Continuous front tracking with subcell resolution |
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Authors: | Charlie H Cooke Tze-Jang Chen |
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Affiliation: | (1) Department of Mathematics and Statistics, Old Dominion University, 23529 Norfolk, Virginia |
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Abstract: | The objective of this research is development of front tracking methods that possess subgrid resolution capability. One envisions here continuous tracking of the front, as opposed to discrete (one grid point to the next) tracking, such as is provided by the random choice method. A front tracking scheme employing near-front cells which continuously evolve with time is developed. This scheme is applied to the problem of tracking a material interface in the underwater explosion problem. |
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Keywords: | Front tracking subgrid resolution Godunov scheme underwater explosion |
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