next up previous
Next: The hydraulic jump Up: Hydraulic theory Previous: Hydraulic theory


The Energy Equation

Integrate the momentum equation (1) along x to find the Energy Equation:

$\displaystyle \Delta$($\displaystyle {\frac{u^2}{2g'}}$ + h + e) = $\displaystyle \overline{(S_{P} - \frac{Cu^2}{g'h})}$$\displaystyle \Delta$x (4)

The Froude number, F = u/(g'D)1/2 = ((Q2bT)/(g'A3))1/2, determines the flow regime:



Copyright © 2001 by Peter L. Jackson