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As shown in the figure, a rectangular loop with a length { of 20.0 cm and a width w of 15.0 cm has 20 turns and carries a current of 0.33 A counterclockwise around the loop when viewed from the positive x-axis. A horizontal (parallel to the x-z plane) magnetic field of magnitude 0.055 T is oriented at an angle of 65° relative to the perpendicular to the loop (the positive x-axis). (Assume the length and width are measured along the z and y-axes, respectively.) z plane (a) Find the components of the magnetic force acting on each side of the loop. Components of the magnetic force acting on the top section of the loop. FTop, x = Frop, y= FTop, z= N

As shown in the figure, a rectangular loop with a length { of 20.0 cm and a width w of 15.0 cm has 20 turns and carries a current of 0.33 A counterclockwise around the loop when viewed from the positive x-axis. A horizontal (parallel to the x-z plane) magnetic field of magnitude 0.055 T is oriented at an angle of 65° relative to the perpendicular to the loop (the positive x-axis). (Assume the length and width are measured along the z and y-axes, respectively.) z plane (a) Find the components of the magnetic force acting on each side of the loop. Components of the magnetic force acting on the top section of the loop. FTop, x = Frop, y= FTop, z= N

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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As shown in the figure, a rectangular loop with a length { of 20.0 cm and a width w of 15.0 cm has 20 turns and carries a current of 0.33 A counterclockwise around the loop when viewed from the positive x-axis. A horizontal (parallel to the x-z plane) magnetic field of magnitude 0.055 T is oriented at an angle of 65° relative to the perpendicular to the loop (the positive x-axis). (Assume the length and width are measured along the z and y-axes, respectively.) x-z plane B' (a) Find the components of the magnetic force acting on each side of the loop. Components of the magnetic force acting on the top section of the loop. FTop, x Fтор, у FTop, z = Components of the magnetic force acting on the bottom section of the loop. FBottom, x FBottom, y FBottom, z= Components of the magnetic force acting on the left section of the loop. FLeft, x = FLeft, y = FLeft, z= N N N
Transcribed Image Text:As shown in the figure, a rectangular loop with a length { of 20.0 cm and a width w of 15.0 cm has 20 turns and carries a current of 0.33 A counterclockwise around the loop when viewed from the positive x-axis. A horizontal (parallel to the x-z plane) magnetic field of magnitude 0.055 T is oriented at an angle of 65° relative to the perpendicular to the loop (the positive x-axis). (Assume the length and width are measured along the z and y-axes, respectively.) x-z plane B' (a) Find the components of the magnetic force acting on each side of the loop. Components of the magnetic force acting on the top section of the loop. FTop, x Fтор, у FTop, z = Components of the magnetic force acting on the bottom section of the loop. FBottom, x FBottom, y FBottom, z= Components of the magnetic force acting on the left section of the loop. FLeft, x = FLeft, y = FLeft, z= N N N
Components of the magnetic force acting on the right section of the loop. FRight, x = FRight, y = FRight, z = N (b) Find the net magnetic force on the loop. (Enter the magnitude only.) FNet = (c) Find the magnetic torque on the loop. magnitude N.m direction ---Select-- v about the y-axis as viewed from the positive y-axis (d) If the loop can rotate about the y-axis with only a small amount of friction, what will be the final angle of the perpendicular to the coil with respect to the direction of the magnetic field? O 0° O 90° O 180°
Transcribed Image Text:Components of the magnetic force acting on the right section of the loop. FRight, x = FRight, y = FRight, z = N (b) Find the net magnetic force on the loop. (Enter the magnitude only.) FNet = (c) Find the magnetic torque on the loop. magnitude N.m direction ---Select-- v about the y-axis as viewed from the positive y-axis (d) If the loop can rotate about the y-axis with only a small amount of friction, what will be the final angle of the perpendicular to the coil with respect to the direction of the magnetic field? O 0° O 90° O 180°
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