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Section 3.17

AC Generators

Rotation of a loop in a magnetic field and the waveform produced; operation and construction of revolving-armature and revolving-field alternators; single-phase, two-phase and three-phase alternators; star and delta connections; frequency, phase and power calculations.

Notes

AC generators — summary notes

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Main ideas
  • An alternator generates AC. In aircraft practice the field rotates and the armature is stationary, which avoids passing the main output through slip rings.
  • Modern aircraft alternators are brushless three-stage machines: a permanent magnet generator, an exciter, and the main generator with rotating rectifiers.
  • Output frequency depends on poles and speed: f = (P × N) / 120, where P is the number of poles and N is in revolutions per minute.
  • Three-phase output has three windings 120° apart. It gives smoother power and lighter machines than single phase.
  • Constant 400 Hz output requires constant rotor speed, maintained by a constant speed drive (CSD) or integrated drive generator (IDG).
  • ⚠ Exam trap: more poles or higher rpm gives a higher frequency. The /120 form uses rev/min; if speed is given in rev/sec the divisor is 2.
Key formulas
Frequency from poles and speed
f = (P × N) / 120 (N in rev/min)
Three-phase star
V_line = √3 × V_phase, I_line = I_phase
Three-phase delta
V_line = V_phase, I_line = √3 × I_phase
Solved examples
  1. A 6-pole alternator runs at 8000 rpm. What is its output frequency?

    f = (P × N)/120 = (6 × 8000)/120 = 48000/120 = 400 Hz.

  2. A star-connected alternator has a phase voltage of 115 V. What is the line voltage?

    V_line = √3 × V_phase = 1.732 × 115 = 200 V — the familiar 200/115 V aircraft system.

Simulation

Three-phase AC generation

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Three-Phase ACFull screen ↗
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Mind map

AC generators concept map

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AC Generators

Quiz

AC generators quiz

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