Version 6 (modified by 11 years ago) ( diff ) | ,
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Theory
The Muscl-Hancock scheme is a 2nd order numerical method. The higher the order of accuracy, the more convergent is the scheme. Well known is the fact that higher order accurate schemes can produce spurious oscillations near large gradients. In order to side step this problem, schemes that are 'Total Variation Diminishing' (TVD) implicitly add artificial viscosity resulting in smoother flow.
Steps
Algorithm Outline
Results
Attachments (11)
- MusclP.png (9.2 KB ) - added by 11 years ago.
- MusclU.png (10.8 KB ) - added by 11 years ago.
- MusclRho.png (12.5 KB ) - added by 11 years ago.
- compare3.png (59.0 KB ) - added by 11 years ago.
- compare2.png (68.4 KB ) - added by 11 years ago.
- compare1.png (67.7 KB ) - added by 11 years ago.
- ToroMusclP.png (9.7 KB ) - added by 11 years ago.
- ToroMusclU.png (11.2 KB ) - added by 11 years ago.
- ToroMusclRho.png (10.6 KB ) - added by 11 years ago.
- MusclReconstruction.png (30.4 KB ) - added by 11 years ago.
- evolve.png (34.4 KB ) - added by 11 years ago.
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