Pump Head Calculator (TDH) — Friction + Static

Calculate the total dynamic head for a hydronic circulator by summing pipe friction, fitting friction, static elevation, and terminal-device pressure drop.

  1. Enter flow, pipe, and length Enter Design flow rate in GPM, choose the Pipe material and Pipe size (NPS), and enter the Total pipe length in feet (supply plus return).
  2. Enter the terminal device drop Enter Terminal device drop in psi — the combined pressure drop of the boiler, coil, and balance valve. The tool converts this to feet of head using 0.4332 psi per foot of water.
  3. Set fitting counts and elevation Open the advanced inputs to set 90° elbows, Tees (straight-thru), Ball valves (open), and Elevation gain. These default to typical residential values (6 elbows, 2 tees, 2 valves, 0 ft).
  4. Calculate and plot Press Calculate to get total dynamic head in feet and psi, with a velocity warning if flow exceeds 4 ft/s. Plot the (GPM, head) design point on a manufacturer pump curve to select a circulator.

How do I calculate pump head for a hydronic circulator?

Total dynamic head is the sum of pipe friction, fitting friction, static elevation change, and terminal-device pressure drop. This calculator computes pipe and fitting losses with the Hazen-Williams head-loss method and the ASHRAE equivalent-length approach for fittings, adds elevation directly, and converts the terminal psi drop to feet at 0.4332 psi per foot. The result is the design point you plot against a pump curve.

How are fittings accounted for in pump head?

Each 90° elbow, straight-through tee, and ball valve is converted to an equivalent length of straight pipe and added to the friction calculation. The tool ships with typical residential defaults (6 elbows, 2 tees, 2 valves) that you can override in the advanced inputs. This follows the standard equivalent-length method used in ASHRAE hydronic design.

What pump velocity is too high in a hydronic loop?

Above 4 ft/s the tool warns of high velocity, and at or above 8 ft/s it flags cavitation risk because pump-suction NPSH-available margins become inadequate. The fix is to reduce flow, increase pipe size, or split the loop rather than fighting the noise and erosion with a bigger pump.

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