Date: | February 27, 2019 |
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Location: | DC 1331 |
Time: | 11:00 |
Chair: | Greg Philbrick |
Date: | March 6, 2019 | March 13, 2019 | March 20, 2019 | |
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Location: | DC 1331 11:00 | DC 1331 11:00 | DC 1331 11:00 | DC 1331 11:00 |
Chair: | Reza Saputra |
Andrew Tinits |
Christopher Batty |
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Technical Presentation: | Greg Philbrick |
Reza Saputra |
Andrew Tinits |
Jonathan Panuelos |
Title : Central Schemes for Moving Particle-based Hydrodynamics
Abstract: Central schemes are a class of Godunov-like numerical methods that replace expensive Riemann solvers with a cheaper but more diffusive flux calculations. The Kurganov-Tadmor (KT) scheme is one such central scheme that attempts to limit its diffusivity, performing admirably at the supersonic regime yet is found to cause excessive diffusion for shearing problems. Diffusion is required to maintain stability and prevent formation of spurious structures, but too much suppresses even physically relevant structures. A new method for controlling the diffusion in the KT scheme is proposed, based on determining whether the local flow is shearing or not. |
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