The magnitude of the force produced is determined by the magnetic flux density, the amount of current, and the length of the conductor within the field.
Magnetic Flux Density () is a measure of the strength of the magnetic field, expressed in Teslas (T).
The relationship is mathematically defined for a wire perpendicular to the field by the formula:
| Feature | The Motor Effect | Electromagnetic Induction |
|---|---|---|
| Input | Electrical energy (Current) | Mechanical energy (Motion) |
| Output | Mechanical energy (Force/Motion) | Electrical energy (Induced Current) |
| Rule Used | Fleming's Left-Hand Rule | Fleming's Right-Hand Rule |
| Core Device | Electric Motor | Generator / Dynamo |
Check Units: Always ensure the length () is converted to meters (m) and current () to Amperes (A) before using the formula; centimeters and milliamperes are common traps.
Orientation Check: If the wire is parallel to the magnetic field lines, the force is zero. Exams often include a trick question where the wire is aligned with the field.
Hand Selection: Students frequently use their right hand by mistake. Remember: Left is for Loads (Motors/consuming energy), and Right is for Generators (producing energy).
Sanity Check: If you calculate a force of thousands of Newtons for a small lab experiment, re-check your decimal places in the magnetic flux density ().