Hello, I measured my current pumps vacuum -7.5 "hg, and pressure 15 psi, to determine head, 43.13'.
The current pump is a 1hp Hayward superpump. Looking at the pump curve this puts the flow around 50 gpm.
If I were to replace this with a 3/4hp superpump, the flow at the same head (43.13') would be around 38 gpm.
Now I would think that since the 3/4hp pump has less flow, that the head would also be less, therefore, the flow would be higher than 38gpm.
Is there a way to calculate what the new head would be?
Reason is the 1hp pump is failing and will need to be replaced. And at the same head, adjusted run times for the same turnover, and kwh calculations, the energy use comes out to be about the same for both pumps. This can't be right since flowing water slower should create less head. Shouldn't the 3/4 hp use less energy? Or am I thinking this all wrong?
Now I would love to get a 2 speed pump or a VS pump. But, total lack of funds makes that impossible right now.
Pump run time is 6 hr/day. 120vac. Current reading of 11.5 A at the motor. $0.15 KWH. Cost around $40 a month.
Does anyone know how to figure this out? Thanks.
The current pump is a 1hp Hayward superpump. Looking at the pump curve this puts the flow around 50 gpm.
If I were to replace this with a 3/4hp superpump, the flow at the same head (43.13') would be around 38 gpm.
Now I would think that since the 3/4hp pump has less flow, that the head would also be less, therefore, the flow would be higher than 38gpm.
Is there a way to calculate what the new head would be?
Reason is the 1hp pump is failing and will need to be replaced. And at the same head, adjusted run times for the same turnover, and kwh calculations, the energy use comes out to be about the same for both pumps. This can't be right since flowing water slower should create less head. Shouldn't the 3/4 hp use less energy? Or am I thinking this all wrong?
Now I would love to get a 2 speed pump or a VS pump. But, total lack of funds makes that impossible right now.
Pump run time is 6 hr/day. 120vac. Current reading of 11.5 A at the motor. $0.15 KWH. Cost around $40 a month.
Does anyone know how to figure this out? Thanks.