Overview
This lesson adds direction to electromagnetic induction. You will use Faraday’s law for magnitude
and Lenz’s law to decide which way the induced effect acts.
What You Need to Know
- Faraday’s law links induced e.m.f. to the rate of change of magnetic flux linkage.
- Lenz’s law states that the induced e.m.f. acts in a direction that opposes the change producing it.
- The minus sign in Faraday’s law represents this opposition.
- The induced current direction depends on the change in flux, not just the direction of the original
magnetic field.
- Lenz’s law is consistent with conservation of energy: work must be done to keep changing the flux.
How to Work Through It
- Decide whether flux linkage is increasing or decreasing.
- Work out what magnetic effect would oppose that change.
- Use a direction rule to find the induced current needed to produce that effect.
- Practise Faraday’s law calculations using change in flux linkage over time.
Check Your Understanding
- What change is the induced current opposing in a given diagram?
- Why does a magnet falling through a coil slow down?
- How does the induced e.m.f. change if the same flux change happens in half the time?
- Why would Lenz’s law be impossible if it helped the original change?
Common Mistakes
- Opposing the magnetic field instead of opposing the change in flux.
- Choosing current direction before identifying whether flux is increasing or decreasing.
- Dropping the number of turns from a Faraday’s law calculation.
- Treating the minus sign as a simple arithmetic negative rather than a direction statement.
Next Steps
- Use Lenz’s law when interpreting transformers, eddy currents, and braking effects.
- Bring both magnitude and direction reasoning into the revision lesson.