The rectangular loop of N turns shown below moves to the right with a constant velocity v while leaving the poles of a large electromagnet. Suppose the magnetic field oscillates with time according to B = Bo sin(at). What then is the emf induced in the loop when its trailing side is a distance d from the right edge of the magnetic field region? Use the following as necessary: v, Bo, o, t, I, a, N and d. B x x x X a A x/ V
The rectangular loop of N turns shown below moves to the right with a constant velocity v while leaving the poles of a large electromagnet. Suppose the magnetic field oscillates with time according to B = Bo sin(at). What then is the emf induced in the loop when its trailing side is a distance d from the right edge of the magnetic field region? Use the following as necessary: v, Bo, o, t, I, a, N and d. B x x x X a A x/ V
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The rectangular loop of N turns shown below moves to the right with a constant velocity v while leaving the poles of a large electromagnet. Suppose the magnetic field oscillates with time according to B
induced in the loop when its trailing side is a distance d from the right edge of the magnetic field region? Use the following as necessary: v, Bo, w, t, I, a, N and d.
ε =
IB x
B
X X
X
X/
* * *
X
a
X X
x
: *
V
Bo sin(at). What then is the emf
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Step 1
Concept:
The schematic diagram of the system is given below:
Here, we are considering that the parallel edge inside the Magnetic field is (d+x). We have to determine the emf induced in the loop when its trailing side is a distance d from the right edge of the magnetic field region. That is x will have to be zero.
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