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Pump Head

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Section summary
1. Definition
2. Calculation
3. Use

1. Definition

What is the pump head ?

The pump head is the actual pressure developped by a pump. It is expressed in vertical m of liquid (water for pump characteristics graphs).

The pump head takes into consideration the difference of pressure in between suction and discharge but also the speed difference, all converted to m of liquid.

2. Calculation

How to calculate the pump head ?

Pump head formula

Equation 1 : Pump Head

\[ H = \frac{p_d - p_s}{spgr_{4t}} \times 10.2 + \frac{u_d^2 - u_s^2}{2 \times 9.81} \]

With
ps : pressure at suction (bar)
pd : pressure at discharge (bar)
spgr4t : specific gravity of the liquid processed
us : velocity at suction (m/s)
ud : velocity at discharge (m/s)

Rules of Thumb — Pump Head
  • The factor 10.2 converts a pressure in bar into metres of water column (1 bar ≈ 10.2 m H₂O at 4 °C).
  • For liquids other than water, divide the pressure term by the specific gravity spgr4t relative to water at 4 °C.
  • The velocity term is usually small (a few tenths of a metre) and can often be neglected for a first estimate when suction and discharge line sizes are identical.
  • Pump head is independent of the liquid density — the same characteristic curve applies to any fluid, only the absorbed power changes.
  • Typical centrifugal pump heads: 10–30 m per stage for process pumps; multistage pumps can reach several hundred metres.
  • Always check the calculated head against the pump characteristic curve at the required flow rate, and verify NPSH available > NPSH required with margin.

Interactive Pump Head Calculator

⚠️ ENGINEERING NOTICE & EDUCATIONAL DISCLAIMER: This interactive calculator is provided exclusively for preliminary estimation and educational purposes. It is not intended for detailed design or equipment procurement without certified vendor rating. No warranty, expressed or implied, is provided, and no liability is assumed.

3. Use of pump head

Pump head is a key piece of information found on pump characteristic.

Pump Characteristic

Figure 1 : Pump characteristic curve