Date: | July 13, 2017 |
---|---|
Location: | DC 1331 |
Time: | 1:30 |
Chair: | JC Chang |
Date: | July 20, 2017 | July 27, 2017 | August 3, 2017 | August 10, 2017 |
---|---|---|---|---|
Location: | DC 1331 1:30 | DC 1331 1:30 | DC 1331 1:30 | DC 1331 1:30 |
Chair: | Bill Cowan |
Terence Dickson |
Xiang Fang |
Ryan Goldade |
Technical Presentation: | JC Chang |
Bill Cowan |
Terence Dickson |
Xiang Fang |
Christopher Batty |
Title : Towards divergence-free interpolation
Abstract: The animation of (effectively) incompressible liquids assumes that the flow is divergence-free. However, in typical numerical methods, this incompressibility constraint is only enforced at the discrete level, i.e., the finite difference approximation of the divergence operator is zero, but the interpolated smooth velocity field is usually not *analytically* divergence-free, which leads to errors in the flow. I'll discuss some preliminary work that aims to address this issue. |
---|
Also see other Math and CS postings.