Size a closed hydronic system expansion tank — water or glycol — from volume, temperatures, and pressures.
| Temp Range (°F) | Water | 30% EG | 50% EG | 30% PG | 50% PG |
|---|---|---|---|---|---|
| 50 → 100 | 0.0066 | 0.0107 | 0.0120 | 0.0126 | 0.0151 |
| 50 → 140 | 0.0168 | 0.0221 | 0.0244 | 0.0255 | 0.0301 |
| 50 → 180 | 0.0303 | 0.0361 | 0.0395 | 0.0413 | 0.0477 |
| 50 → 200 | 0.0382 | 0.0441 | 0.0480 | 0.0501 | 0.0575 |
| 50 → 220 | 0.0469 | 0.0533 | 0.0577 | 0.0602 | 0.0685 |
Gross fluid expansion, before the piping-growth credit. Water from saturated-water specific volume; glycol from Dow typical density data for inhibited fluids (DOWTHERM SR-1 ethylene glycol, DOWFROST HD propylene glycol), % by volume. These are the same numbers the calculator uses. Confirm glycol data with your fluid supplier.
Doing this for a whole building? See this step inside a connected AIM Works project — loads, ventilation, equipment, and Design Review in one place.
Book a Demo →This calculator sizes the diaphragm or bladder expansion tank for a closed hydronic loop — hot water, chilled water, or glycol — with the ASHRAE closed-tank method. Enter the system fluid volume, fill and maximum pressures at the tank, the lowest and highest fluid temperatures, the fluid, and the piping material. The tool returns the required tank volume, the net expansion volume the tank must accept, the acceptance factor, the net expansion factor, and the pre-charge pressure.
Expansion comes from the fluid’s density at the two temperatures (water tables, or Dow data for ethylene and propylene glycol), less the growth of the steel or copper piping. For a chilled-water loop, size on the warmest temperature the idle loop reaches — typically room ambient — not the chilled-water supply. Select the next standard tank size above the calculated requirement, and add a safety factor where header and coil volumes are uncertain.
| Fluid expansion | v2/v1 − 1 = ρmin ÷ ρmax − 1 |
| Net expansion | e = (v2/v1 − 1) − 3α(t2 − t1) |
| Net expansion volume | Ve = Vsystem × e |
| Acceptance factor | 1 − (Pfill,abs ÷ Pmax,abs) |
| Required tank | Vt = Ve ÷ [1 − (Pfill,abs ÷ Pmax,abs)] |
This is the ASHRAE closed diaphragm/bladder-tank relation (ASHRAE HVAC Systems and Equipment, hydronic systems chapter): Vt = Vs[(v2/v1 − 1) − 3αΔt] ÷ (1 − P1/P2). Specific volumes v1, v2 are at the lowest and highest temperatures — water from saturated-water tables (the same table the AIM Works app uses), ethylene and propylene glycol from Dow typical density data for inhibited fluids by volume percent, interpolated in temperature. α is the linear expansion coefficient of the piping (steel 6.5×10−6, copper 9.5×10−6 per °F); choosing “ignore” drops the credit and sizes slightly larger. Pressures are converted to absolute by adding 14.696 psi before forming the ratio. Pre-charge pressure is set equal to the fill pressure at the tank.
AIM Works brings peak loads, ASHRAE 62.1 ventilation, equipment and plant sizing, compliance checks, Design Review, and engineering deliverables into one connected mechanical design workspace.
Duct and pipe distribution sizing is planned for V2 — at launch, keep using this calculator for that step.
Results are design estimates for preliminary sizing. Verify final designs against applicable codes and standards — engineering judgment and a licensed professional engineer’s review are required.