Calculating Average Induced EMF of 100-Turn Coil in 0.36s

AI Thread Summary
To calculate the average induced EMF in a 100-turn coil within a 0.36-second interval, the relevant formula is E = -N (flux - flux initial)/(t - t0). The magnetic field is given as 0.28 T, and the area of the coil is 4.3×10−2 m^2. The flux can be calculated using the equation B*A*cos(theta), where cos(theta) is 1 since the coil's plane is perpendicular to the magnetic field. The initial and final magnetic fields are provided, allowing for the determination of the change in flux. Understanding these elements is crucial for solving the problem accurately.
matt72lsu
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Homework Statement



The area of a 100 turn coil oriented with its plane perpendicular to a 0.28 T magnetic field is 4.3×10−2 m^2.
Find the average induced emf in this coil if the magnetic field reverses its direction in 0.36 s.

Homework Equations



E = -N (flux - flux initial)/(t-to)

The Attempt at a Solution


I'm actually not even sure I am using the correct equation. It is the only one I see that uses N. But I'm not sure how I would find an initial time and even a flux. Help?
 
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It is the correct formula.
Look up the definition of flux.
Note that the denominator is t - t0. How does "... reverses its direction in 0.36 s" relate to t - t0?
 
ok i found something in which i can use BAcostheta instead of flux... would that work? and i guess t would be 36 and initial would be zero?
 
Correct on both accounts. What is cos(theta) here?
 
is it just 1?
 
also would A stay the same? and how to find B? or do you have to find B initial?
 
is it just 1?
Yes.
matt72lsu said:
also would A stay the same? and how to find B? or do you have to find B initial?
A stays the same. As for B, read the problem carefully; Binitial and Bfinal are both given to you.
 
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