A rectangular loop is made of N=50 wire tums which are tightly wrapped and has Q2 dimensions a=0.4 m and b=0.3 m, as shown in Figure 2. The loop is hinged along the y axis and its plane makes an angle 30° with the x-axis. The loop is immersed into a uniform magnetic field B = 0.6 Tî. The current I=1.2 A is applied to the loop along the direction shown in the figure. . Find both magnitude and direction of the magnetic field force acting on the top side of the wire loop. b. . Find both magnitude and direction of the torque generated on the wire loop.

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Chapter1: Units, Trigonometry. And Vectors
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A rectangular loop is made of N=50 wire tums which are tightly wrapped and has
Q2
dimensions a=0.4 m and b=0.3 m, as shown in Figure 2. The loop is hinged along the y axis and its
plane makes an angle 30° with the x-axis. The loop is immersed into a uniform magnetic field
B= 0.6 Tî. The current I=1.2 A is applied to the loop along the direction shown in the figure.
. Find both magnitude and direction of the magnetic field force acting on the top side of
the wire loop.
b.
. Find both magnitude and direction of the torque generated on the wire loop.
Transcribed Image Text:A rectangular loop is made of N=50 wire tums which are tightly wrapped and has Q2 dimensions a=0.4 m and b=0.3 m, as shown in Figure 2. The loop is hinged along the y axis and its plane makes an angle 30° with the x-axis. The loop is immersed into a uniform magnetic field B= 0.6 Tî. The current I=1.2 A is applied to the loop along the direction shown in the figure. . Find both magnitude and direction of the magnetic field force acting on the top side of the wire loop. b. . Find both magnitude and direction of the torque generated on the wire loop.
I-1.20 A
0.400 m
| 30.0°
0.300 m
Figure 2
Transcribed Image Text:I-1.20 A 0.400 m | 30.0° 0.300 m Figure 2
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