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An electric motor converts electrical energy into kinetic energy (rotational motion). It works by using the motor effect — a current-carrying coil in a magnetic field experiences a force that makes it rotate. This lesson covers the DC motor and its components. It maps to AQA GCSE Combined Science Trilogy (8464) specification section 6.7.2.
A simple DC (direct current) motor consists of:
graph TD
subgraph "DC Motor Components"
A["Rectangular coil of wire"] --- B["Permanent magnets (N and S poles)"]
B --- C["Split-ring commutator"]
C --- D["Carbon brushes"]
D --- E["DC power supply"]
end
| Component | Function |
|---|---|
| Rectangular coil | Carries the current in the magnetic field; experiences the motor effect force |
| Permanent magnets | Provide the external magnetic field |
| Split-ring commutator | Two half-rings that reverse the current direction every half turn |
| Carbon brushes | Maintain electrical contact between the external circuit and the spinning commutator |
| DC power supply | Provides the current |
Without the split-ring commutator, the coil would rotate half a turn and then stop (or oscillate back and forth). The commutator reverses the current every half turn, ensuring the coil always spins in the same direction.
| Change | Effect |
|---|---|
| Increase the current | Greater force → faster rotation |
| Use a stronger magnet | Greater force → faster rotation |
| Increase the number of turns on the coil | Greater total force → faster rotation |
| Reverse the current | Coil spins in the opposite direction |
| Reverse the magnetic field | Coil spins in the opposite direction |
| Reverse BOTH current and field | Coil spins in the same direction (two reversals cancel) |
| Coil Position | Force on Coil | Explanation |
|---|---|---|
| Horizontal (parallel to field) | Maximum | The sides of the coil are at right angles to the field |
| Vertical (perpendicular to field) | Zero | The sides of the coil are parallel to the field lines |
Exam Tip: The coil continues past the zero-force vertical position because of its momentum/inertia. This is a common AQA exam question — always mention inertia or momentum.
graph LR
subgraph "Motor Coil Rotation"
H["Horizontal coil — maximum force"] --> V["Vertical coil — zero force (commutator swaps)"]
V --> H2["Horizontal again — maximum force (current reversed)"]
H2 --> V2["Vertical again — zero force (commutator swaps)"]
V2 --> H
end
Electric motors are used in a huge range of everyday devices:
Q: A student builds a simple DC motor using a coil of 20 turns in a magnetic field. The motor is slow. Suggest two ways to make the motor spin faster.
A:
| Mistake | Correction |
|---|---|
| "The commutator increases the speed" | The commutator reverses the current — it doesn't increase speed |
| "The coil stops at the vertical position" | Momentum carries it past the vertical position |
| "Both sides of the coil experience force in the same direction" | The forces are in opposite directions — this creates the turning effect |
| Confusing the commutator with slip rings | Split-ring commutator (DC motor) reverses current; slip rings (AC generator) maintain continuous connection |
| Feature | DC Motor | AC Generator |
|---|---|---|
| Energy conversion | Electrical → kinetic | Kinetic → electrical |
| Input | Current (electricity) | Rotational motion |
| Output | Rotation (movement) | Alternating current |
| Contact mechanism | Split-ring commutator | Slip rings |
| Principle | Motor effect | Electromagnetic induction |
Exam Tip (AQA 8464): Be able to label a diagram of a DC motor, explain the function of each component, and explain why the commutator is essential. AQA commonly asks: "What would happen without the commutator?" Answer: the coil would oscillate back and forth instead of rotating continuously.
The split-ring commutator is the single most important engineering component in a DC motor. Without it, a DC motor simply would not work. Here is exactly what it does:
If you used continuous slip rings (as in an AC generator) with a DC supply:
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