Cambridge (CIE) IGCSE Physics
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(Electromagnetic Effects)
A.C. Generator
A.C. Generator (Alternator)
An a.c. generator changes spinning motion into alternating electrical energy. It works by electromagnetic induction: moving a wire through a magnetic field makes an e.m.f. (voltage).
Key parts
- Rotating coil between the poles of a magnet (or a rotating magnet inside a fixed coil).
- Slip rings: smooth metal rings attached to the coil ends; they spin with the coil.
- Carbon brushes: press lightly on the slip rings to carry current out to the circuit without twisting wires.
- Magnets (often with an iron core) provide a strong, steady magnetic field.
How it works
- As the coil turns, the number of magnetic field lines “cut” per second changes.
- This changing magnetic flux induces an e.m.f. that keeps reversing direction every half turn, so the output is a.c.
- The e.m.f. varies smoothly with time, like a sine wave:
The size of the peak depends on coil design and speed: where N = turns, B = field strength, A = coil area, = spin rate.
Linking coil position to the graph
- Zero e.m.f. when the coil’s face is perpendicular to the field (face-on): flux is maximum but not changing.
- Peak + when the coil’s plane is parallel to the field (edge-on) while turning forward: flux is changing fastest.
- Peak − half a turn later (still edge-on) as the direction has reversed.
One full turn gives one full sine wave. Spinning faster increases frequency and peak size.
Worked Example
Worked example: Relating coil angles to e.m.f.
Slip rings vs split ring
- A.C. generator: slip rings give an alternating output.
- D.C. motor/generator: a split-ring commutator flips connections to make one-direction output.
Real-world examples
- Power station alternators
- Bicycle “dynamos” (small alternators)
Common misconceptions
- Zero e.m.f. does not mean zero flux; it means flux is not changing at that instant.
- Rotating the magnet instead of the coil gives the same a.c. output.
Tuity Tip
Hover me!
Memory aid: “PaP = Peak; PeR = zero” — Plane Parallel to field → Peak; Plane PeRpendicular to field → zero.
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