🌀VFD Energy Savings Calculator

Calculate energy savings from VFD by load and hours

hp
%
%
%
hr/yr
$/kWh

How to use the VFD energy savings calculator

Fans and centrifugal pumps throttled with a damper or valve still draw close to full-load power, so reducing flow that way saves far less energy than most operators expect. With a variable frequency drive the shaft power follows the affinity laws and drops with the cube of speed, so the same reduced flow is delivered for a fraction of the input power. This calculator compares the part-load draw of the existing control method with the draw under VFD control and converts the difference into annual kWh and dollars.

Part-load power for the existing control is approximated from published fan part-load curves: outlet damper or throttling valve uses 0.55 + 0.45 x flow ratio, inlet vane uses 0.20 + 0.80 x flow ratio, and constant-speed full-load operation uses 1.0. The VFD side uses flow ratio x (s + (1 - s) x flow ratio squared), where s is the static head fraction, and includes a 96% drive efficiency. Systems with a large static lift therefore save less than a pure friction loop.

Actual savings depend on the annual load profile, minimum drive frequency, motor efficiency at reduced speed and any demand-charge change. Treat the output as a first-pass feasibility estimate, and confirm it with metered power readings and the manufacturer pump or fan curve before committing to a retrofit.

Frequently asked questions

Does the cube law always apply?

Only for systems where friction loss dominates. A pump working against significant static head does not see power fall with the cube of speed, so enter the static head fraction to correct the estimate.

What else should be checked besides savings?

Drive losses of roughly 3 to 4%, reduced motor cooling and efficiency at low speed, harmonic mitigation, shaft grounding against bearing currents, and a sensible minimum speed setting all need review.