The foil shielding on a power cable, carrying a DC current I= 0.29 A, has broken off. The unshielded part of the wire is x 0.025 meters long. The shielded parts of the wire do not contribute to the magnetic field outside the wire. Point P is above the right-hand end of the unshielded section, a distance x/2 above the wire. The current flows to the right (in the positive direction) as shown. The small length of wire, dl, a distance / from the midpoint of the unshielded section of the wire, contributes a differential magnetic field dB at point P. Ignore any edge effects. dl Otheexpertta.com Input an expression for the magnitude of the differential magnetic field, dB, generated at point P by the current moving through the segment of wire dl in terms of given parameters and fundamental constants. Perform the indefinite integral from part a. Select the limits of integration that will correctly calculate the magnetic field at P due to the current in the unshielded length of wire. Evaluate the expression derived in part (b) using the endpoints selected in part (c). Determine the strength of the magnetic field (in tesla) at point P. In what direction will the magnetic field point at point P due to the current in the unshielded portion of the wire? ODown OUp Out of the page A direction not listed. OLeft O Into the pageO ORight
The foil shielding on a power cable, carrying a DC current I= 0.29 A, has broken off. The unshielded part of the wire is x 0.025 meters long. The shielded parts of the wire do not contribute to the magnetic field outside the wire. Point P is above the right-hand end of the unshielded section, a distance x/2 above the wire. The current flows to the right (in the positive direction) as shown. The small length of wire, dl, a distance / from the midpoint of the unshielded section of the wire, contributes a differential magnetic field dB at point P. Ignore any edge effects. dl Otheexpertta.com Input an expression for the magnitude of the differential magnetic field, dB, generated at point P by the current moving through the segment of wire dl in terms of given parameters and fundamental constants. Perform the indefinite integral from part a. Select the limits of integration that will correctly calculate the magnetic field at P due to the current in the unshielded length of wire. Evaluate the expression derived in part (b) using the endpoints selected in part (c). Determine the strength of the magnetic field (in tesla) at point P. In what direction will the magnetic field point at point P due to the current in the unshielded portion of the wire? ODown OUp Out of the page A direction not listed. OLeft O Into the pageO ORight
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter22: Magnetic Forces And Magnetic Fields
Section: Chapter Questions
Problem 51P
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