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Magnetism and electromagnetism

AQA · GCSE · Physics · Topic 7

7.1

Magnetism and electromagnetism: movement from current

A moving magnet can make current; a current can make movement. Every motor, generator, power station and loudspeaker lives in this topic. This reference covers AQA GCSE Physics 8463, topic 4.7 Magnetism and electromagnetism.

How the exam treats this topic:

  • Paper 2 carries this topic. $F = BIl$ and the two transformer equations are on the enclosed sheet.
  • Fleming's left-hand rule, motors, loudspeakers, the generator effect, alternators/dynamos, microphones and transformers are HT only; everything from 4.7.3 onwards is also physics only.
  • You must draw field patterns: bar magnet, straight wire, solenoid.
7.1

Permanent and induced magnets, magnetic fields

Syllabus

Permanent and induced magnetism, magnetic forces and fields (AQA 8463 statement 4.7.1).

  1. Describe attraction and repulsion between permanent magnet poles as a non-contact force.
  2. Distinguish permanent from induced magnets, and recall that induced magnetism always causes attraction.
  3. Describe the magnetic field and its direction; recall the four magnetic materials.
  4. Explain how a plotting compass shows field directions, and the compass evidence for the Earth's field.

Source: Cambridge International syllabus

  • Poles 磁极: where the magnetic force is strongest.

Field lines of a bar magnet from N to S. Like poles repel; unlike poles attract — a non-contact force.

  • A permanent magnet 永磁体 produces its own field. An induced magnet 感磁体 becomes a magnet only while in a field — and induced magnetism always attracts (it loses its magnetism when removed).
  • The magnetic field 磁场 is the region where a force acts on another magnet or magnetic material (iron, steel, cobalt, nickel). A magnet always attracts magnetic material.
  • Field is strongest at the poles; direction = the force on a north pole at that point. Field lines run north → south.
  • A compass is a small bar magnet; it points along the Earth's field — evidence the Earth has a magnetic field (its core behaves like a giant magnet).

Plotting a field: put a small plotting compass near the magnet, mark the needle's ends, move the compass so the tail sits on the last mark, repeat and join the dots. Iron filings show the whole pattern at once.

Vocabulary Train
English
poles/pəʊlz/
permanent magnet/ˈpɜːmənənt ˈmæɡnɪt/
induced magnet/ɪnˈdjuːst ˈmæɡnɪt/
magnetic field/mæɡˈnetɪk fiːld/
7.2

Electromagnetism

Syllabus

Electromagnetism and the motor effect, HT (AQA 8463 statements 4.7.2.1-4.7.2.4).

  1. Describe the magnetic field around a current-carrying wire and the strong uniform field inside a solenoid; explain electromagnets.
  2. Draw the field patterns for a straight wire and a solenoid with directions.
  3. Apply Fleming's left-hand rule and F = BIl to conductors at right angles to a field.
  4. Explain the rotation of a motor coil and the role of the split-ring commutator.
  5. (Physics only) Explain how loudspeakers and headphones convert current variations to sound pressure variations.

Source: Cambridge International syllabus

A current-carrying wire has a magnetic field around it (concentric circles; right hand grip — thumb with the current, fingers curl with the field). The field is stronger with more current and weaker further from the wire.

Bending the wire into a solenoid 螺线管:

The field of a straight wire and of a solenoid.
  • the fields of the loops add — the field inside is strong and uniform;
  • outside, the shape matches a bar magnet's;
  • adding an iron core increases the strength further — this is an electromagnet 电磁铁.

An electromagnet can be switched on and off and its strength changed with the current — that is why it beats a permanent magnet in scrapyards and relays.

Vocabulary Train
English
solenoid/ˈsəʊlənɔɪd/
electromagnet/ɪˌlektrəʊˈmæɡnɪt/
7.2

The motor effect (HT)

Syllabus

Electromagnetism and the motor effect, HT (AQA 8463 statements 4.7.2.1-4.7.2.4).

  1. Describe the magnetic field around a current-carrying wire and the strong uniform field inside a solenoid; explain electromagnets.
  2. Draw the field patterns for a straight wire and a solenoid with directions.
  3. Apply Fleming's left-hand rule and F = BIl to conductors at right angles to a field.
  4. Explain the rotation of a motor coil and the role of the split-ring commutator.
  5. (Physics only) Explain how loudspeakers and headphones convert current variations to sound pressure variations.

Source: Cambridge International syllabus

A conductor carrying a current in a magnetic field feels a force (the motor effect — the field, the magnet and the conductor push on each other).

Fleming's left-hand rule: thumb = force, first finger = field (N→S), second finger = current — all three at right angles.

Fleming's left-hand rule.
$$F = BIl$$
  • $F$ force in N; $B$ magnetic flux density 磁感应强度 in tesla, T; $I$ current in A; $l$ length of conductor in the field, in m.
  • Bigger force with: stronger field (larger $B$), larger current, longer conductor in the field. Maximum force when the conductor is at right angles to the field.

Electric motor: a current-carrying coil in a field rotates because the two sides feel forces in opposite directions.

A motor coil with a split-ring commutator. A split-ring commutator reverses the current each half-turn so rotation continues.

Loudspeaker (physics only): an alternating current through a coil in a field makes the coil vibrate in and out; the cone pushes the air into pressure variations — sound waves whose frequency matches the signal's.

Vocabulary Train
English
magnetic flux density/mæɡˈnetɪk flʌks ˈdensɪti/
7.3

The generator effect (physics only, HT)

Syllabus

Induced potential, transformers and the National Grid, physics only and HT (AQA 8463 statement 4.7.3).

  1. State the conditions for the generator effect and the factors affecting the size and direction of the induced pd.
  2. Explain alternators (ac) and dynamos (dc) and interpret their pd-time graphs.
  3. Explain how moving-coil microphones convert sound to current variations.
  4. Use the transformer turns and power equations; explain induction between coils and the advantage of high-pd transmission.

Source: Cambridge International syllabus

If a conductor moves relative to a magnetic field, or the field around it changes, a potential difference is induced; if the circuit is complete, a current flows — the generator effect.

  • The induced current's own field opposes the change that made it.
  • Bigger induced pd with: faster movement, stronger field, more turns of wire. Reversed direction with: reversed movement or reversed field polarity.

Alternator (ac generator): a coil rotates in a field — the induced pd reverses direction every half-turn, so the pd–time graph is a repeating wave crossing zero.

Alternator ac against dynamo dc graphs. Dynamo (dc): a split-ring commutator flips the connections each half-turn, so the output stays on one side of zero (a bumping, always-positive graph).

Microphone: the reverse of a loudspeaker — sound pressure variations move a coil in a field, inducing a varying current that mirrors the sound.

7.3

Transformers (physics only, HT)

Syllabus

Induced potential, transformers and the National Grid, physics only and HT (AQA 8463 statement 4.7.3).

  1. State the conditions for the generator effect and the factors affecting the size and direction of the induced pd.
  2. Explain alternators (ac) and dynamos (dc) and interpret their pd-time graphs.
  3. Explain how moving-coil microphones convert sound to current variations.
  4. Use the transformer turns and power equations; explain induction between coils and the advantage of high-pd transmission.

Source: Cambridge International syllabus

A transformer 变压器: primary and secondary coils wound on an iron core (easily magnetised; laminations not required).

A transformer with the two equations.

An alternating current in the primary makes a changing magnetic field in the core; that changing field induces an alternating pd in the secondary.

$$\frac{V_p}{V_s} = \frac{n_p}{n_s} \qquad V_s I_s = V_p I_p \; (100\%\ \text{efficient})$$
  • Step-up: $V_s > V_p$ (more secondary turns). Step-down: $V_s < V_p$.
  • The second equation is power in = power out; use it to find the current drawn from the input supply.

Worked example. A transformer has 345 primary turns and 6000 secondary; the input is 230 V.

$$\frac{230}{V_s} = \frac{345}{6000} \quad\Rightarrow\quad V_s = 230 \times \frac{6000}{345} = 4000\ \text{V (a step-up)}$$

Worked example (power). That transformer supplies 50 mA at 4000 V.

  • Power out: $P = V_sI_s = 4000 \times 0.050 = 200$ W.
  • Input current: $I_p = P/V_p = 200/230 = 0.87$ A.

The National Grid story closes the loop: step-up before transmission (smaller current → $P = I^2R$ losses collapse), step-down for homes (see topic 2.7).

Vocabulary Train
English
transformer/trænsˈfɔːmə/
7.3

Checklist before you call this topic done

  • State the pole rules; distinguish permanent from induced magnets.
  • Draw bar-magnet, straight-wire and solenoid field patterns with directions; explain the compass/Earth link.
  • (HT) Use Fleming's left-hand rule and $F = BIl$; explain the motor and the commutator.
  • (physics only, HT) State the generator-effect conditions and the opposing induced field; distinguish alternator and dynamo graphs; explain the microphone.
  • (physics only, HT) Use both transformer equations; explain induction between coils and the Grid advantage.

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