SIGGRAPH Asia 2019

Mandoline: Robust Cut-Cell Generation for Arbitrary Triangle Meshes A Scalable Galerkin Multigrid Method for Real-time Simulation of Deformable Objects A Multi-Scale Model for Coupling Strands with Shear-Dependent Liquid Video-Guided Real-to-Virtual Parameter Transfer for Viscous Fluids A Thermomechanical Material Point Method for Baking and Cooking Transport-Based Neural Style Transfer for Smoke Simulations Taichi: A Language for […]

VIPER: Volume Invariant Position-based Elastic Rods

Baptiste Angles, Daniel Rebain, Miles Macklin, Brian Wyvill, Loic Barthe, JP Lewis, Javier von der Pahlen, Shahram Izadi, Julien Valentin, Sofien Bouaziz, Andrea Tagliasacchi We extend the formulation of position-based rods to include elastic volumetric deformations. We achieve this by introducing an additional degree of freedom per vertex — isotropic scale (and its velocity). Including […]

A Hybrid Material Point Method for Frictional Contact with Diverse Materials

Xuchen Han, Theodore Gast, Qi Guo, Stephanie Wang, Chenfanfu Jiang, Joseph Teran We present a new hybrid Lagrangian Material Point Method for simulating elastic objects like hair, rubber,and soft tissues that utilizes a Lagrangian mesh for internal force computation and an Eulerian mesh for self collision as well as coupling with external materials. While recent […]

Small Steps in Physics Simulation

Miles Macklin, Kier Storey, Michelle Lu, Pierre Terdiman, Nuttapong Chentanez, Stefan Jeschke, Matthias Müller In this paper we re-examine the idea that implicit integrators with large time steps offer the best stability/performance trade-off for stiff systems. We make the surprising observation that performing a single large time step with n constraint solver iterations is less […]

A Second-Order Advection-Reflection Solver

Rahul Narain, Jonas Zehnder, Bernhard Thomaszewski Zehnder et al. [2018] recently introduced an advection-reflection method for fluid simulation that dramatically reduces artificial dissipation. We establish a connection between their method and the implicit midpoint time integration scheme, and present a simple modification to obtain an advection-reflection scheme with second-order accuracy in time. We compare with […]

Fast Simulation of Deformable Characters with Articulated Skeletons in Projective Dynamics

Jing Li, Tiantian Liu, Ladislav Kavan We propose a fast and robust solver to simulate continuum-based deformable models with constraints, in particular, rigid-body and joint constraints useful for soft articulated characters. Our method embeds degrees of freedom of both articulated rigid bodies and deformable bodies in one unified optimization problem, thus coupling the deformable and […]