Conducting rail ciruit, against gravity

AI Thread Summary
The discussion focuses on calculating the current needed to counteract gravity in a vertically oriented conducting rail system. The key equations involved include the magnetic force equation F = IlB and the gravitational force equation Fg = mg. The user is attempting to relate the magnetic field strength to the gravitational force to find the necessary current. They express uncertainty about their approach and seek clarification on the derivation of the relevant formulas. Overall, the conversation emphasizes the challenge of applying textbook concepts to unique scenarios not directly covered in the material.
Frostfire
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Homework Statement



So my textbook has a lot of example of conducting rails moving horizontally with unknown variables of F and B, but how would you approach a problem that has such a device pointed vertically with the moving bar droping? let's say R and B are known and we need to find I(current) sufficient to counteract gravity so it doesn't accelerate past a velocity required to generate that current.

Homework Equations


Fb=qv x B
R = delta V/I
Fg = mg (call the mass of the rod m )
I = p/delta V


The Attempt at a Solution



I played with it, but not sure if I am right.The part I am stuck on is what relation of the magnetic field do I set equal to Fg

is it Fg= qV x B
 
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So I found a formula for magnetic levitation that allows me to relate magnetic field strength and gravity

F= IlB=mg

if I am right this allows me to determine the current needed to counteract gravity.Does this sound right? Anybody no where that formula is derived from?
 
Can somebody give me some advice here? Its kind of hard to ask questions that aren't in the book, if your unsure of what your doing :rolleyes:
 
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