1D analytical models for morphology on short time scales
From REFORM wiki
1D analytical models for morphology on short time scales
Type
Hydromorphological models
Basic principles
Fundamental equations for conservation of water mass and water flow momentum under the assumption of steady flow, spatially averaged over cross-section segments and time-averaged over all turbulent fluctuations. Equilibrium sediment transport predictor. Exner equation for conservation of sediment mass.
Outputs
Flow velocities, water depths, water levels, flow shear stresses. Sediment transport, bed level, erosion, sedimentation.
Rivertypes
Related Pressures
- Surface water abstraction
- Groundwater abstractions
- Hydropeaking
- Sediment discharge from dredging
- Reservoir flushing
- Hydrological regime modification
- Interbasin flow transfers
- Discharge diversions and returns
- Alteration of instream habitat
- Sand and gravel extraction
- Sedimentation and sediment input
- Embankments, levees or dikes
- Loss of vertical connectivity
- Impoundment
- Alteration of riparian vegetation
- Channelisation / cross section alteration
Related Measures
- Improve/Create water storage
- Reduce water consumption
- Increase minimum flows
- Recycle used water
- Improve water retention
- Reduce surface water abstraction with return
- Water diversion and transfer
- Reduce surface water abstraction without return
- Reduce groundwater extraction
- Reduce undesired sediment input
- Manage dams for sediment flow
- Reduce erosion
- Add/feed sediment
- Prevent sediment accumulation in reservoirs
- Improve continuity of sediment transport
- Trap sediments
- Facilitate downstream migration
- Manage sluice and weir operation for fish migration
- Remove barrier
- Install fish pass/bypass/side channel for upstream migration
- Modify culverts, syphons, piped streams
- Fish-friendly turbines and pumping stations
Useful references
Selected software systems
Theoretical background
Jansen P.Ph., van Bendegom L., van den Berg J., de Vries M., Zanen A. (1979): Principles of river engineering; The non-tidal alluvial river. Pitman, London.
