If the loops are then re-aligned such that the magnetic field is perpendicular to the plane of the loops (the area vector is parallel with the magnetic field vector) and the magnitude set at a constant magnitude of 1.66 T, but the coil is rotated instead, what angular velocity would be necessary to provide the same EMF as in part a) above? (Figure 2) ? W = rad/s

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A 130 turn , 2.10 cm diameter coil is at rest in a
horizontal plane. A uniform magnetic field 60° away
from vertical increases linearly from 0.620 T to
1.66 Tin 0.650 s.
Figure
2 of 2
>
Vertical
AB
Coils
Transcribed Image Text:A 130 turn , 2.10 cm diameter coil is at rest in a horizontal plane. A uniform magnetic field 60° away from vertical increases linearly from 0.620 T to 1.66 Tin 0.650 s. Figure 2 of 2 > Vertical AB Coils
Part B
If the loops are then re-aligned such that the magnetic field is perpendicular to the plane of the loops (the area vector is parallel
with the magnetic field vector) and the magnitude set at a constant magnitude of 1.66 T, but the coil is rotated instead, what
angular velocity would be necessary to provide the same EMF as in part a) above? (Figure 2)
?
W =
rad/s
Transcribed Image Text:Part B If the loops are then re-aligned such that the magnetic field is perpendicular to the plane of the loops (the area vector is parallel with the magnetic field vector) and the magnitude set at a constant magnitude of 1.66 T, but the coil is rotated instead, what angular velocity would be necessary to provide the same EMF as in part a) above? (Figure 2) ? W = rad/s
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