Motor RPM From Frequency
Calculate AC motor synchronous speed and actual induction motor RPM from supply frequency, number of poles, and slip percentage.
Motor Parameters
Hz
Poles are always even (come in N–S pairs).
%
Typical induction motors: 1–5% at full load.
Results
Synchronous Speed
1,800
RPM
Formula: (120 × frequency) / poles
Actual Shaft Speed (with slip)
1,746
RPM
Formula: synchronous speed × (1 − slip / 100)
| Parameter | Value |
|---|---|
| Supply frequency | 60 Hz |
| Number of poles | 4 |
| Pole pairs | 2 |
| Slip | 3% |
| Speed loss due to slip | 54 RPM |
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Summary
Calculate AC motor synchronous speed and actual induction motor RPM from supply frequency, number of poles, and slip percentage.
How it works
- Enter the AC supply frequency in Hz (e.g. 50 or 60).
- Enter the total number of poles on the motor (must be an even number: 2, 4, 6, 8…).
- The synchronous speed is computed as RPM = (120 × frequency) / poles.
- For induction motors, enter the slip percentage (typically 1–5%) to get actual shaft RPM.
- Results update instantly as you type.
Use cases
- Determine the synchronous speed of a new motor before installation.
- Verify nameplate RPM against supply frequency and pole count.
- Estimate shaft speed of an induction motor given measured slip.
- Compare 50 Hz vs 60 Hz motor performance when changing supply regions.
- Size belt drives and gearboxes based on expected motor output speed.
- Troubleshoot over-speed or under-speed conditions in variable-frequency drive (VFD) systems.
Frequently Asked Questions
Last updated: 2026-06-11 ·
Reviewed by Nham Vu