MFG-MECH15-05 · Lesson 2 · 14 clock hours · theory
AC Induction Motor Fundamentals: Construction, Nameplate, and Torque-Speed
Objective. Students will calculate synchronous speed, percent slip, full-load torque, and horsepower for a three-phase induction motor given nameplate data.
⚠ Pending professional review
This lesson, its worked examples and its practice questions has not yet been verified by a licensed engineer or certified journey-level tradesperson or by a certification or approval body. It is a study draft and may contain errors. Do not use it as instructions for work on a job site or on live equipment. Always follow your instructor, your supervising professional, and current official references and regulations.
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What Makes an Induction Motor Work
The three-phase AC induction motor is the workhorse of industrial automation. It has no brushes, no commutator, and very few wear parts, making it reliable and low-maintenance. Understanding how it works — and how to read its nameplate — is a core skill for any mechatronics technician.
When three-phase AC voltage is applied to the stator windings (the stationary outer assembly), the windings produce a magnetic field that rotates around the inside of the motor at a speed determined entirely by the supply frequency and the number of magnetic poles. This is called the rotating magnetic field. The field sweeps past the rotor (the spinning inner assembly), inducing a voltage in the rotor conductors. That induced voltage drives a current through the rotor bars, and that current creates its own magnetic field. The interaction between the stator's rotating field and the rotor's induced field produces electromagnetic torque, pulling the rotor around.
The rotor never quite catches the rotating field — it must lag slightly behind so that there is still relative motion to induce current. That lag is called slip.
Motor Construction: Parts to Know
- Stator: laminated iron core with copper windings inserted in slots; bolted inside the motor frame.
- Rotor: a squirrel-cage rotor is the most common type — aluminum or copper bars short-circuited by end rings, no external connections needed.
- End bells: cast end caps that hold the bearings and close the frame.
- Bearings: support the rotor shaft and allow it to spin with minimal friction; grease or oil lubrication depending on design.
- Cooling fan: mounted on the non-drive end of the shaft; draws air over the frame fins to dissipate heat (in a TEFC enclosure, an external fan blows over a ribbed frame).
The Nameplate: Your First Diagnostic Tool
Every motor carries a nameplate stamped with data you must know how to read:
| Field | Meaning |
|---|---|
| HP (or kW) | Rated output power at the shaft |
| RPM | Rated full-load rotor speed |
| Hz | Supply frequency (60 Hz in the US) |
| Volts | Supply voltage; dual-voltage motors list both (e.g., 230/460 V) |
| Amps (FLA) | Full-load amperes at rated voltage |
| NEMA Frame | Physical dimensions — shaft height, bolt pattern |
| Insulation Class | Maximum winding temperature rating (Class B = 130 °C, Class F = 155 °C, Class H = 180 °C) |
| Duty | Continuous (CONT) or intermittent cycle |
| Service Factor (SF) | Allowable overload multiplier (e.g., SF 1.15 means 15% overload allowed continuously) |
| Efficiency (%) | Ratio of shaft output power to electrical input power |
| Enclosure | TEFC, TENV, ODP, etc. |
| Poles (P) | Number of magnetic poles; sometimes listed, sometimes calculated from RPM |
Marine and TEFC note: In marine and wet manufacturing environments, a TEFC (Totally Enclosed Fan-Cooled) or TENV (Totally Enclosed Non-Ventilated) enclosure is required to keep moisture and contaminants off the windings. An open drip-proof (ODP) motor is not acceptable where spray or humidity is present. Always match enclosure type to the environment before selecting a motor.
NEMA Design B is the standard design for general industrial use: normal starting current, normal starting torque, low slip at full load (typically < 5%), and good efficiency. It suits most conveyor, pump, and fan applications.
Key Formulas
Synchronous speed — the speed of the rotating magnetic field in the stator, not the rotor:
> Ns = 120 × f / P
Where Ns = synchronous speed (RPM), f = supply frequency (Hz), P = number of poles.
Percent slip — how far the rotor lags behind the field:
> Slip (%) = (Ns − Nr) / Ns × 100%
Where Nr = nameplate (rated) rotor speed in RPM.
Full-load torque — torque delivered at the shaft at rated conditions:
> T = HP × 5252 / RPM
Where T = torque in lb·ft, HP = rated horsepower, RPM = rated rotor speed.
Note: 5252 is the constant derived from converting horsepower and minutes into consistent units (1 HP = 33,000 ft·lb/min; 5252 = 33,000 / (2π)).
Torque-Speed Curve
The torque-speed curve of a NEMA Design B motor shows three important points:
1. Starting (locked-rotor) torque: torque produced at zero speed when voltage is first applied.
2. Breakdown (pull-out) torque: the maximum torque the motor can produce before it stalls; occurs at moderate slip.
3. Full-load torque: the rated operating point, near synchronous speed with low slip.
Between no load and full load the motor runs in a nearly linear region: as load increases, speed drops slightly and torque rises proportionally. A conveyor technician uses this relationship to confirm a motor is not overloaded — if the running speed has dropped significantly below nameplate RPM, the motor is being asked for more torque than it is rated to deliver continuously.
Safety Before You Touch Any Motor
Before disassembling, reconnecting, or measuring a motor:
- Follow OSHA 29 CFR 1910.147 lockout/tagout procedures. De-energize the circuit at the disconnect, apply a personal lock, and verify zero energy with a meter.
- Verify absence of voltage with a CAT III or CAT IV rated multimeter before touching any terminal.
- Large motors store energy in capacitors inside associated drives; allow the drive's discharge time to pass before opening the enclosure.
- Use appropriate NFPA 70E PPE (safety glasses at minimum; arc-rated PPE when working near energized panels).
- Follow OSHA 1910.212 machine guarding rules: shaft couplings and rotating parts must be guarded before the motor is re-energized.
Understanding nameplate data, construction, and the core formulas gives you a solid foundation for the next step: how variable-frequency drives change motor speed by changing the frequency delivered to the stator.
Key terms10
Synchronous speed (Ns)The rotational speed of the stator's rotating magnetic field, calculated as Ns = 120f / P, where f is supply frequency in Hz and P is the number of poles. The rotor always turns slower than this value.
SlipThe difference between synchronous speed and rotor speed, expressed as a percentage: (Ns − Nr) / Ns × 100%. Slip is necessary for torque production in an induction motor.
Squirrel-cage rotorThe most common induction motor rotor type, consisting of aluminum or copper bars embedded in a laminated iron core and short-circuited at both ends by conducting rings; requires no external electrical connection.
NEMA Design BThe most common AC induction motor design class, characterized by normal starting torque, normal starting current, and low full-load slip (generally less than 5%); suitable for conveyors, pumps, and most industrial loads.
Full-load torqueThe torque delivered at the motor shaft when operating at rated horsepower and rated speed, calculated as T = HP × 5252 / RPM, with the result in lb·ft.
Service factor (SF)A nameplate multiplier indicating how much beyond rated load the motor can handle continuously without damage; for example, SF 1.15 permits 15% overload above rated horsepower under normal operating conditions.
TEFC (Totally Enclosed Fan-Cooled)A motor enclosure in which the frame is sealed against contaminants and an external fan mounted on the shaft circulates ambient air over the ribbed housing; required in wet, marine, or dusty environments.
Insulation classA letter designation (B, F, H) indicating the maximum allowable winding temperature. Class B = 130 °C, Class F = 155 °C, Class H = 180 °C total temperature including ambient and temperature rise.
Breakdown (pull-out) torqueThe maximum torque a motor can develop before the rotor stalls; appears as the peak of the torque-speed curve. Sustained loading beyond this point causes the motor to stop.
Full-load amperes (FLA)The nameplate current drawn by the motor when delivering rated horsepower at rated voltage and frequency; used to select wire size, fuses, and overload relay settings.
Worked examples4
1. A four-pole, 60 Hz induction motor has a nameplate speed of 1,745 RPM. Calculate (a) synchronous speed and (b) percent slip.
- Identify values: f = 60 Hz, P = 4 poles, Nr = 1,745 RPM.
- Calculate synchronous speed: Ns = 120 × f / P = 120 × 60 / 4 = 7,200 / 4 = 1,800 RPM.
- Calculate percent slip: Slip = (Ns − Nr) / Ns × 100% = (1,800 − 1,745) / 1,800 × 100% = 55 / 1,800 × 100% = 3.06%.
Answer: Ns = 1,800 RPM; Slip ≈ 3.1%
2. A motor nameplate reads 10 HP at 1,750 RPM. Calculate the full-load torque in lb·ft.
- Identify values: HP = 10, RPM = 1,750.
- Apply the torque formula: T = HP × 5252 / RPM = 10 × 5252 / 1,750.
- Calculate numerator: 10 × 5252 = 52,520.
- Divide: 52,520 / 1,750 = 30.01 lb·ft.
Answer: T ≈ 30.0 lb·ft
3. A six-pole motor operates on a 60 Hz supply and runs at a nameplate speed of 1,165 RPM. Find (a) synchronous speed, (b) percent slip, and (c) full-load torque if the motor is rated 5 HP.
- Identify values: P = 6, f = 60 Hz, Nr = 1,165 RPM, HP = 5.
- Synchronous speed: Ns = 120 × 60 / 6 = 7,200 / 6 = 1,200 RPM.
- Percent slip: Slip = (1,200 − 1,165) / 1,200 × 100% = 35 / 1,200 × 100% = 2.92%.
- Full-load torque: T = 5 × 5252 / 1,165 = 26,260 / 1,165 = 22.54 lb·ft.
Answer: Ns = 1,200 RPM; Slip ≈ 2.9%; T ≈ 22.5 lb·ft
4. A motor delivers 22.0 lb·ft of torque at its nameplate speed of 1,750 RPM. Calculate the horsepower output.
- Rearrange the torque formula for HP: HP = T × RPM / 5252.
- Substitute: HP = 22.0 × 1,750 / 5252.
- Calculate numerator: 22.0 × 1,750 = 38,500.
- Divide: 38,500 / 5,252 = 7.33 HP.
Answer: HP ≈ 7.3 HP
The math in this lesson2
Learners compute percent slip from synchronous and nameplate speed.
7.RP.3A-CED.4
In class: Lecture with disassembled squirrel-cage motor: identify stator, rotor, end bells, bearings, and cooling fan; trace current path and explain rotating magnetic field concept. · Nameplate decoding worksheet: for four different motor nameplates students extract voltage, FLA, service factor, efficiency, NEMA frame, duty, and insulation class; calculate Ns = 120f/P, slip = (Ns − Nr)/Ns × 100%, and T = hp × 5252 / rpm. · Pairs complete a motor-selection scenario for a conveyor drive requiring a specific torque and duty cycle; they justify NEMA design B selection and note marine-duty enclosure differences (TEFC vs. TENV).
Materials: Disassembled three-phase induction motor (1–5 hp training unit), collection of eight motor nameplates (varied hp, voltage, frame), scientific calculators, nameplate-decoding worksheet, NEMA MG 1 motor standards excerpt, whiteboard
Check: Nameplate worksheet graded for correct formula application and units; pass = 80% with synchronous-speed and torque calculations error-free.
Practice check8
Answer each question, then check it. Nothing is recorded; this is your own practice.
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