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2. The current goes around a rectangular conducting frame as shown. The frame sits in the external magnetic field B. Use i = ix B to determine the direction (+x/-x/+y/-y/+z/-z/zero) of the torque on the rectangular loop. %3D b. We can also determine the torque by analyzing the force that the external magnetic field exerts on the different segments of the square frame. Give the direction (+x/-x/+y/-y/+z/-z/zero) of the magnetic force on each section of the frame: I. Force on the top leg of the current loop. II. Force on the right leg of the current loop. II. Force on the bottom leg of the current loop. IV. Force on the left leg of the current loop. V. Based on the forces, what is the direction of the net torque on the current frame Check that this is the same with your answer to (a).

2. The current goes around a rectangular conducting frame as shown. The frame sits in the external magnetic field B. Use i = ix B to determine the direction (+x/-x/+y/-y/+z/-z/zero) of the torque on the rectangular loop. %3D b. We can also determine the torque by analyzing the force that the external magnetic field exerts on the different segments of the square frame. Give the direction (+x/-x/+y/-y/+z/-z/zero) of the magnetic force on each section of the frame: I. Force on the top leg of the current loop. II. Force on the right leg of the current loop. II. Force on the bottom leg of the current loop. IV. Force on the left leg of the current loop. V. Based on the forces, what is the direction of the net torque on the current frame Check that this is the same with your answer to (a).

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2. The current goes around a rectangular conducting frame as shown. The frame +y sits in the external magnetic field B. Use i = i x B to determine the direction (+x/-x/+y/-y/+z/-z/zero) of the а. torque on the rectangular loop. +z B b. We can also determine the torque by analyzing the force that the external magnetic field exerts on the different segments of the square frame. Give the direction (+x/-x/+y/-y/+z/-z/zero) of the magnetic force on each section of the frame: I. Force on the top leg of the current loop. I. Force on the right leg of the current loop. I I II. Force on the bottom leg of the current loop. IV. Force on the left leg of the current loop. V. Based on the forces, what is the direction of the net torque on the current frame Check that this is the same with your answer to (a).
Transcribed Image Text:2. The current goes around a rectangular conducting frame as shown. The frame +y sits in the external magnetic field B. Use i = i x B to determine the direction (+x/-x/+y/-y/+z/-z/zero) of the а. torque on the rectangular loop. +z B b. We can also determine the torque by analyzing the force that the external magnetic field exerts on the different segments of the square frame. Give the direction (+x/-x/+y/-y/+z/-z/zero) of the magnetic force on each section of the frame: I. Force on the top leg of the current loop. I. Force on the right leg of the current loop. I I II. Force on the bottom leg of the current loop. IV. Force on the left leg of the current loop. V. Based on the forces, what is the direction of the net torque on the current frame Check that this is the same with your answer to (a).
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