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Problem 3: Use Ampere's Law to determine the magnetic field (everywhere) for two planes that extend infinitely in the x- and y-directions and are separated a distance d. The upper surface is at z= d/2 while the lower surface is at z = -d/2. A current density exists in both surfaces with values given on the figure below. Be sure to show the magnetic field lines, Amperian loop and all steps used (simply writing down the results from memory is not sufficient). Reminder: the right- hand-rule gives the y-direction in the figure as into the page. Z Kupper = +Kŷ X+ Klower = −Kŷ

Problem 3: Use Ampere's Law to determine the magnetic field (everywhere) for two planes that extend infinitely in the x- and y-directions and are separated a distance d. The upper surface is at z= d/2 while the lower surface is at z = -d/2. A current density exists in both surfaces with values given on the figure below. Be sure to show the magnetic field lines, Amperian loop and all steps used (simply writing down the results from memory is not sufficient). Reminder: the right- hand-rule gives the y-direction in the figure as into the page. Z Kupper = +Kŷ X+ Klower = −Kŷ

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Problem 3: Use Ampere's Law to determine the magnetic field (everywhere) for two planes that extend infinitely in the x- and y-directions and are separated a distance d. The upper surface is at z= d/2 while the lower surface is at z = -d/2. A current density exists in both surfaces with values given on the figure below. Be sure to show the magnetic field lines, Amperian loop and all steps used (simply writing down the results from memory is not sufficient). Reminder: the right- hand-rule gives the y-direction in the figure as into the page. Z Kupper = +Kŷ X+ Klower = −Kŷ
Transcribed Image Text:Problem 3: Use Ampere's Law to determine the magnetic field (everywhere) for two planes that extend infinitely in the x- and y-directions and are separated a distance d. The upper surface is at z= d/2 while the lower surface is at z = -d/2. A current density exists in both surfaces with values given on the figure below. Be sure to show the magnetic field lines, Amperian loop and all steps used (simply writing down the results from memory is not sufficient). Reminder: the right- hand-rule gives the y-direction in the figure as into the page. Z Kupper = +Kŷ X+ Klower = −Kŷ
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