Magnetic force on a charge carrying wire

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Homework Help Overview

The discussion revolves around the effects of a magnetic field on a current-carrying wire, specifically examining how this interaction influences the weight reading on a scale. The context involves a magnet placed on a balance scale with a wire carrying current positioned within the magnetic field.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the implications of the Right Hand Rule and Newton's Third Law in relation to the forces acting on the wire and magnet. There are attempts to clarify how the direction of the magnetic force affects the weight reading on the scale. Some participants question the relationship between the forces and the resulting weight changes.

Discussion Status

The discussion is active, with participants providing insights and affirmations regarding the relationship between the forces exerted by the wire and the magnet. There is an exploration of a hypothetical scenario involving a rotating setup, indicating a productive direction in the conversation.

Contextual Notes

Participants are navigating the complexities of the Right Hand Rule and the implications of current direction, while also considering the effects of the magnetic force on the weight measurement. There is an acknowledgment of the limitations in the original poster's understanding of these concepts.

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[SOLVED] Magnetic force on a charge carrying wire

Homework Statement



A current carrying wire is in a magnetic field as shown below. The magnet is on a scale. Given this setup, does the scale read more or less weight? Explain using the Right Hand Rule and Newton's Third Law. Note: The apparatus depicted is a magnet sitting on the mass pan of a balance.

Homework Equations



The RH rule is a bit long to explain here.. basically, the current is flowing W, and the magnetic force is N to S.

Newton's 3rd: For every action, there is an equal and opposite reaction.

The Attempt at a Solution



The wire is carrying current, but the current is not given. Current must be positive, so therefore it has a charge of >0. Positive current exerts a force upward based on the drawing, so the magnet will weigh less. I don't know how to explain this in terms of the RH rule, though. My best guess:

With my thumb pointing in the direction of the current and fingers wrapped around the wire, the magnetic force flows N to S. My open palm would face left? right? up? down?, which corresponds to the force the magnet will feel. Because of Newton's Third Law, the weight will _____.
 

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So if the magnetic force on the wire is upward, then the magnet itself will push downward, resulting in a weight gain.

Right?

Thanks for the links, also. Much more informative than my prof's lecture notes.
 
Right. If the magnet pushes the wire up, the wire pushes the magnet down--increasing its apparent weight.
 
Awesome. Thanks for the help!
 


Doc Al said:
Right. If the magnet pushes the wire up, the wire pushes the magnet down--increasing its apparent weight.

Hmm... What if a wire is attached to the N surface of a very broad magnet? Now if the current is switched on, and the whole setup is free to rotate on a wheel, what will happen? Will the BIL force continue to rotate the wire with the magnet for as long as the current flows?
 

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