively authoring
these elements with varying anisotropy and deformability can require high artistic skills and …

We present a new approach for modelling musculoskeletal anatomy. Unlike previous
methods, we do not model individual muscle shapes as geometric primitives (polygonal …

This work presents a method for conforming fluid flow to tensor fields in particle-in-cell
simulations. Our focus is on the use of tensor fields as a medium to deflect fluids for …

Open-cell porous structures are ubiquitous in nature and have been widely employed in
practical applications. Additive manufacturing has enabled the fabrication of shapes with …

3D symmetric tensor fields appear in many science and engineering fields, and topology-
driven analysis is important in many of these application domains, such as solid mechanics …