Engineering ToolBox - Resources, Tools and Basic Information for Engineering and Design of Technical Applications!

This is an AMP page - Open full page! for all features.

Electrical Induction Motors - Slip

Sponsored Links

An AC (Alternating Current) induction motor consists of a stator and a rotor and the interaction of the currents flowing in the rotor bars and the rotating magnetic field in the stator generates the torque that turns the motor. In normal operation with a load the rotor speed always lags the magnetic field's speed allowing the rotor bars to cut magnetic lines of force and produce a useful torque.

The difference between the synchronous speed of the electric motor magnetic field, and the shaft rotating speed is slip - measured in RPM or frequency.

Slip increases with increasing load - providing a greater torque.

It is common to express the slip as the ratio between the shaft rotation speed and the synchronous magnetic field speed. 

s = (ns - na) 100% / ns         (1)

where

s = slip

ns = synchronous speed of magnetic field (rev/min, rpm)

na = shaft rotating speed (rev/min, rpm)

When the rotor is not turning the slip is 100 %.

Full-load slip varies from less than 1 % in high hp motors to more than 5-6 % in minor hp motors.

Electrical Induction Motors -  Slip
Motor Size
(hp)
0.551550250
Typical Slip
(%)
5 3 2.5 1.7 0.8
.

Number of poles, frequencies and synchronous induction motor speed

Electrical Induction Motors - Speed vs. no. of Poles and Frequency
No. of Magnetic PolesSpeed (rpm)
Frequency (Hz)
5060
2 3000 3600
4 1500 1800
6 1000 1200
8 750 900
10 600 720
12 500 600
16 375 450
20 300 360

Slip and Voltage

When a motor starts to rotate the slip is 100 % and the motor current is at maximum. Slip and motor current are reduced when the rotor begin turning.

Slip Frequency

Frequency decreases when slip decrease.

Slip and Inductive Reactance

Inductive reactance depends on the frequency and the slip. When the rotor is not turning the slip frequency is at maximum and so is the inductive reactance.

A motor has a resistance and inductance and when the rotor is turning the inductive reactance is low and the power factor  approaches to one.

Slip and Rotor Impedance

The inductive reactance will change with the slip since the rotor impedance is the phase sum of the constant resistance and the variable inductive reactance.

When the motor starts rotating the inductive reactance is high and impedance is mostly inductive. The rotor has a low lagging power factor. When the speed increases the inductive reactance goes down equaling the resistance.

Classification of Induction Motors

Electrical induction motors are designed for different applications regarding characteristics like breakaway torque, pull-up torque, slip and more - check NEMA A, B, C and D classification of electrical inductions motors.

Sponsored Links

Related Topics

Electrical

Electrical engineering with units, amps and electrical wiring. Wire gauges, electrical formulas, motors and more.

Related Documents

AC Circuits - Power vs. Voltage and Current

The alternating current In an AC circuit is generated by a sinusoidal voltage source.

Electric Motors - 480 Volt Wiring

480V electrical motor wiring data - NEMA amps, starter size, HMCP size for motors ranging 1/2 to 500 hp.

Electrical Induction Motors - Synchronous Speed

Operating speed of an induction motor depends on the input power frequency and the number of magnetic poles in the motor.

Electrical Induction Motors - Torque vs. Speed

Full load operating torque vs. break down, pull up and locked rotor torque.

Induction Motors - No. of Poles and Synchronous vs. Full Load Speed

Synchronous and full load speed of amplitude current (AC) induction motors.

NEMA A, B, C and D Electrical Motor Design

NEMA has established the four different designs A, B, C and D for electrical induction motors.

Three-Phase Electrtical Motors - Power Factor vs. Inductive Load

Inductive loads and power factors with electrical three-phase motors.

Three-Phase Power - Equations

Electrical 3-phase equations.

Sponsored Links

Search Engineering ToolBox

  • the most efficient way to navigate the Engineering ToolBox!

SketchUp Extension - Online 3D modeling!

Add standard and customized parametric components - like flange beams, lumbers, piping, stairs and more - to your Sketchup model with the Engineering ToolBox - SketchUp Extension - enabled for use with the amazing, fun and free SketchUp Make and SketchUp Pro . Add the Engineering ToolBox extension to your SketchUp from the Sketchup Extension Warehouse!

Privacy

We don't collect information from our users. Only emails and answers are saved in our archive. Cookies are only used in the browser to improve user experience.

Some of our calculators and applications let you save application data to your local computer. These applications will - due to browser restrictions - send data between your browser and our server. We don't save this data.

Google use cookies for serving our ads and handling visitor statistics. Please read Google Privacy & Terms for more information about how you can control adserving and the information collected.

AddThis use cookies for handling links to social media. Please read AddThis Privacy for more information.