Magnetic field between 2 parallel wires

AI Thread Summary
To find the magnetic field between two parallel wires carrying 1 amp in the same direction, use the formula B = μI/(2πd), where μ is a constant, I is the current, and d is the distance from the wire. The magnetic fields produced by each wire will be in opposite directions between them. Calculate the magnetic field at the specific point by determining the distances from each wire (d1 and d2) and applying the formula for both. Perform vector addition of the two magnetic fields to find the resultant field at that point. Understanding that the magnetic field is a vector quantity is crucial for accurate calculations.
necromanzer52
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Homework Statement


I have 2 infinitely long parallel wires each carrying a charge of 1 amp in the same direction, and I have to find the magnetic field at a specific point in between them, and I know the distance to it from each of them.


Homework Equations


This is what I'd like to know.


The Attempt at a Solution


I've searched through various books, & websites, and I can't find anything about the magnetic field at a point between them. Only at one of the wires. I basically just want to know what equation I have to use.
 
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What is the formula given for the magnetic field at one of the wires?
 
((u)(I))/(2(pi)(d))

Where u is a constant, I is the current, and d is the distance between the wires.
 
The equation you have given:

B = μI/2∏d is the magnetic field strength at a distance d from a SINGLE wire.

If 2 wires have current flowing in the SAME direction then the magnetic fields between the wires are in OPPOSITE directions... Can you take it from here ??
 
necromanzer52 said:
((u)(I))/(2(pi)(d))

Where u is a constant, I is the current, and d is the distance between the wires.
This is not a formula for the magnetic field "at one of the wires" as you indicated. It is the formula for the magnetic field at a distance d from the wire. This is the formula you need. The point you are interested in is at a distance d1 from one of the wires and at a possibly different distance d2 from the other wire. Calculate the two magnetic fields and then add them together. Remember that the magnetic field is a vector, so you will need to do a vector addition, not simpy add the numbers together. technician has given you a good hint in that regard.
 
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Thank you Jimmy... I wish that I had used the term 'vector'... more general than what I said
 
Ah thank you. It appears my physics books, and the internet are conspiring against me.
 
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