SOLVING THE TWO-DIMENSIONAL DIFFUSION FLOW MODEL.
A simplification of the two-dimensional (2-D) continuity and momentum equations is the diffusion equation. To investigate its capability, the numerical model using the diffusion approach is applied to a hypothetical failure problem of a regional water reservoir. The model is based on an explicit, integrated finite-difference scheme, and the floodplain is simulated by a popular home computer which supports 64K FORTRAN. Though simple, the 2-D model can simulate some interesting flooding effects that a 1-D full dynamic model cannot.
Citation Information
Publication Year | 1985 |
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Title | SOLVING THE TWO-DIMENSIONAL DIFFUSION FLOW MODEL. |
Authors | T. V. Hromadka, Chintu Lai |
Publication Type | Conference Paper |
Publication Subtype | Conference Paper |
Index ID | 70013605 |
Record Source | USGS Publications Warehouse |