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Water Tank vs Battery Bank ?
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Quote from the Wiki - [I]For example, 1000 kilograms of water (1 cubic meter) at the top of a 100 meter tower has a potential energy of about 0.272 kW -
Francis turbine
Head: 10m up
Efficiency: 90%Leave a comment:
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Pumped-storage hydroelectricity
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You use a small turbine to generate power from the head tank - then you need additional power to refil the head tank. Net negative.
Both the turbine and pump are well under 100% efficiency - maybe 70%.
İt really only works for a free running stream or such.Leave a comment:
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Example:
... using a 0.5 hp pump, for 9GPM, at 160', to 9,000 storage tank.
I will only pump on sunny days, about 4-5 hours a day.
That gets me 2,160 gallons on a 4 hour day.
The water is in a tank farm on a hill, and I just use the pressure from the tank, to do my water needs.
After a few days, I'll have all the tanks full, and can last a few cloudy days.
Daily needs are only about 200 gallons.
Storing the water on a hill, is more efficeint than using batteries to pump in the middle of the night.Leave a comment:
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Water Tank vs Battery Bank ?
Something similar to the following (from another site):
(head(in ft) X GPM) / 10 = output in watts for a standard micro-hydro unit. So (10 (ft) X 100 GPM)/10= 100 watts. And with 1000 gallons this will last 10 minutes. 100 ft x 100 GPM = 1kVA which is about what an average US house needs. 100 GPM X 60 min X 24 hours = 144000 gallons per day.
or
In very rough numbers, a 1000-gallon tank 100 feet high could store about 3-4 kwh
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