Q1. What principle underlies the working of transformers, electric generators, and inductive charging systems?
- (a) Ohm's Law
- (b) Joule's Law
- (c) Faraday's Law of Electromagnetic Induction
- (d) Newton's Third Law
Answer & solution
Answer: (c) Faraday's Law of Electromagnetic Induction
A transformer, a generator and a wireless charging pad all work the same way: a changing magnetic flux through a coil induces an EMF in it.
Ohm's law relates V, I and R, and Joule's law gives the heat produced — neither creates a current from a magnetic field.
Revision note — Electromagnetic induction
• Discovered by Michael Faraday in 1831: whenever the magnetic flux linked with a closed circuit changes, an induced EMF appears, equal to the rate of change of flux (EMF = −N × ΔΦ/Δt).
• Lenz's law supplies the minus sign — the induced current always opposes the change that produced it, a consequence of conservation of energy.
• A transformer works on mutual induction between a primary and a secondary coil, so it works only on AC, never on steady DC.
• An electric generator converts mechanical energy into electrical energy; the direction of the induced current is given by Fleming's right-hand rule.
• An AC generator collects current through slip rings; a DC generator uses a split-ring commutator.
• Inductive (wireless) charging uses mutual induction between a coil in the pad and a coil in the phone; an induction cooktop heats the vessel by eddy currents.
• SI unit of magnetic flux is the weber (Wb); of inductance the henry (H).
Do not mix these up
• Fleming's right-hand rule vs left-hand rule — the right hand is for the generator (induced current); the left hand is for the motor (force on a conductor).
• Faraday's laws of induction vs Faraday's laws of electrolysis — the same scientist, but the electrolysis laws deal with mass deposited at an electrode, not with induced EMF.
Also asked from this topic: the direction of an induced current by Lenz's law (opposes the change in flux); the EMF in a rod moving across a field (BLv); the collector of an AC generator (slip rings).