Plane z = 0 separates air and metal. Air is at z < 0 and the metal is at z 2 0. Given the permeability of air is , and that of the metal is u=135 u,.If the magnetic field intensity in air is H = 125â, +140â, - 50â, A/m, find the magnetic flux intensity, B in the metal and the angle formed at the interface. Then, Illustrate through figure representation how plane z can separating air and metal. Given : 4, = 47 x 10- H/m and & 10 F/m %3D 36л

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Plane z = 0 separates air and metal. Air is at z < 0 and the metal is at z 2 0. Given the
permeability of air is , and that of the metal is u=135 u,.If the magnetic field
intensity in air is H =125â, +140â, - 50â, A/m, find the magnetic flux intensity, B
in the metal and the angle formed at the interface. Then, Illustrate through figure
representation how plane z can separating air and metal.
Given : 4, = 47 x 10- H/m and &
10-9-7
F/m
%3D
36л
Transcribed Image Text:Plane z = 0 separates air and metal. Air is at z < 0 and the metal is at z 2 0. Given the permeability of air is , and that of the metal is u=135 u,.If the magnetic field intensity in air is H =125â, +140â, - 50â, A/m, find the magnetic flux intensity, B in the metal and the angle formed at the interface. Then, Illustrate through figure representation how plane z can separating air and metal. Given : 4, = 47 x 10- H/m and & 10-9-7 F/m %3D 36л
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