What Is Pump Head Calculation? Formulas, Examples and Correct Pump Selection

1. Introduction – Why Is Pump Head Important?
One of the most critical parameters determining pump performance is head value.
Simply put, pump head is the capacity of a pump to move a liquid against elevation difference or pressure resistance.
If head is not calculated correctly, the following issues may occur:
- Insufficient flow or pressure
- Unnecessary energy consumption
- Shortened pump life
- Noise and vibration
- Cavitation risk
POMEKA explains step by step how to calculate pump head in systems using Grundfos, Wilo, Standart Pompa, Etna and Sumak pumps.
2. What Is Pump Head?
Pump head is the ratio of total energy at the discharge line to the total energy at the suction line.
It is generally expressed in meters of water column (mWC).
Pump head consists of three main components:
Htotal=Hgeometric+Hfriction+HpressureH_{total}=H_{geometric}+H_{friction}+H_{pressure}
Where:
- Hgeometric = height difference between suction and discharge points
- Hfriction = pipe losses and resistance
- Hpressure = pressure difference between inlet and outlet
3. Geometric Head
This is the actual physical height the liquid is lifted.
Example:
- Suction level = 2 m
- Discharge level = 18 m
Hgeometric=18−2=16 mH_{geometric}=18-2=16\ m
4. Friction Losses
Friction losses occur when fluid flows through pipes, elbows, valves, tees and filters.
General formula:
Hfriction=f×LD×v22gH_{friction}=f\times\frac{L}{D}\times\frac{v^2}{2g}
Where:
- f = friction factor
- L = pipe length
- D = pipe diameter
- v = velocity
- g = gravity
Practical Rule:
In clean water systems, every 10 meters of horizontal pipe can create approximately 1–2 meters of friction loss.
5. Pressure Difference
The pump must also overcome system pressure.
Hpressure=P2−P1ρgH_{pressure}=\frac{P_2-P_1}{\rho g}
Where:
- P₂ = discharge pressure
- P₁ = suction pressure
- ρ = fluid density
6. Total Head Calculation Example
System data:
- Suction level = 2 m
- Discharge level = 20 m
- Pipe length = 50 m
- Friction loss = 5 m
- Pressure difference = 2 m
Htotal=18+5+2=25 mH_{total}=18+5+2=25\ m
Therefore, the selected pump must provide at least 25 m head.
7. Correct Selection Using Pump Curves
Pump manufacturers publish Q-H performance curves.
Each pump works efficiently within a certain range of flow (Q) and head (H).
Examples:
- Grundfos CR 5-8 → 4 m³/h at 30 m
- Wilo Helix V 408 → 5 m³/h at 35 m
- Standart Pompa CHM 32-160 → 6 m³/h at 28 m
- Etna ETP 40-160 → 5 m³/h at 30 m
The duty point should ideally fall near the middle of the pump curve.
8. Factors Affecting Pump Head
Fluid Viscosity
Higher viscosity requires more energy.
Temperature
Higher temperature increases vapor pressure.
Pipe Diameter and Material
Smaller or rougher pipes increase losses.
Number of Valves and Fittings
Each fitting adds resistance.
Pump Speed (RPM)
Higher speed increases head proportionally.
9. Practical Steps for Calculation
- Measure height difference between suction and discharge.
- Calculate total pipe length and fittings.
- Add friction losses.
- Include required outlet pressure.
- Compare result with pump curve.
10. POMEKA Recommendation
POMEKA offers professional hydraulic analysis and pump selection support.
Required project data:
- Total pipe length
- Pipe diameter
- Elevation difference
- Required flow rate
- Fluid type
Then the correct pump is selected.
11. Brand-Based Evaluation
Grundfos
Pump Design Tool offers automatic pump recommendations.
Wilo
Wilo Select 4 calculates ideal combinations.
Standart Pompa
CHM and CHP series are ideal for medium flow / high head.
Etna
ETP series offers economic solutions for 20–50 m head.
Sumak
SKM submersible series offers strong head advantage.
12. Energy Efficiency and Head
The higher the required head, the greater the motor power demand.
Every unnecessary 10 m head may increase energy use by about 7%.
13. Field Example – Villa Booster System
- 4-floor villa = 12 m elevation
- 40 m pipeline
- 4 valves, 2 elbows
- Outlet pressure = 2 bar
12+4+20=36 m12+4+20=36\ m
Suitable pumps:
- Grundfos CM 5-4
- Wilo MHIL 305
14. Conclusion – Correct Calculation Means Efficient System
Pump head is the heart of system efficiency.
Incorrect selection causes:
- High energy costs
- Premature failure
- Low performance
POMEKA provides professional support in:
✔ Project analysis
✔ Pump selection
✔ Commissioning
✔ Efficiency optimization

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