drainman
Civil/Environmental
- Mar 14, 2003
- 3
In trying to determine maximum gravity flow rates for water in 4" PVC pipe, I'm coming up with some really screwy looking numbers. For years I've use tables from the University of Iowa that are based on flow at 70% of pipe volume. Unfortunately I have misplaced them in an office move.
I used three methods to compute max flow rates for 30 lf of pipe at 1% slope
1. Hazen-Williams (V=1.318*CR^.63*S^.54), Chezy coef of roughness is 150 for new PVC
2. Mannings (1.486R^.67*S^.5)/n, n = .009 for PVC and
3. a reference I found in an Engineeering Handbook GPM = (2.56*X*d^2)/sqrt Y. this last one's a bit strange and I've never seen it before...X = horizontal distance in inches, d = pipe diameter in inches, Y= vertical distance in inches.
Problem is that I got very different answers for GPH for each method and all are considerably more than the rates I remember from the tables. Can't figure out why - except that maybe the last formula is a bust - but that offers no help with different flows using Mannings and Hazen-Williams.! Can anyone help me figure this out?
I used three methods to compute max flow rates for 30 lf of pipe at 1% slope
1. Hazen-Williams (V=1.318*CR^.63*S^.54), Chezy coef of roughness is 150 for new PVC
2. Mannings (1.486R^.67*S^.5)/n, n = .009 for PVC and
3. a reference I found in an Engineeering Handbook GPM = (2.56*X*d^2)/sqrt Y. this last one's a bit strange and I've never seen it before...X = horizontal distance in inches, d = pipe diameter in inches, Y= vertical distance in inches.
Problem is that I got very different answers for GPH for each method and all are considerably more than the rates I remember from the tables. Can't figure out why - except that maybe the last formula is a bust - but that offers no help with different flows using Mannings and Hazen-Williams.! Can anyone help me figure this out?