Chapter 4: Magnetism (aiman T17)

4.1 Magnetic Field


  • a region around magnet where magnetic force can be experienced.
  • 2 poles: North(N) & South (S)
  • (N-N or S-S) = repel.
  • (N-S) = attract

Source of magnetic field:

  1. magnet
  2. magnetic field of earth
  3. current carrying conductor

Magnetic field lines:


  • the lines that leave north pole and enter south pole.
  • can be represented by crosses or dotted circles.
  • do not intersect one another.

cross - magnetic field enter
dot circle - magnetic field leave

Uniform field : parallel lines of force


Non-uniform field : non-parallel lines

Magnetic field lines pattern:


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Magnetic flux density, B


  • the magnetic flux per unit area across an area at right angles to the magnetic field.
  • vector quantity.
  • direction follows the direction of magnetic field.
  • unit: Tesla (T) / weber per metre squared.



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4.2 Magnetic Field Produced By Current Carrying Conductor


When current flows in conductor, magnetic field produced.
Direction of magnetic field around wire/coil determined by right hand drip rule.

Magnetic field of straight conductor


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Magnetic field of a Solenoid


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Magnetic field of circular coil


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4.3 Magnetic Force On Moving Charged Particles in Uniform Magnetic Field

Magnetic Force


  • A stationary electric charge in a magnetic field will not experienced a magnetic force.
  • If charge move with velocity, magnetic field will experienced magnetic force.



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Fleming's Right Hand Rule


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Fleming's Left Hand Rule


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Link+to+Circular+Paths+F+=+Bqv+Bqv+=+mv2+F+=+mv2+r+r+r+=+mv+Bq

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4.4 Magnetic Force on Current Carrying Conductor in Uniform Magnetic Force


  • When current-carrying conductor placed in magnetic field,B, thus magnetic force will acts on that conductor.

Magnitude of magnetic force exerts on current-carrying conductor:
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4.5 Magnetic Force between Two Parallel Current Carrying Conductor

Force per unit length


Two straight parallel conductors carrying currents:


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4.6 Torque On a Coil


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T = NIAB cos (teta)

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4.7 Motion of Charged Particles in Magnetic Field & Electric Field


  • The charged particle will experiences the electric force is downward with magnitude & the magnetic force is upwards with magnitude qvB.


  • If particle travels in a straight line with constant velocity. Hence, the electric & magnetic forces are equal in magnitude.



Fb = Fe
qvB sin(90) = qE ---> v = E/B

Velocity Selector


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When charged particle entering the region consists magnetic field only, the particle will make a semicircular path of radius.

Fb = Fc


qvB = mv^2/r


q/m = v/rB


q/m = E/rB^2