I need answer as fast as possible please Question 1Determine the magnetic flux through the center leg in the geometry shown below.The structure is assumed to have a square cross section of area 10-6m2, a core withrelative permeability 1000, and dimensions 1₁=1cm, 12=3cm and 13=2cm10mA2000turns↑ 1mm1213

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Answered: Question 1 Determine the magnetic flux…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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if the magnetic flux through the core shown in Figure is (0.3 mWb) and the area is (0.25 cm^2), then the value of magnetic flux density .will be 1.2 T 2.4T 12 T 24 T
A single square loop of wire is placed in the center of a large solenoid as shown. The solenoid has a radius 5.00 cm and the square loop is 3.0 cm on a side. The solenoid is 0.20 cm long and wound with 200 turns of wire. If the current in the solenoid is 3.00 A, what is the flux through the square loop? If the current in the solenoid drops to zero in 0.500 seconds, what is the magnitude of the average induced emf in the square loop?
This is a follow up to my question and the answer you submitted. The equation you used for J is wrong, not sure how you got J=π32×Do4-Di4, the equation should be J=π/2×ro4-ri4 which is J=pi/2(50^4-40^4) = 5.8e+6 mm^4
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Choose the right Free Body Diagram representation for the Ring shown Select one: A H = 0.15 Hk = 0.12 20° 6" В Hy = 0.15 ek =0.12 20° C 6" H = 0.15 Wk = 0.12 20° 6" Hs = 0.15 Hk= 0.12 20°
EX:-Find the expression for nodal vector in a CST element subject to pressure P as shown in fig. 7 444 4 4 4 4 4 4
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This is material/mechanics of deformable bodies Topic: Mohr circle -Explic how a Mohr circle problem is solved

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Question 1 Determine the magnetic flux through the center leg in the geometry shown below. The structure is assumed to have a square cross section of area 10-6m2, a core with relative permeability 1000, and dimensions 1₁=1cm, 12=3cm and 13=2cm 10mA 2000 turns ↑ 1mm 12 13