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A coil that is wound around an iron bar with 5 m length, and are of 2.5 m2, creates a field intensity of 800 At/m. If the reluctance of the coil is 4x103 At/Wb, calculate for the coil's (a) permeability, (b) relative permeability, (c) magnetomotive force, (d) magnetic flux, and (e) the magnetic flux density.

A coil that is wound around an iron bar with 5 m length, and are of 2.5 m2, creates a field intensity of 800 At/m. If the reluctance of the coil is 4x103 At/Wb, calculate for the coil's (a) permeability, (b) relative permeability, (c) magnetomotive force, (d) magnetic flux, and (e) the magnetic flux density.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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1. A coil that is wound around an iron bar with 5 m length, and are of 2.5 m2, creates a field intensity of 800 At/m. If the reluctance of the coil is 4x103 At/Wb, calculate for the coil's (a) permeability, (b) relative permeability, (c) magnetomotive force, (d) magnetic flux, and (e) the magnetic flux density.
Transcribed Image Text:1. A coil that is wound around an iron bar with 5 m length, and are of 2.5 m2, creates a field intensity of 800 At/m. If the reluctance of the coil is 4x103 At/Wb, calculate for the coil's (a) permeability, (b) relative permeability, (c) magnetomotive force, (d) magnetic flux, and (e) the magnetic flux density.
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