Water level Calculation

In most applications, the Basin module is used only to calculate flows, not water levels. The Basin module is not a hydraulic model and thus cannot be used for proper flood modelling. The River module is more suited for such purposes. However, Water level calculations can be done in the Basin mod­ule. If the Water Quality module has been enabled water level calculations are required.

Two methods are available for Water level calculations:

·         Rating curve approach (Q-h table)

·         Manning formula.

Both apply for steady-state flow and are thus approximations, but they are usually reasonable estimates as long as the water level does not change rap­idly (e.g. during a flood). The items in the dialogue window change depending on the option chosen.

Rating curve approach

When the Rating Curve approach is used, it looks up the water level in a user specified Q-h table. The table must cover the range of discharges encoun­tered during a simulation.

Manning formula

The Manning formula is:

Rivernetwork00071.jpg 

Where n is the Manning’s number n, A is the cross-sectional area, S is the water surface slope, R is the resistance radius:

Rivernetwork00074.jpg

 

assuming a rectangular cross-section with width B, and h(b)=h

so R can be written as:

Rivernetwork00077.jpg

 

and

Rivernetwork00080.jpg

 

Thus water level can be computed as:

Rivernetwork00083.jpg

 

The parameters to be specified for the Manning formula are already specified elsewhere for the River Module, but must be specified here for the Basin Module:

Manning’s number

Here the Manning number must be specified.

Slope

Here you can enter the slope. Generally, it is a good approximation to equate surface and channel slope.

Max level (optional)

Optionally, you can also specify a maximum water depth up to which results from the Manning formula are accepted. If you specify such a (non-zero) value, water levels will never exceed it.

Width

Cross section width B, used in the water level calculations. It is assumed that the cross-section is rectangular.