SprinklerDesigner2
Mechanical
- Nov 30, 2006
- 1,251
Someone made the claim of the following flow test on a 10" city water main.
Standard hydrant with 2 1/2" outlets
Static Pressure 62 psi
Residual Pressure 48 psi
Rate of Flow 1,412 gpm
They did not give a pitot.
This can't be right. I have yet to see a pitot pressure higher than the residual pressure and even if the pitot was 48 psi that would produce 1,163 gpm using a discharge coefficient of 0.90.
So I conducted my own test and got 62 psi static, 48 psi residual with 39 psi pitot for 1,048 gpm using a 0.90 coefficient of discharge. Yeah, it surprised me too that we came out with the exact same static and residual pressures.
Approximately 300' of 8" separated the two hydrants and even if we used a discharge coefficient of 150 a residual pressure of 48 psi would produce 1,040 gpm which is about what I got.
How is it possible someone could have come up with 1,412 gpm? The only answer I could come up with is they used hose monsters on both 2 1/2" outlets and combined them but the fire department who witnessed the test never mentioned two outlets or hose monsters.
And finally (I already know the answer to this) has anyone ever seen a pitot pressure that was higher than the residual upstream hydrant on level ground? Level is it's in the swamp that has alligators, elevation changes is not a factor. (The answer is no, not possible on level ground but I got to ask for someone else).
Standard hydrant with 2 1/2" outlets
Static Pressure 62 psi
Residual Pressure 48 psi
Rate of Flow 1,412 gpm
They did not give a pitot.
This can't be right. I have yet to see a pitot pressure higher than the residual pressure and even if the pitot was 48 psi that would produce 1,163 gpm using a discharge coefficient of 0.90.
So I conducted my own test and got 62 psi static, 48 psi residual with 39 psi pitot for 1,048 gpm using a 0.90 coefficient of discharge. Yeah, it surprised me too that we came out with the exact same static and residual pressures.
Approximately 300' of 8" separated the two hydrants and even if we used a discharge coefficient of 150 a residual pressure of 48 psi would produce 1,040 gpm which is about what I got.
How is it possible someone could have come up with 1,412 gpm? The only answer I could come up with is they used hose monsters on both 2 1/2" outlets and combined them but the fire department who witnessed the test never mentioned two outlets or hose monsters.
And finally (I already know the answer to this) has anyone ever seen a pitot pressure that was higher than the residual upstream hydrant on level ground? Level is it's in the swamp that has alligators, elevation changes is not a factor. (The answer is no, not possible on level ground but I got to ask for someone else).