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Expansion tanks are required in heating, cooling or air condition systems to avoid unacceptable increase of system pressures during heat-up.

Expansion tanks are in general designed as
Net expansion of water can be expressed as
Vnet = (v1 / v0) - 1 (1)
Vnet = necessary expansion volume of water
v0 = specific volume of water at initial (cold) temperature (ft3/lb, m3/kg)
v1 = specific volume of water at operating (hot) temperature (ft3/lb, m3/kg)

Required volume of an open expansion tank can be expressed as
Vet = k Vw [(v1 / v0) - 1] (2)
Vet = required expansion tank volume (gallon, liter)
k = safety factor (approximately 2 is common)
Vw = water volume in the system (gallon, liter)
v0 = specific volume of water at initial (cold) temperature (ft3/lb, m3/kg)
v1 = specific volume of water at operating (hot) temperature (ft3/lb, m3/kg)
With an open expansion tank fresh air absorbed to the water tend to corrode the system. Open expansion tanks must be located above the highest heating element, in general on the top of buildings, where it may be exposed to freezing.

Closed compression tanks can be designed as

The required volume of closed expansion tanks can be expressed as
Vet = k Vw [ ( v1 / v0 ) - 1 ] / [ ( pa / p0 ) - ( pa / p1 ) ] (3)
where
pa = atmospheric pressure - 14.7 (psia)
p0 = system initial pressure - cold pressure (psia)
p1 = system operating pressure - hot pressure (psia)

The required tank volume of diaphragm expansion tank can be calculated as
Vet = k Vw [ ( v1 / v0 ) - 1 ] / [ 1 - ( p0 / p1 ) ] (4)

The minimum volume of an open expansion tank for a system with 1000 gallons of water heated from 68 oF to 176 oF can be calculated as
Vet = 2 (safety factor) (1000 Gallons) [( (0.01651 ft3/lb) / (0.01605 ft3/lb) ) - 1]
= 57 (gallons)
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