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Class 9–10 · Physics

Magnetic effects of current

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Magnetic effects of current

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.
Lessons in this chapter
  1. Magnets and fields
  2. Field around a straight wire
  3. Solenoids and electromagnets
  4. Magnetic force and motors
  5. Induction and Lenz's law
  6. Generators, AC and DC
  7. Transformers and transmission

Lessons

1

Magnets and fields

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

Like poles repel and unlike attract. Magnetic field lines form closed loops, travelling N to S outside a magnet. Cutting a magnet gives smaller dipoles rather than isolated poles. A compass aligns with the local field.

Key relationship

B unit tesla (T)

Worked example

Move compass around bar magnet ⇒ needle orientation changes.

2

Field around a straight wire

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

A straight current-carrying wire produces circular field lines. Point the right thumb with conventional current; curled fingers show field direction. Field increases with current and decreases with distance.

Key relationship

long wire: B ∝ I/r

Worked example

Double current at same distance ⇒ double field.

3

Solenoids and electromagnets

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

Coil turns reinforce their fields. A long solenoid has an approximately uniform internal field. Increase current, turns per length or suitable core permeability to strengthen it. Soft iron retains relatively little magnetism after current stops.

Key relationship

ideal air core: B ≈ μ₀(N/L)I

Worked example

Double N at fixed length and current ⇒ approximately double B

4

Magnetic force and motors

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

A magnetic field exerts force on a current-carrying wire. Opposite forces on coil sides produce torque. A DC motor's split-ring commutator reverses coil current each half-turn to maintain rotation.

Key relationship

F = BIL sinθ

Worked example

B = 0.2 T, I = 3 A, L = 0.5 m, θ = 90° ⇒ F = 0.3 N

5

Induction and Lenz's law

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

Changing magnetic flux induces emf; a closed path permits current. Change field, area, angle or relative position. Lenz's law gives the direction opposing the change, consistent with energy conservation.

Key relationship

Φ = BA cosθ; ε = −NΔΦ/Δt

Worked example

N = 100, flux change per turn 0.02 Wb in 0.5 s ⇒ magnitude ε = 4 V

6

Generators, AC and DC

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

A generator converts mechanical energy into electrical energy through changing flux. Slip rings support alternating output. AC reverses direction periodically; DC retains direction but may vary in magnitude. Fleming's right-hand rule gives generator directions.

Key relationship

motor: electrical → mechanical; generator: mechanical → electrical

Worked example

Flowing water turns a turbine that drives a generator.

7

Transformers and transmission

SNB ∝ (N/L)I
A current-carrying solenoid produces a magnetic field.

Changing primary current induces secondary emf through a shared core. Voltage ratio follows turns ratio. Ideal input and output powers match. High-voltage transmission reduces current for a given power and lowers resistive losses.

Key relationship

Vs/Vp = Ns/Np; ideal VpIp = VsIs

Worked example

Np = 1000, Ns = 100, Vp = 200 V ⇒ Vs = 20 V

Check your understanding

Try answering first, then open the question to compare your reasoning.

1. Reverse wire current: field direction?

Reverses, by the right-hand rule

2. Main energy conversion in a motor?

Electrical → mechanical

3. What must change to induce emf?

Magnetic flux linking the circuit

4. Turns ratio 2, input 100 V: ideal output?

Vs = 200 V

5. Why not operate a normal transformer with steady DC?

Steady flux gives no continuous induced secondary emf

Sources and scope

Original GetReady teaching notes. The 13 core chapters follow the existing site sequence. Physics to save life is an explicitly labelled older-edition supplement. Check your current book and board instructions for examination scope. Illustrations are schematic. Unless stated otherwise, use g = 9.8 m/s². A physics teacher should review content and edition coverage before it is relied on.