Why does a magnet move slowly in a copper tube but not in a nonmetal tube?

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Homework Help Overview

The discussion revolves around the behavior of a magnet moving through different types of tubes, specifically a copper tube versus a nonmetal tube. The subject area includes concepts from electromagnetism, particularly electromagnetic induction and eddy currents.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between conductivity and the generation of eddy currents, questioning why a nonmetal tube does not produce a magnetic force. There is discussion about the necessity of mobile charge carriers for eddy currents to exist and their role in opposing magnetic flux changes.

Discussion Status

Some participants provide insights into the conditions required for eddy currents and the implications of using nonmetal materials. There is an ongoing exploration of the principles involved, but no consensus has been reached regarding the specific mechanisms at play.

Contextual Notes

Participants mention the need for a strong enough current to produce a noticeable magnetic field and discuss the implications of resistance in nonmetal materials. The original poster's inquiry reflects a foundational understanding of the principles but seeks further clarification on the differences in behavior between the two types of tubes.

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Homework Statement


Why does a magnet move slowly in a copper tube, but doesn't in a nonmetal tube?

Homework Equations



Electromagnetic induction (Faraday’s principle) is the production of voltage across a conductor situated in a changing magnetic field or a conductor moving through a stationary magnetic field

Lenz’s Law states that an electromagnetic field interacting with a conductor will generate electrical current that induces a counter magnetic field that opposes the magnetic field generating the current

An eddy current is a swirling current set up in a conductor in response to a changing magnetic field. By Lenz's law, the current swirls in such a way as to create a magnetic field opposing the change; to do this in a conductor, electrons swirl in a plane perpendicular to the magnetic field


The Attempt at a Solution



I found out that there are two forces repelling each other as the magnet pass the copper tube, but why wouldn't the nonmetal tube create a magnetic force? Is it because nonmetals are bad conductors of electricity? Thanks for the help.
 
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yes. Large current is needed to produce a strong enough magnetic field to slow the falling magnet by a noticeable amount .
 
In order for eddy currents to exist, you must have mobile charge carriers (The electrons in conducting metal are an example).
The existence of eddy currents produces a magnetic field so as to oppose the magnetic flux change. You get magnetic pressure and the magnet falls much more slowly through the tube.
 
Yes, according to Amperes law, when there is a current flowing through a conductor, there is also a magnetic field around the conductor.

The formula goes:
26e845d2bf8d061986e114bc51ed8254.png


What this formula means is that the value B is linearly proportional to I , and that's all you need o know for this example if you don't understand integrals.


attachment.php?attachmentid=24181&stc=1&d=1267997917.png


Now, if you round the wire into a coil you gent something like this:

attachment.php?attachmentid=24182&stc=1&d=1267998166.png


where the circles represent a transversal cut through the coil (X represent the current flow away form us, and dots represent current flow towards us). The arrows represent the magnetic field created by the coil.
Now if you put a magnet there it's magnetic field will interact with the coils field, so the magnet will be either pulled into the coil or pushed against.


If a coil is made out of nonmagnetic materials, we presume that they have a endless resistance, which means no current can flow through them. We go back to the formula, B depends linearly on I, if I is 0 so is B. Therefor no magnetic field is made. If you bring the magnet to the coil, it has no other magnetic field to interact with now.

Hope you understood,
feel free to ask if something isn't clear
 

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