Fan Blade Pass Frequency Calculator
Compute the blade pass frequency (BPF) of a fan, blower, pump impeller, compressor or turbine: BPF = blades × RPM ÷ 60. See the 1X–5X BPF harmonics, scale the result with a VFD output frequency, and read what elevated harmonics commonly flag.
ℹ The BPF arithmetic is exact, but what an elevated BPF or its harmonics mean — flow turbulence, blade/vane damage, fouling, gap eccentricity or looseness — is a diagnostic convention, not a diagnosis. Always verify your inputs: read the true blade/vane count off the rotor and confirm the actual running speed (slip, belt ratios and VFD output all shift it). To confirm a real problem you need a calibrated accelerometer + analyzer and a trend over time — this tool computes where to look, not whether anything is wrong.
Machine details
BPF harmonics (1X–5X)
How It Works
Every time a blade (on a fan) or a vane (on a pump or compressor impeller) sweeps past a fixed point — the housing cutoff, a volute tongue, a strut or a diffuser vane — it produces one pressure pulse. With N blades on a rotor turning at a shaft frequency of fr = RPM ÷ 60, those pulses arrive N times per revolution, so the dominant tone lands at the blade pass frequency: BPF = N × (RPM ÷ 60) = N × fr. In a vibration spectrum the BPF therefore sits exactly at the Nth order (Nth harmonic) of running speed, and its own integer multiples (2X, 3X, 4X, 5X BPF) appear above it. The same formula governs centrifugal and axial fans, blowers, pump impellers (using the vane count), compressor impellers and turbine stages.
What changes the BPF is the speed. On a fixed-speed motor that is the nameplate RPM minus a little induction slip; on a belt drive it is the fan’s own RPM after the pulley ratio; and on a variable-frequency drive (VFD) the shaft speed tracks the drive output, so the BPF scales linearly with VFD frequency: at 45 Hz on a 60 Hz base the machine runs at 45/60 of its base speed and the whole BPF family (and its harmonics) shifts down by that same 0.75 factor. The VFD toggle above does exactly this — it re-bases the running speed to the drive output so the predicted lines move with the machine.
By diagnostic convention, a BPF tone that grows relative to a healthy baseline is a clue, not a verdict. Rising BPF and its harmonics are commonly associated with flow disturbance, recirculation, uneven blade-to-housing clearance, fouling, or blade/vane damage and looseness — but these are conventions that you must confirm. One pump-specific caution: the BPF is a discrete tone (a vane passing the cutwater), which is different from cavitation, a broadband random hiss/gravel noise from imploding vapour bubbles; they look and sound different and need different fixes. To decide whether anything is actually wrong you need a calibrated accelerometer and analyzer and a trend — this calculator only tells you which frequencies to watch.