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Operating Point and Correct Pump Selection in Centrifugal Pumps

12-12-2025 23:15
Operating Point and Correct Pump Selection in Centrifugal Pumps

Operating Point, System Curves, and Engineering Selection Methods in Centrifugal Pumps

Determining the correct operating point in centrifugal pumps is a critical engineering step in terms of energy efficiency, equipment lifespan, cavitation control, and operating costs. This article presents system curve generation methods, technical analysis of pump curves, the NPSH-cavitation relationship, viscosity correction factors, and real hydraulic calculation examples.

1. The Basis of the Working Point: The Intersection of Pump and System Curves

A centrifugal pump operates at the point where the pump performance curve (H = f(Q)) intersects the system curve (H_system) . The system curve is expressed by the following basic formula:

H system = H static + H f

Friction loss ( Hf ) is calculated according to the Darcy–Weisbach equation:

H f = f × (L / D) × (V² / 2g)

Therefore, the system curve has a quadratic structure: as the flow rate increases, the losses increase rapidly.

Pump Curve (QH) System Curve Q (Flow Rate) H (Printing)

2. Technical Analysis of Pump Curves

A pump performance diagram includes the following curves:

  • QH Curve: Flow Rate – Head Relationship
  • QP Curve: Power consumption relative to flow rate.
  • Q-η Curve: Efficiency curve and BEP point
  • NPSHr Curve: Cavitation Resistance

Proper pump selection requires the operating point to be as close as possible to the BEP (Best Efficiency Point) region. Operation far from the BEP region results in vibration, increased radial load, and higher energy consumption.


3. Technical Consequences of Incorrect Operating Point

Operation above flow rate; on the right side of the pump operating curve.
  • Low pressure head
  • High speed → pipe erosion
  • The motor is overloading
Operating below flow rate ; on the left side of the pump operating curve.
  • Vibration – increased radial load.
  • Bed temperature increase
  • Uneven flow and hammering
Working remotely from the BEP (Individualized Education Plan) point:
  • According to test data, bed lifespan can be reduced by up to 40%.
  • Energy costs rise.

4. Example of a Hydraulic Calculation:

The following example is a real engineering calculation:

Flow Rate (Q) 30 m³/h
Pipe Length (L) 120 m
Pipe Diameter (D) 65 mm
Coefficient of Friction (f) 0.024

Speed relative to flow rate:

V ≈ 2.5 m/s

Friction loss:

H f ≈ 8.96 mss

If the static load is 12 m:

H system = 20.96 mss

Intersection point with the pump curve: Q = 30 m³/h – H ≈ 21 mss .


5. Correction Factors for Viscous Liquids

According to viscosity correction charts:

  • Yield may decrease by 10–40%.
  • The head pressure decreases by 10–30%.
  • Flow rate decreases by 5–20%.
  • Power consumption increases by 10–60%.

Correction factors must be applied to oils, glycols, and high-viscosity chemical fluids.


6. Operating Principles of Parallel and Series Pumps

Series Pump: Discharge heads are added together → where high H is required.
Parallel Pump: Flow rate is collected → where high Q is required.


7. ORFA's Engineering Approach

ORFA applies international engineering principles in the selection of centrifugal pumps:

  • System curve calculation
  • IEP control
  • NPSH security analysis
  • Viscosity correction
  • Motor power control
  • Parallel/serial operation optimization

These methods ensure the correct pump selection, reduce operating costs, and increase equipment lifespan.


Conclusion

Accurate determination of the operating point in centrifugal pumps is crucial for system performance. Performing hydraulic calculations according to engineering principles is essential for energy savings, longer equipment life, and safe operation.

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