| THEORY & FORMULAE |
Open channel flow is flow of a liquid with a free surface, where the free surface is at atmospheric pressure. The flow takes place under the force of gravity. That is, it takes place due to the slope of the channel bed and the hydraulic gradient coincides with the free surface of water. Many natural and man-made channels are approximately trapezoidal in cross-section.
The most common method for determining the behavior of open channel flow is Manning's variation of the Chezy equation:
:
    
where
     Q = discharge rate
     V = mean velocity of flow
     d = depth of flow
     w = width of bed of channel
     z1 = slope of bank 1, horizontal to vertical
     z2 = slope of bank 2, horizontal to vertical
     S = slope of channel, vertical to horizontal
     θ = slope of channel in degrees
     T = top width of surface of flowing water
     P = wetted perimeter of cross-section
     R = hydraulic radius of flow cross-section
     n = Manning's roughness coefficient
     F = Froude number: F < 1 => subcritical flow, F=1 => critical, F>1 supercritical
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