Problem 4 Two metal rods rest on metallic rails as shown, in the of a uniform magnetic field out of the page of strength B = 2 T. XR presence The rods start at the dotted and are moved in opposite directions as shown: one rod moves left at a constant speed of 2 m/s while the other moves right at a constant speed of 1 m/s. 1. B 0.3 m 2 m/s 1m/s Take area vectors as pointing out of the page. (a) [3 points] Determine the magnetic flux through the area bounded by the rails and the rods when XL 0.2 m and XR = 0.1 m. (b) [4 points] Calculate the magnitude and direction (CW, CCW) of the induced voltage on the loop created by the rails and the rods when xL 0.2 m and IR = 0.1 m.

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Problem 4
Two metal rods rest on metallic rails as shown, in the
XR
presence
of a uniform magnetic field out of the page of strength B= 2 T.
The rods start at the dotted and are moved in opposite
directions as shown: one rod moves left at a constant speed of
2 m/s while the other moves right at a constant speed of 1 m/s.
B
0.3 m
2 m/s
1m/s
Take area vectors as pointing out of the
page.
%23
(a) [3 points] Determine the magnetic flux through the area bounded by the rails and the rods when
XL=0.2 m and XR = 0.1 m.
(b) [4 points] Calculate the magnitude and direction (CW, CCW) of the induced voltage on the loop created
by the rails and the rods when x 0.2 m and xg 0.1 m.
Transcribed Image Text:Problem 4 Two metal rods rest on metallic rails as shown, in the XR presence of a uniform magnetic field out of the page of strength B= 2 T. The rods start at the dotted and are moved in opposite directions as shown: one rod moves left at a constant speed of 2 m/s while the other moves right at a constant speed of 1 m/s. B 0.3 m 2 m/s 1m/s Take area vectors as pointing out of the page. %23 (a) [3 points] Determine the magnetic flux through the area bounded by the rails and the rods when XL=0.2 m and XR = 0.1 m. (b) [4 points] Calculate the magnitude and direction (CW, CCW) of the induced voltage on the loop created by the rails and the rods when x 0.2 m and xg 0.1 m.
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