PolyStokes: A Polynomial Model Reduction Method for Viscous Fluid Simulation

Jonathan Panuelos, Ryan Goldade, Eitan Grinspun, David Levin, Christopher Batty Standard liquid simulators apply operator splitting to independently solve for pressure and viscous stresses, a decoupling that induces incorrect free surface boundary conditions. Such methods are unable to simulate fluid phenomena reliant on the balance of pressure and viscous stresses, such as the liquid rope […]

Fast GPU-Based Two-Way Continuous Collision Handling

Tianyu Wang, Jiong Chen, Dongping Li, Xiaowei Liu, Huamin Wang, Kun Zhou Step-and-project is a popular method to simulate non-penetrating deformable bodies in physically-based animation. The strategy is to first integrate the system in time without considering contacts and then resolve potential intersections, striking a good balance between plausibility and efficiency. However, existing methods can […]

High-Order Incremental Potential Contact for Elastodynamic Simulation on Curved Meshes

Zachary Ferguson, Pranav Jain, Denis Zorin, Teseo Schneider, Daniele Panozzo High-order bases provide major advantages over linear ones in terms of efficiency, as they provide (for the same physical model) higher accuracy for the same running time, and reliability, as they are less affected by locking artifacts and mesh quality. Thus, we introduce a high-order […]

In-Timestep Remeshing for Contacting Elastodynamics

Zachary Ferguson, Teseo Schneider, Danny M. Kaufman† Daniele Panozzo† (†Joint last authors) We propose a fully coupled, adaptive meshing algorithm for contacting elastodynamics where remeshing steps are tightly integrated, implicitly, within the time-step solve. Our algorithm refines and coarsens the domain automatically by measuring physical energy changes within each ongoing time-step solve. This provides consistent, […]

SCA 2023

Two-Way Coupling of Skinning Transformations and Position Based Dynamics Physical Cyclic Animations Micropolar Elasticity in Physically-Based Animation A Linear and Angular Momentum Conserving Hybrid Particle/Grid Iteration for Volumetric Elastic Contact Towards Realtime: A Hybrid Physics-based Method for Hair Animation on GPU Lifted Curls: A Model for Tightly Coiled Hair Simulation An Eigenanalysis of Angle-Based Deformation […]

Multi-layer Thick Shells

Yunuo Chen, Tianyi Xie, Cem Yuksel, Danny Kaufman,Yin Yang, Chenfanfu Jiang, Minchen Li We present a novel mesh-based method for simulating the intricate dynamics of (potentially multi-layered) continuum thick shells. In order to accurately represent the constitutive behavior of structural responses in the thickness direction, we develop a dual-quadrature prism finite element formulation that is […]

Fluid-Solid Coupling in Kinetic Two-Phase Flow Simulation

Wei Li, Mathieu Desbrun Real-life flows exhibit complex and visually appealing behaviors such as bubbling, splashing, glugging and wetting that simulation techniques in graphics have attempted to capture for years. While early approaches were not capable of reproducing multiphase flow phenomena due to their ex- cessive numerical viscosity and low accuracy, kinetic solvers based on […]

Building a Virtual Weakly-Compressible Wind Tunnel Testing Facility

Chaoyang Lyu, Kai Bai, Yiheng Wu, Mathieu Desbrun, Changxi Zheng, Xiaopei Liu Virtual wind tunnel testing is a key ingredient in the engineering design process for the automotive and aeronautical industries as well as for urban planning: through visualization and analysis of the simulation data, it helps optimize lift and drag coefficients, increase peak speed, […]

Improved Water Sound Synthesis using Coupled Bubbles

Kangrui Xue, Ryan M. Aronson, Jui-Hsien Wang, Timothy R. Langlois, Doug L. James We introduce a practical framework for synthesizing bubble-based water sounds that captures the rich inter-bubble coupling effects responsible for low-frequency acoustic emissions from bubble clouds. We propose coupled bubble oscillator models with regularized singularities, and techniques to reduce the computational cost of […]

Nonlinear Compliant Modes for Large-Deformation Analysis of Flexible Structures

Simon Duenser, Bernhard Thomaszewski, Roi Poranne, Stelian Coros Many flexible structures are characterized by a small number of compliant modes, i.e., large deformation paths that can be traversed with little mechanical effort, whereas resistance to other deformations is much stiffer. Predicting the compliant modes for a given flexible structure, however, is challenging. While linear eigenmodes […]