Magnetism
Orientation
Lesson goal: describe magnetic fields and field patterns around magnets, straight wires, coils, solenoids, and electromagnets.
Direction rules matter. A correct answer should state both the rule used and the resulting field direction.
Core Content
Magnetic fields exert forces on magnetic materials and moving charges. Around a current-carrying wire, the magnetic field forms circular loops. Around a solenoid, the field resembles a bar magnet and is strengthened by more turns, greater current, and a suitable core.
Useful force relations:
$$F = BIL\sin\theta$$
$$F = qvB\sin\theta$$
| Situation | Direction rule |
|---|---|
| straight current-carrying wire | right-hand grip rule |
| solenoid | curled fingers show current, thumb points north pole |
| force on current in field | relevant motor-effect hand rule if introduced |
Concept Check
-
Around a straight current-carrying wire, magnetic field lines are:
- A. circular around the wire
- B. straight away from the wire only
- C. absent
- D. always vertical
Answer: A.
-
A solenoid's field is strengthened by:
- A. reducing current to zero
- B. increasing turns or current
- C. removing all coils
- D. using no core under any condition
Answer: B.
-
Magnetic force on a moving charge is greatest when velocity is:
- A. parallel to the field
- B. perpendicular to the field
- C. zero
- D. unrelated to field direction
Answer: B.
Applied Practice
A 0.30 m wire carries 4.0 A perpendicular to a 0.20 T magnetic field.
Find the magnetic force.
$$F = BIL\sin\theta = 0.20\times4.0\times0.30\times\sin90^\circ$$
$$F = 0.24\ \text{N}$$
Final answer: $0.24\ \text{N}$; force is maximum because the wire is perpendicular to the field.
Deep Practice And Writing
Prompt: explain how an electromagnet can be strengthened and why each change affects the magnetic field.
Tutor Context
Tutor should first check which direction rule the student is using and whether the current direction is conventional current.
Maintenance Loop
Retrieve field pattern around a wire, solenoid field direction, and the condition for maximum magnetic force.
Source Trace
This lesson is materialised from the eduKG custom Year 11 chapter, existing
textbook section, roadmap lesson, and Module 4 sequence listed in source_refs.