H1 Physics 8867 · objective lesson
Magnetic fields and force on a conductor
Construct field patterns from currents and use F = BIℓ sinθ with Fleming’s left-hand rule; define flux density using the perpendicular force case.
Repair the common break
Common misconception: Magnetic field direction is the direction a positive charge moves.
Correct model: Construct field patterns from currents and use F = BIℓ sinθ with Fleming’s left-hand rule; define flux density using the perpendicular force case.
Worked transfer
For a straight conductor perpendicular to B, F = BIℓ. Fleming’s left-hand rule gives the force direction; the magnetic-field direction is defined independently using a north pole or current convention.
Guided practice
Explain why “Magnetic field direction is the direction a positive charge moves.” fails. Then construct one example that correctly applies magnetic fields and force on a conductor.
Independent practice
A 0.15 m wire carries 3.0 A perpendicular to a 0.40 T field. Find the force and determine its direction for current east and field north.
Return to the recorded repair plan when the explanation and application are secure enough to re-test.