Induction Motor Slip

Also known as rotor slip · slip percentage

s=100 (Ns−Nr)Nss = \frac{100 \, (N_{s} - N_{r})}{N_{s}}

Worked example: 1750 rpm against 1800 rpm → 2.78% slip — press Try an example to run it live, then adjust anything.

Enter your known values, leave one input blank, and solves for the missing one. Tap a variable’s symbol to see what it means, with a typical value. Try different units for next level excitement!

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Synchronous speed and slip →

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Induction Motor Slip explained

NsNrs

An induction motor's rotor must lag the rotating field — if it ever caught up, the field would stop sweeping past the rotor bars, no voltage would be induced, and no torque would exist. That lag is slip. A 4-pole motor on 60 Hz has a synchronous speed of 1800 rpm; a nameplate reading of 1750 rpm means s = 100 × 50/1800 ≈ 2.8%, entirely typical for a healthy machine at full load.

Slip is a free load indicator: it is very nearly proportional to torque, so a tachometer reading tells you how hard the motor is working without a single meter lead. At no load slip falls under 1%; at breakdown torque it may hit 20%. Rising slip on a familiar machine means added mechanical load, low voltage, or a broken rotor bar. Note that this solver treats rpm as a frequency, so answers appear in hertz unless you pick rpm from the table.

Induction Motor Slip formula

s=100 (Ns−Nr)Nss = \frac{100 \, (N_{s} - N_{r})}{N_{s}}
Where
  • ss= Slip (%)
  • NsN_{s}= Synchronous speed (rpm)
  • NrN_{r}= Rotor speed (rpm)