A level Physics exam revision resources A level Physics exam revision resources

Fields of force
Gravitational fields
Circular motion in the solar system – satellites
Electric fields
Electric potential
Magnetic fields
Applications of electric and magnetic fields
Electromagnetic induction
Electromagnetic induction
Methods of changing the magnetic flux
Current growth in an inductance
Click to access this resource Solenoid - java applet
Click to access this resource Transformers
Click to access this resource Earth's Magnetic Field (Magnetosphere)
Click to access this resource MRI scanners and Superconductors
Click to access this resource Exploration of the Earth's Magnetosphere
Multiple Choice
Exam Questions
Click for Exam Question AS, OCR, Spec 2000
Click for Exam Question A2, OCR, Spec 2000
Click for Exam Question A2, Edexcel, Unit 5, Spec 2002
Click for Exam Question A2, OCR, Spec 2000
Click for Exam Question A2, Edexcel, Unit 5, Spec 2002


We know that moving charges in a magnetic field experience a force. It is possible for this to create an electric potential difference or electromotive force (see Electricity - Electromotive force  click to make the link).

Imagine a straight wire, at right angles to a magnetic field, moving through the field. The direction of motion is perpendicular both to the wire and to the field. The force on the electrons in the wire will cause them to move towards one end. The accumulation of charge creates a potential difference between the ends of the wire.

It is also possible to generate currents this wire, by connecting the ends of the wire to form a loop.

This effect is called electromagnetic induction. It only occurs when changes in flux are taking place.

Formula

Using our earlier definition of magnetic flux, the flux through this single loop is

Formula

When several loops are joined together to make a coil of N turns, the total flux through the coil becomes

Formula

This is because each turn contributes AB to the flux.

  • This law is due to Faraday, and concerns the magnitude of the electromotive force (EMF). It states: "The induced EMF across a conductor is equal to the rate at which magnetic flux is cut by the conductor."
  • Due to Lenz, this law describes the direction of the EMF. It states: "The direction of any induced EMF is such as to oppose the change which caused it."

These laws may be combined in the mathematical form

Formula

E is the induced EMF, while

Formula

is the rate of change of magnetic flux.

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