You are viewing a free preview of this lesson.
Subscribe to unlock all 10 lessons in this course and every other course on LearningBro.
The generator effect is the reverse of the motor effect — instead of a current causing motion, motion causes a current. In this lesson you will learn about electromagnetic induction, Faraday's law, Lenz's law at GCSE level, and how generators and dynamos work. This is Higher tier content from AQA GCSE Physics specification 4.7.3.
The generator effect (also called electromagnetic induction) occurs when an electrical conductor moves through a magnetic field, or when a magnetic field changes around a conductor. A potential difference (voltage) is induced across the ends of the conductor, and if the conductor is part of a complete circuit, a current is induced.
Key principle: A changing magnetic field induces a potential difference in a conductor.
Exam Tip: The key word is "changing." If the magnetic field is constant and nothing is moving, no potential difference is induced. There must be relative motion between the conductor and the magnetic field, or the field must be changing in strength.
There are several ways to induce a potential difference:
| Method | Description |
|---|---|
| Moving a wire through a magnetic field | The wire cuts through field lines, inducing a p.d. |
| Moving a magnet into or out of a coil | The changing field through the coil induces a p.d. |
| Changing the magnetic field around a conductor | E.g., switching an electromagnet on/off near a coil |
| Rotating a coil in a magnetic field | The coil continuously cuts field lines (this is how a generator works) |
The size of the induced potential difference can be increased by:
| Factor | Effect |
|---|---|
| Increasing the speed of movement | More field lines cut per second = greater p.d. |
| Using a stronger magnet | Greater magnetic flux density = more field lines to cut |
| Increasing the number of turns on the coil | Each turn contributes to the total p.d. |
| Increasing the area of the coil | More field lines pass through the coil |
Exam Tip: If asked how to increase the induced p.d., give specific answers: "move the magnet faster," "use a stronger magnet," or "use a coil with more turns." These are the three most common correct answers.
The direction of the induced current depends on:
If you reverse the direction of motion, the induced current reverses. If you reverse the magnetic field, the induced current also reverses.
To find the direction of the induced current, use Fleming's right-hand rule:
Hold your right hand with the thumb, first finger and second finger at right angles:
| Finger | Represents |
|---|---|
| Thumb | Direction of Motion (of the conductor) |
| First finger | Direction of the Field (N to S) |
| Second finger | Direction of the induced Current (conventional) |
graph TD
subgraph "Fleming’s Right-Hand Rule"
T["THUMB = Motion of conductor"]
F["FIRST FINGER = Field direction (N to S)"]
C["SECOND FINGER = Induced current direction"]
T --- F
F --- C
end
Exam Tip: LEFT hand = MOTOR effect (current causes motion). RIGHT hand = GENERATOR effect (motion causes current). Make sure you use the correct hand for each situation.
A classic demonstration of electromagnetic induction:
| Action | Galvanometer Reading |
|---|---|
| Magnet pushed IN slowly | Small deflection |
| Magnet pushed IN quickly | Large deflection |
| Magnet held still inside coil | Zero (no deflection) |
| Magnet pulled OUT slowly | Small deflection (opposite direction) |
| Magnet pulled OUT quickly | Large deflection (opposite direction) |
| Reversed magnet pushed IN | Deflection in opposite direction to original |
While Lenz's law is not explicitly named on the AQA GCSE specification, you should understand the principle:
The induced current always flows in a direction that opposes the change that caused it.
For example:
This is a consequence of the conservation of energy — the induced current cannot aid the motion, because that would create energy from nothing.
An AC generator (alternator) converts kinetic energy into electrical energy by rotating a coil in a magnetic field.
| Component | Role |
|---|---|
| Rectangular coil | Rotates in the magnetic field; p.d. is induced in it |
| Permanent magnets | Provide the external magnetic field |
| Slip rings | Two complete rings connected to the ends of the coil; rotate with it |
| Carbon brushes | Press against the slip rings; connect the rotating coil to the external circuit |
graph TD
subgraph "AC Generator (Alternator)"
N["N pole"] -.->|"Magnetic field"| S["S pole"]
COIL["Rotating coil (between magnets)"] --> SR1["Slip Ring 1"]
COIL --> SR2["Slip Ring 2"]
SR1 --> B1["Brush 1"]
SR2 --> B2["Brush 2"]
B1 --> LOAD["External Circuit / Load"]
B2 --> LOAD
end
Subscribe to continue reading
Get full access to this lesson and all 10 lessons in this course.