Physical Simulation for Visual Computing

Our lab's research explores the intersection of computer graphics, computational physics, and geometry processing. We develop mathematical and algorithmic foundations for simulating complex physical phenomena, such as liquids, gases, and rigid or deformable materials, with efficiency, high fidelity, and robustness. By advancing computational methods for partial differential equations and dynamic surface evolution, we aim to make physically based animation both accurate and visually compelling.

We investigate a broad range of topics including multi-physics fluid-solid interactions, free-surface and multiphase flows, non-Newtonian and viscoelastic materials, and aspects of geometric representations, such as reconstruction of implicit surfaces (e.g., signed distance fields) and mesh-based topology tracking for dynamic surfaces. Our work bridges theory and practical application, often influencing research and production tools used in visual effects, animation, and interactive media. We strive to build well-grounded simulation methods that integrate physics, mathematics, and computation to push the boundaries of realism and control in the virtual worlds of the future.

Fields of research

• Computer Graphics
• Scientific Computing
• Computational Fluid Dynamics
• Physical Simulation
• Visual Computing
• Geometry Processing