ContractorDave
Mechanical
- Jan 16, 2007
- 364
Please feel free to correct this process wherever an error in methodology or assumption is made.
Electric VIL Fire pump data plate: Net 500 gpm @ 90 psi, 150% = 79 psi, max = 100 psi. Assume suction side is always 50 psi. The fire pump is in a mechanical space with a test header that requires 100' of 2 1/2" hose. We are using a 2 1/2" Hosemonster with a 1 3/4" orifice (we have the tables but the coefficient is .975).
Start fire pump by dropping pressure at the control sensing line. Pump is operating in churn at 150 psi. Take rpms and controller v/a readings etc., typical of all stages.
Now here is where the Hosemonster procedure becomes problematic when plotting curves. If we throttle the test header valve so that the discharge reads 140 psi expecting to get our 500 gpm, we're not actually going to see that at the pitot correct? Would we not have to account for the friction loss of the hose at 500 gpm and add that number to the psi we are attempting to throttle the discharge psi to in order to see an actual 500 gpm?
Electric VIL Fire pump data plate: Net 500 gpm @ 90 psi, 150% = 79 psi, max = 100 psi. Assume suction side is always 50 psi. The fire pump is in a mechanical space with a test header that requires 100' of 2 1/2" hose. We are using a 2 1/2" Hosemonster with a 1 3/4" orifice (we have the tables but the coefficient is .975).
Start fire pump by dropping pressure at the control sensing line. Pump is operating in churn at 150 psi. Take rpms and controller v/a readings etc., typical of all stages.
Now here is where the Hosemonster procedure becomes problematic when plotting curves. If we throttle the test header valve so that the discharge reads 140 psi expecting to get our 500 gpm, we're not actually going to see that at the pitot correct? Would we not have to account for the friction loss of the hose at 500 gpm and add that number to the psi we are attempting to throttle the discharge psi to in order to see an actual 500 gpm?