Magnetic Field of 10cm Square Loop w/ 0.3A Current

AI Thread Summary
To calculate the magnetic field at the center of a square loop with a side length of 10 cm carrying a current of 0.3A, the relevant equation is B = 2(√2)μI/πL. The user expresses uncertainty about the equations and seeks clarification on whether they are appropriate for this problem. They also inquire about calculating the magnetic field from a single segment of the loop, relating it to the magnetic field of a long wire. The discussion highlights the need to determine the area to find the magnetic constant μ. Overall, the conversation revolves around understanding the correct application of formulas to solve for the magnetic field in this specific scenario.
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Homework Statement


A square loop of wire with a side of 10cm carries a current of 0.3A. What is the
magnetic field in the center of the square loop?


Homework Equations



B= 2(\sqrt{}2)\muI/\piL

\mu=IA


The Attempt at a Solution



Not sure if these are the right equations for this problem and if they aren't then I have no idea what to do. If they are then I just need to know what the area would be.
 
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Can you find a magnetic field created by 1 segment of a loop? It is similar to finding a magnetic field caused by long wire with current I.
 
B= \muI/ 2\pia

Is this right?
 
sqrt(2), i think.
 
so B= (\sqrt{}2)\muI/2\pia ?
 
It is just a magnitude of field due to 1 segment of a loop. Multiply it with 4. :)
 
ok so that equation times 4. Thanks
 
oh and I'm still not really sure what the area would be, I need it to figure out what \mu is.
 
  • #10
oh yeah, I forgot about that. Thanks again.
 
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