Interaction between current and magnetic field

AI Thread Summary
Fleming's left hand rule explains that a wire carrying current experiences a force when the current is perpendicular to the magnetic field. The wire only moves in this scenario because the force is maximized at a 90-degree angle, while at other angles, the force's magnitude decreases due to the presence of both perpendicular and parallel components. The interaction between the magnetic field and the current still occurs at angles like 40 degrees, but the resulting force is less effective. The direction of the force remains perpendicular to both the magnetic field and the current, regardless of their angle. Understanding these principles is crucial for applications in electromagnetism and electrical engineering.
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According to Fleming's left hand rule, if the direction of a current that is running through a wire is perpendicular to the direction of the magnetic field that it is in, a force is acted on a wire that moves it in a direction that is both perpendicular to the wire and the field.

Why does the wire only move when the current is perpendicular to the magnetic field? Surely the magnetic fields interact somehow even if the current, crosses the magnetic field at, say, for example, 40 degrees?
 
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It is easier to explain with fully perpendicular and parallel directions. At any angle other than those directions the current would have perpendicular and parallel components.
 
The direction of the force is always perpendicular to the directions of both the magnetic field and the current, even if the field and current are not perpendicular to each other.

The magnitude of the force depends on the angle between the directions of the field and current, and is maximum when they are perpendicular.
 
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