Engineering Solutions

Pump Power Calculator

Calculate the required shaft power and motor rating for pumps based on flow rate, total dynamic head, and fluid density.

Project Specifications
Pump Duty Status
Vertical lift + Friction losses
Efficiency & Fluid
Water: 1.0, Diesel: 0.85
Standard centrifugal: 60-80%
Hydraulic power output
Hydraulic Water Power: 0 kW
Required Horsepower: 0 HP
Recommended Motor: -- kW
Calculated Output
Shaft Power ($P$)
0 kW
0 kW
Shaft Power
Utility
Duty Type

Pump Fundamentals and Motor Selection

Navigate the heart of fluid systems. Learn how to account for specific gravity and why a 20% 'Safety Margin' is critical for industrial motor life.

The Power of Lift

A pump's job is to add energy to a fluid. This energy is expressed as **Total Dynamic Head ($H$)**, which includes the vertical distance the fluid is raised plus the friction energy lost as the fluid rubs against the pipes. The power required to move this fluid depends on the flow rate, the height of the lift, and the weight (density) of the fluid itself.

The Power Equation

$$P_{shaft} = \frac{\rho \times g \times H \times Q}{3.6 \times 10^6 \times \eta}$$ $$\text{Simplified (for water): } P = \frac{Q \times H}{367 \times \eta}$$

Total Dynamic Head (TDH)

One of the most common mistakes is only considering the **Static Head** (the vertical height). TDH is actually:
1. Static Head: The height difference between the suction and discharge.
2. Friction Head: All the energy lost in valves, elbows, and straight pipe runs.
3. Velocity Head: The energy required to get the fluid moving from a standstill.

Viscosity and Motor Overloading

If you are pumping molasses with a pump designed for water, your motor will burn out almost immediately. High-viscosity or high-density fluids require significantly more torque. Always check the **Specific Gravity ($SG$)** of your fluid. Pumping a chemical with an SG of $1.5$ means you need $50\%$ more power than for water, even if the flow and head are identical.

Frequently Asked Questions (FAQ)

What is 'NPSH'?

NPSH (Net Positive Suction Head) is the pressure at the pump's inlet. If the NPSH is too low, the fluid will vaporize (cavitation), creating bubbles that destroy the pump's impeller. A general rule is that you should always have more suction pressure available than the pump manufacturer's "Required" value (NPSHa > NPSHr).