🔥 HVAC

Boiler Feed Pump Sizing Calculator (Flow, Head & Motor Power)

Free boiler feed pump sizing calculator: feed water flow, total pump head and shaft/motor power from steam output, boiler pressure and feedwater temperature.

📐 Standard: Spirax Sarco / IBR
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Boiler Feed Pump Sizing Calculator Calculator
Reference: Spirax Sarco / IBR
🔥 HVAC
Free boiler feed pump sizing calculator: feed water flow, total pump head and shaft/motor power from steam output, boiler pressure and feedwater temperature.
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Calculation confidence: Planning-levelSuitable for early design, estimating and feasibility checks. Verify the final design against the governing code and a licensed engineer before construction or procurement.
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About This Calculator

A boiler feed pump must deliver feed water against the full boiler pressure with enough spare capacity to cover blowdown and peak steaming. This calculator sizes the pump for flow, total head and shaft/motor power from the steam output, working pressure and feedwater temperature.

Boiler feed pumps are normally sized at 1.5–2× the boiler evaporation rate so the boiler can be refilled quickly after blowdown and during peak demand, and the discharge pressure is set above the safety-valve set pressure plus the feed regulator drop. Feedwater is pumped hot (80–105 °C), so NPSH available must always be checked separately.

Boiler Feed Pump Sizing Formula

Spirax Sarco / IBR

Feed flow: Q = (Steam × Capacity Factor) / ρ  |  Head: H = (P_design − P_tank) × 10.197 / SG + static & friction  |  Shaft power: P = ρ·g·Q·H / (η × 3.6×10⁶)

Worked Example

A 2,000 kg/h boiler at 10 barg, fed from an atmospheric tank at 90 °C, sized at 1.5× evaporation with a 20% pressure margin needs roughly 3.1 m³/h at about 131 m head — about a 1.5 kW shaft (1.8 kW motor).

Boiler Feed Pump Sizing Reference & Design Guide

How the Boiler Feed Pump Sizing Calculator Works

The calculator first converts the steam output to a feed-water mass flow using your capacity factor, then to a volumetric flow using the density of water at the feedwater temperature. The required head is the design discharge pressure (boiler pressure plus your safety margin) minus any pressurised feed-tank pressure, converted to metres of liquid, plus the static and friction allowance. Shaft power follows from the hydraulic power divided by pump efficiency, and the recommended motor adds a 15% margin.

Design Notes

  • Set the discharge pressure above the boiler safety-valve set pressure — not just the working pressure — where codes require it.
  • Check NPSH available separately; hot feedwater is close to its boiling point.
  • For modulating feed control a lower capacity factor (1.25×) may be acceptable; for on/off level control use 1.5–2×.

Frequently Asked Questions

How do you calculate boiler feed pump capacity? +
Multiply the boiler evaporation (steam output in kg/h) by a capacity factor of 1.5 to 2.0 to allow for blowdown and peak load, then divide by the feedwater density to get the volumetric flow in m³/h. For example 2,000 kg/h × 1.5 ≈ 3,000 kg/h ÷ 965 kg/m³ ≈ 3.1 m³/h.
What head should a boiler feed pump develop? +
The pump must overcome the full boiler working pressure plus a safety margin (typically 15–25%) for the feed check valve and control-valve pressure drop, less any pressurised feed-tank or deaerator head, plus the static lift and pipe friction. Converting bar to metres uses H = P × 10.197 / SG.
Why size a boiler feed pump at 1.5 to 2 times the steaming rate? +
The boiler loses water during blowdown and during sudden peak steam demand, so the pump needs spare capacity to refill quickly and hold level. Sizing at 1.5–2× evaporation is standard practice; continuous-modulating feed systems may use a lower factor.
Does feedwater temperature affect pump sizing? +
Yes. Hot feedwater (80–105 °C) has lower density, so the volumetric flow rises slightly for the same mass, and — more importantly — the available NPSH falls. Always verify NPSH available exceeds the pump NPSH required to avoid cavitation.
What motor power does a boiler feed pump need? +
Calculate hydraulic power (ρ·g·Q·H), divide by pump efficiency (typically 55–75%) for shaft power, then add about 15% margin and round up to the next standard motor rating.

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