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College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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A circular loop with radius R lies in the yz-plane with its center at (0,0,0) and carries current I counter-clock-wise around the x-axis. Calculate magnetic field (again, as always, magnitude and direction) at (0,0,0). Caution: be careful with cylindrical coordinates. Do whatever you like, as long as it is mathematically correct.
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- A charge of the magnitude of 50 µC and of the a mass 42 ug, enters perpendicularly in a uniform magnetic field. Then it leaves the magnetic field, in a direction perpendicular to the original direction, as shown in the figure. If the charge is the magnetic field for a 200 ms time interval, calculate the magnetic field (in T). Barrow_forwardAn infinite rectangular slab of thickness 2d is situated parallel to the x-y plane, with its center at z = 0. Its upper surface is situated at z = d, and its lower surface is at z = -d. The material is uniformly magnetized given by M = Moi, and there are no free currents everywhere. Solve for the magnetic field outside and inside the slab. Verify this by relating it to the auxiliary field given by Ā 1B-M. μο Hint: There is no magnetization outside the slab.arrow_forwardA metal cylinder with a radius "R" is placed with its central axis aligned with the z axis. A current, I, flows along its surface only (no current flows on the interior of the cylinder). Calculate the magnetic field strength as a function of distance, r, away from the center of the cylinder for two different regions: (a) r<R and (b) r>R.arrow_forward
- a) What rate must the magnitude of B change to induce a 6A current in the loop? b) What ar ethe magnitude and direction of the current around the loop at the moment t=3s?arrow_forwardA rectangular loop of length L = 0.3 m and width W = 0.45 m carrying a current I = 2 A is exposed to a uniform magnetic field of magnitude B = 6 T, in the plane of the page and pointing to the right, as shown in the left-hand figure (Front View). BO Front View Le W B B What is the magnitude of the torque on the loop? (a) 7 = 1.522 N.m (b) 70.631 N.m O (c) T = 0.554 N.m Top View W At the instant shown, the wire loop makes an angle = 20° with the horizontal.arrow_forwardA rectangular loop in the xy-plane carrying a current I lies in a uniform Magnetic field B = axBx + ayBy + azBz. Determine the Force and the torque on the looparrow_forward
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