Available methods for floodplain modelling
| Method reference | Distinguishing features | Some available software | Potential application |
|---|---|---|---|
| 0D | No physical laws included in | ArcGIS, Delta mapper etc. | Broad-scale assessment of flood extents and flood |
| simulations | depths | ||
| 1D | Solution of the one-dimensional | Infoworks RS (ISIS), | Design scale modelling which can be of the order of |
| St Venant equations | Mike 11, HEC-RAS | 10 s to 100 s of km depending on catchment size | |
| 1D+ | 1D plus a flood storage cell | Infoworks RS (ISIS), | Design scale modelling which can be of the order of |
| approach to the simulation of | Mike 11, HEC-RAS | 10 s to 100 s of km depending on catchment size, | |
| floodplain flow | also has the potential for broad scale application if | ||
| used with sparse cross-sectional data | |||
| 2D− | 2D minus the law of | LISFLOOD-FP | Broad scale modelling or urban inundation |
| conservation of momentum | depending on cell dimensions | ||
| for the floodplain flow | |||
| 2D | Solution of the two-dimensional | TUFLOW, Mike 21, | Design-scale modelling of the order of 10 s km. May |
| shallow wave equations | TELEMAC, DIVAST | have the potential for use in broad-scale | |
| modelling if applied with very course grids | |||
| 2D+ | 2D plus a solution for vertical | TELEMAC 3D | Predominantly coastal modelling applications where |
| velocities using continuity only | three-dimensional velocity profiles are | ||
| important. Has also been applied to reach-scale | |||
| river modelling problems in research projects | |||
| 3D | Solution of the three-dimensional | CFX, FLUENT, PHEONIX | Local predictions of three-dimensional velocity |
| Reynolds averaged | fields in main channels and floodplains | ||
| Navier–Stokes equations |
| Method reference | Distinguishing features | Some available software | Potential application |
|---|---|---|---|
| 0 | No physical laws included in | ArcGIS, Delta mapper etc. | Broad-scale assessment of flood extents and flood |
| simulations | depths | ||
| 1 | Solution of the one-dimensional | Infoworks RS (ISIS), | Design scale modelling which can be of the order of |
| St Venant equations | Mike 11, HEC-RAS | 10 s to 100 s of km depending on catchment size | |
| 1 | 1D plus a flood storage cell | Infoworks RS (ISIS), | Design scale modelling which can be of the order of |
| approach to the simulation of | Mike 11, HEC-RAS | 10 s to 100 s of km depending on catchment size, | |
| floodplain flow | also has the potential for broad scale application if | ||
| used with sparse cross-sectional data | |||
| 2 | 2D minus the law of | LISFLOOD-FP | Broad scale modelling or urban inundation |
| conservation of momentum | depending on cell dimensions | ||
| for the floodplain flow | |||
| 2 | Solution of the two-dimensional | TUFLOW, Mike 21, | Design-scale modelling of the order of 10 s km. May |
| shallow wave equations | TELEMAC, DIVAST | have the potential for use in broad-scale | |
| modelling if applied with very course grids | |||
| 2 | 2D plus a solution for vertical | TELEMAC 3D | Predominantly coastal modelling applications where |
| velocities using continuity only | three-dimensional velocity profiles are | ||
| important. Has also been applied to reach-scale | |||
| river modelling problems in research projects | |||
| 3 | Solution of the three-dimensional | CFX, FLUENT, PHEONIX | Local predictions of three-dimensional velocity |
| Reynolds averaged | fields in main channels and floodplains | ||
| Navier–Stokes equations |