An FCT Model Of Contaminant Transport On Unstructured Meshes
Sharp concentration fronts are usually present when the advection dominates contaminant transport in groundwater. Traditional numerical meth- ods for solving transport equations either generate spurious oscillation near fronts or introduce numerical diffusion to enforce positivity. The Flux-Correcte...
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| Veröffentlicht in: | WIT Transactions on Ecology and the Environment 1998-01, Vol.23 |
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| container_title | WIT Transactions on Ecology and the Environment |
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| creator | Yu, Mengchun Dougherty, David E |
| description | Sharp concentration fronts are usually present when the advection dominates contaminant transport in groundwater. Traditional numerical meth- ods for solving transport equations either generate spurious oscillation near fronts or introduce numerical diffusion to enforce positivity. The Flux-Corrected Transport (FCT) algorithm for finite difference methods has been developed on structured meshes to avoid spurious oscillation and minimize the numerical diffusion. This paper extends the FCT algorithm to unstructured meshes. A finite volume method is developed to model the contaminant transport on unstructured meshes. Solutions for advective flux are sought by a first-order upwind scheme and a second-order scheme. FCT is based on mutual correction between the two schemes. Comparisons with analytical and existing upwin |
| doi_str_mv | 10.2495/CMWR980251 |
| format | Article |
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Traditional numerical meth- ods for solving transport equations either generate spurious oscillation near fronts or introduce numerical diffusion to enforce positivity. The Flux-Corrected Transport (FCT) algorithm for finite difference methods has been developed on structured meshes to avoid spurious oscillation and minimize the numerical diffusion. This paper extends the FCT algorithm to unstructured meshes. A finite volume method is developed to model the contaminant transport on unstructured meshes. Solutions for advective flux are sought by a first-order upwind scheme and a second-order scheme. FCT is based on mutual correction between the two schemes. 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Traditional numerical meth- ods for solving transport equations either generate spurious oscillation near fronts or introduce numerical diffusion to enforce positivity. The Flux-Corrected Transport (FCT) algorithm for finite difference methods has been developed on structured meshes to avoid spurious oscillation and minimize the numerical diffusion. This paper extends the FCT algorithm to unstructured meshes. A finite volume method is developed to model the contaminant transport on unstructured meshes. Solutions for advective flux are sought by a first-order upwind scheme and a second-order scheme. FCT is based on mutual correction between the two schemes. 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Traditional numerical meth- ods for solving transport equations either generate spurious oscillation near fronts or introduce numerical diffusion to enforce positivity. The Flux-Corrected Transport (FCT) algorithm for finite difference methods has been developed on structured meshes to avoid spurious oscillation and minimize the numerical diffusion. This paper extends the FCT algorithm to unstructured meshes. A finite volume method is developed to model the contaminant transport on unstructured meshes. Solutions for advective flux are sought by a first-order upwind scheme and a second-order scheme. FCT is based on mutual correction between the two schemes. Comparisons with analytical and existing upwin</abstract><cop>Southampton</cop><pub>W I T Press</pub><doi>10.2495/CMWR980251</doi><oa>free_for_read</oa></addata></record> |
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| ispartof | WIT Transactions on Ecology and the Environment, 1998-01, Vol.23 |
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| language | eng |
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| source | Alma/SFX Local Collection |
| subjects | Algorithms Contaminants Diffusion Finite difference method Finite volume method Flux corrected transport Groundwater Groundwater pollution Mathematical models |
| title | An FCT Model Of Contaminant Transport On Unstructured Meshes |
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