I currently spend a lot on electricity for my pool circulation/filter pump (and, to a lesser extent, for my pool sweep pump). The electric rates where I live have a marginal cost of about 32 cents per kilowatt-hour which is probably higher than many other areas of the country. Though the base rate is a lot lower, the cost of the pump is incremental and I count it after everything else.
I was wondering if there are more efficient pumps than the ones that I have. My pumps are 3-1/2 years old and the main one is a Jandy HHP 1.0 HP. The reason for the "high-head pump" is that I have a solar system for heating the pool and is on the roof that is probably about 15-20 feet above the ground. All of my pipes are solid PVC 2" (inner diameter) and are Schedule 40 (i.e. standard thickness). The distance from the skimmer and floor drains to the pumps is about 70 feet (not counting turns and elbows that I'm sure are there). There are separate pipes for the skimmer and for the two floor drains. There is one pipe for the returns (at least leaving the pump area).
I do not have a pressure gauge for suction, but my pressure gauge on the filter reads 15 PSI when the solar is not on and just under 30 PSI when the solar is on. I estimated head loss on the suction side using the PVC links on this useful web page and assumed 2/3rds (or less) suction losses due to the separate piping between the skimmer and floor drains. So using the pump curves in the manual that came with my pump, it looks like I'm running at about 90 GPM (45 feet of head) with the solar off and about 65 GPM (75 feet of head) with the solar on. This results in a turnover rate in my 16,000 gallon pool of 16,000/90 = 3 hours with the solar off and 16,000/65 = 4 hours with the solar on and that's about right as I normally try to run the pump only 8 hours a day (so guaranteed two turnovers per day). Though that may be more turnovers than necessary, it looks like the 3/4 HP pumps would be unable to handle the 75 feet of head with the solar on. Also, the recommended flow through the solar panels is 4 GPM per panel (min. 3 GPM; max. 8 GPM) and I have 12 panels so should have 48 GPM optimum (36 GPM minimum; 96 GPM maximum).
So as far as I can tell by looking at various pump curves (or tables) from different manufacturers, my pump is sized about right. From what I can tell, to figure out the effective maximum pump output, one has to multiply the horsepower (HP) rating by the service factor (SF) and then one can multiply by 745.7 to get Watts of output. Alternatively, one can look at the pump chart for the largest product of Feet of Head with Gallons per Minute (GPM) and multiply by 0.188165 to get the power in watts. For my pump, this maximum appears to be about 950 Watts (which implies a service factor of 1.27) while my actual output with solar on is about 900 Watts and with solar off it's about 800 Watts. [EDIT] The electric motor manufacturer for my pump (Franklin Electric) tells me that the Service Factor for the pump is 1.65, so though it might be useful to multiply HP by SF for comparing pump motors, it really doesn't relate to actual pump output. Interestingly, 1HP * 1.65SF * 745.7 = 1230 Watts and that number doesn't seem to relate to either electrical consumption nor maximum pump output. I did note your rule of thumb that the braking HP, or 1.65 in my case, is about equal to the maximum KW, which is 1.85 as specified on the motor. [END-EDIT]
The problem is that the pump seems to use about 1720 Watts of electricity when operating with the solar off so that is an efficiency of 800/1720 = 47%. The pump is rated at 8 Amps at 230V so that would be 1840 Watts so even the maximum efficiency at maximum output would still be only 1840/950 = 52%. Is this normal? Are there pumps available with much higher efficiencies?
I looked at some pump documentation, for example the Hayward pumps, and it can be misleading as they show Kilowatts (KW) along with Horsepower (HP) in the table, but this appears to be the equivalent output (i.e. 745.7 Watts/HP) and I could not find actual power consumption for these pumps. Some give electrical requirements, but are rounded so they are 10A or 15A and therefore don't give a good estimate of what the true power consumption would be -- not even at the maximum (and most efficient) pump output.
So, bottom line, is an efficiency of around 50% normal? Are there super-efficient pumps available? Is there an easy way to look up a pump's actual electrical power consumption?
Richard
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