Engineering Solutions

Pump Head & BHP Analyzer Calculator

Calculate Total Dynamic Head (TDH) and electrical Brake Horsepower (BHP) required to mechanically overcome hydraulic system friction.

Project Specifications
Calculated Output
Total Dynamic Head (TDH)
0 Feet
0 HP
Water HorsePower (WHP)
0 HP
Brake HorsePower (BHP)

Total Dynamic Head & BHP Motor Sizing

Size mechanical electrical motors correctly to overcome system friction losses and elevation changes.

Total Dynamic Head (TDH)

When engineering an HVAC System or municipal pumping station, engineers must determine how much "Head" or pressure a pump must produce to move a specific flow rate ($GPM$). This pressure must overcome the weight of the water, the resistance of the pipes, and the required pressure at the fixtures.

This resistance is known as Total Dynamic Head (TDH). It combines elevation, friction, and pressure into a single measurement in "Feet of Water," allowing for precise pump selection and motor sizing.

Standard Mathematical TDH Addition

Fluid dynamics strictly merges drastically diverse physical constraints perfectly into entirely vertical feet universally uniformly.

$$\text{TDH (Feet)} = H_e + H_f + H_p$$

1. Structurally Converting PSI instantly into Dynamic Head

$$H_p \text{ (Pressure Head)} = \text{Desired Outlet PSI} \times 2.31$$
  • $H_e$ (Static Elevation): The vertical distance the water must be lifted. In closed-loop HVAC systems, static elevation is often zero as the weight of the descending water offsets the rising water.
  • $H_f$ (Friction Loss): The energy lost as water rubs against pipe walls and fittings. This increases significantly with higher flow velocities and complex piping layouts. Check our Pressure Drop calculator for specific pipe loss data.
  • $H_p$ (Pressure Head): The required pressure at the end of the line (e.g., to operate a sprinkler or cooling coil), converted from PSI to feet.

Water Horsepower vs. Brake Horsepower

Water Horsepower (WHP) is the theoretical energy required to move water at a specific rate and head without any losses. However, no pump is 100% efficient. Brake Horsepower (BHP) is the actual power the motor must deliver at the pump shaft, accounting for mechanical and hydraulic internal losses.

Frequently Asked Questions (FAQ)

Why do I need to convert PSI to feet?

Pumps are rated in "Feet of Head" because water pressure depends on density but height is constant. No matter what the liquid is, a pump that produces 100 feet of head will lift that liquid 100 feet vertically, whereas a PSI rating would change based on the liquid's weight.

What is a typical pump efficiency?

Most commercial centrifugal pumps operate between 60% and 85% efficiency at their Best Efficiency Point (BEP). Sizing the pump to operate near its BEP is critical for reducing energy costs and preventing motor burnout.