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2) The orange rectangular loop shown in the figure lies on z = 0 and is bounded by x = 1 cm and x = 3 cm, and y = 2 cm and y = 5 cm. The object can rotate around the rotation axis of y = 3.5 cm, z = 0. If external magnetic flux density is given as B = -3x ax + 5y ay – (2z+1) az, a) Find the total magnetic force on the rectangular loop 30 mA in vector form by indicating unit vectors. rotation axis b) Find the torque on the rectangle loop caused only from left and right edges of the rectangle in vector form by indicating unit vectors. c) Do you think total torque on the rectangle loop by taking all edges into calculation is equal to the torque that you have calculated in part b)? Just make qualitative explanations for your reasoning/answer. Be careful that T # m × B for this question since B is not constant over the rectangle loop.

2) The orange rectangular loop shown in the figure lies on z = 0 and is bounded by x = 1 cm and x = 3 cm, and y = 2 cm and y = 5 cm. The object can rotate around the rotation axis of y = 3.5 cm, z = 0. If external magnetic flux density is given as B = -3x ax + 5y ay – (2z+1) az, a) Find the total magnetic force on the rectangular loop 30 mA in vector form by indicating unit vectors. rotation axis b) Find the torque on the rectangle loop caused only from left and right edges of the rectangle in vector form by indicating unit vectors. c) Do you think total torque on the rectangle loop by taking all edges into calculation is equal to the torque that you have calculated in part b)? Just make qualitative explanations for your reasoning/answer. Be careful that T # m × B for this question since B is not constant over the rectangle loop.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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2) The orange rectangular loop shown in the figure lies on z = 0 and is bounded by x = 1 cm and x = 3 cm, and y = 2 cm and y = 5 cm. The object can rotate around the rotation axis of y = 3.5 cm, z = 0. If external magnetic flux density is given as B = -3x ax + 5y ay – (2z+1) az, a) Find the total magnetic force on the rectangular loop 30 mA in vector form by indicating unit vectors. rotation axis b) Find the torque on the rectangle loop caused only from left and right edges of the rectangle in vector form by indicating unit vectors. c) Do you think total torque on the rectangle loop by taking all edges into calculation is equal to the torque that you have calculated in part b)? Just make qualitative explanations for your reasoning/answer. Be careful that T # m × B for this question since B is not constant over the rectangle loop.
Transcribed Image Text:2) The orange rectangular loop shown in the figure lies on z = 0 and is bounded by x = 1 cm and x = 3 cm, and y = 2 cm and y = 5 cm. The object can rotate around the rotation axis of y = 3.5 cm, z = 0. If external magnetic flux density is given as B = -3x ax + 5y ay – (2z+1) az, a) Find the total magnetic force on the rectangular loop 30 mA in vector form by indicating unit vectors. rotation axis b) Find the torque on the rectangle loop caused only from left and right edges of the rectangle in vector form by indicating unit vectors. c) Do you think total torque on the rectangle loop by taking all edges into calculation is equal to the torque that you have calculated in part b)? Just make qualitative explanations for your reasoning/answer. Be careful that T # m × B for this question since B is not constant over the rectangle loop.
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