Wait, What? A strong magnet can sit inside a coil and produce zero induced EMF.
The magnetic field can be large and still give no sustained induction. What matters is not simply magnetic flux but change of magnetic flux linkage with time. Hold the magnet stationary and the induced signal falls to zero. Move it and the signal appears. Reverse the motion and the polarity reverses.
The experimental model
Faraday’s law can be written:
ε = −d(NΦ)/dt
where ε is induced EMF, N is number of turns and Φ is magnetic flux through one turn. The minus sign encodes Lenz’s law: the induced effect has a direction that opposes the change producing it.
A school experiment usually does not measure flux directly. It measures voltage while deliberately changing the magnet–coil geometry.
Why a galvanometer demonstration is useful but limited
Push a bar magnet into a coil and the galvanometer deflects. Stop the magnet and the pointer returns toward zero. Pull the magnet out and the deflection reverses. This establishes the qualitative pattern.
But a pointer instrument has inertia and limited time resolution. A data logger or oscilloscope can capture short voltage pulses more faithfully and reveal peak size, sign and pulse duration.
Speed changes rate of flux change
Moving the same magnet through the same coil faster generally increases the magnitude of dΦ/dt, giving a larger peak EMF. But “move it faster” must become measurable if the experiment is quantitative.
Use a repeatable release mechanism, photogates, video timing or controlled motor where available. Hand motion alone introduces large trial-to-trial variation.
Number of turns changes flux linkage
If two coils have the same geometry but different turn counts, the coil with more turns can produce a larger induced EMF for the same flux change per turn. Fair comparison requires more than N: coil area, orientation, resistance and magnet trajectory should also be considered.
Orientation matters
Magnetic flux depends on the component of magnetic field normal to the coil area. Rotate the coil and the linked flux changes. A magnet passing off-axis may therefore produce a different waveform from one travelling centrally through the coil.
Polarity is evidence about direction
Reverse the magnet pole or reverse the direction of motion and the induced voltage sign reverses. This is not a nuisance to average away. The sign contains physical information about the direction of changing flux and Lenz’s law.
Quantitative window: peak EMF is not the whole story
Suppose a slow pass gives a +0.20 V peak lasting roughly 0.20 s, while a faster pass gives +0.40 V lasting about 0.10 s. The faster motion doubles the approximate peak while shortening the event.
The time integral of EMF is linked to total change in flux linkage:
∫ε dt = −Δ(NΦ)
So two motions between the same start and end flux states can have different peak shapes while corresponding to similar total flux-linkage change. This is a powerful JC-level distinction between rate and total change.
Oscilloscope traces: read the whole waveform
As a magnet approaches, enters, passes the coil centre and leaves, the voltage can change sign because the flux-linkage derivative changes. The exact waveform depends on geometry and motion.
Do not memorise one ideal trace as universal. Instead ask: when is flux increasing? when is it decreasing? when is its rate of change largest? That reasoning reconstructs the expected signal.
Coil resistance and instrument loading
An ideal voltmeter measures EMF with negligible current. Real instruments and coils have finite resistance and impedance. If the circuit draws significant current, terminal voltage and electromagnetic back-effects can differ from the open-circuit idealisation. At school level these effects are often small but they define the model boundary.
Observation versus inference
Observation: “A 0.34 V positive pulse appeared as the north pole entered the coil; a negative pulse appeared as it left.”
Inference: “Changing flux linkage induced an EMF, and reversal of flux-change direction reversed polarity.”
Overclaim: “The magnetic field was strongest when voltage peaked.” Peak EMF tracks the rate of flux-linkage change, not simply field magnitude.
Failure modes
- Hand-speed variation: the independent variable is poorly controlled.
- Different magnet paths: flux geometry changes between trials.
- Comparing coils with different areas as well as turns: N is not isolated.
- Slow meter response: true peak EMF is underestimated.
- Ignoring polarity: directional evidence is discarded.
- Calling field strength the cause of EMF: change of flux linkage is the relevant quantity.
Unfamiliar transfer: rotating coil generator
A rotating coil in a magnetic field continuously changes flux linkage, producing alternating EMF. The bar-magnet experiment and an electrical generator therefore share the same measurement principle even though one uses translation and the other rotation.
Secondary → JC → deeper Physics
Secondary: observe induced voltage only during changing magnetic conditions, relate faster motion to larger induced signals and recognise polarity reversal.
JC: reason with flux linkage, d(NΦ)/dt, waveform area, coil turns, geometry and measurement bandwidth.
Deeper Physics: induction extends to Maxwell–Faraday fields, mutual inductance, transformers, eddy currents, generators, inductive sensing and electromagnetic energy conversion.
Checkpoint
A magnet is pushed rapidly into a coil and then held motionless at its centre. The oscilloscope shows a large pulse followed by zero. Has the magnetic field disappeared?
Answer key and WHY reasoning
No. The field can remain strong while the magnet is stationary. The induced EMF falls to zero because flux linkage is no longer changing with time. The experiment detects change, not field existence by itself.
How to study this practical
For every waveform, narrate the geometry through time: magnet position, motion direction, whether flux is increasing or decreasing, and therefore the sign and approximate magnitude of dΦ/dt. If you can reconstruct the trace from motion, you understand the experiment.
Evidence boundaries
A coil-voltage experiment supports Faraday–Lenz behaviour for the tested geometry and motion. Without independent field mapping and calibrated motion, it does not by itself provide a complete spatial map of magnetic field or isolate every contribution to flux.
Authoritative next steps
- Institute of Physics: electromagnetic induction resources
- NIST Physical Measurement Laboratory
- SEAB A-Level syllabus directory
Teaching Guide
Hold a strong magnet motionless inside the coil and ask why the meter reads zero. Then move a weaker magnet quickly and compare. This exposes the central misconception immediately: induction is governed by changing flux linkage, not simply by possessing a strong magnetic field.
