OCR GCSE Physics A J249
Electricity
Energy
Forces
Global Challenges
Magnetism and Magnetic Fields
Matter
Radioactivity
Waves in Matter
Magnetism and Magnetic Fields
The force on a conductor, and how a motor turns
- 3 things to know
- Paper 3
Overview
Force = magnetic flux density × current × length, the tesla and the units needed, when the equation applies, calculations of force, flux density, current and length, why a coil turns in a field, reversing the current every half turn, and making a motor faster or reversing it.
What you need to know
Answer each one before you reveal it.
In the equation for the force on a conductor, what units must the current and the length be given in?
Under what condition does the equation force = magnetic flux density × current × length apply?
Questions from this subtopic
Each one with the model answer underneath.
- 1
Write the equation linking the force on a current-carrying conductor to the magnetic flux density, the current and the length of conductor.
Model answer
Force = magnetic flux density × current × length.
- 2
What is magnetic flux density, and in what unit is it measured?
Model answer
It is a measure of the strength of a magnetic field, measured in tesla (T).
- 3
In the equation for the force on a conductor, what units must the current and the length be given in?
Model answer
The current in amperes (A) and the length in metres (m), which give the force in newtons (N).
- 4
Under what condition does the equation force = magnetic flux density × current × length apply?
Model answer
Only when the conductor lies at right angles to the magnetic field.
- 5
A wire of length 0.25 m carries a current of 3 A at right angles to a field of magnetic flux density 0.4 T. Calculate the force on the wire.
Model answer
The force is 0.3 N.
- 6
A 0.05 m length of wire carrying a current of 4 A at right angles to a field feels a force of 0.6 N. Calculate the magnetic flux density.
Model answer
The magnetic flux density is 3 T.
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