Electromagnetics made easy /

Electromagnetics made easy /

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Bibliographic Details
Author / Creator:Balaji, S.
Imprint:Singapore : Springer, 2020.
Description:1 online resource (660 p.)
Language:English
Subject:
Electromagnetism.
Electromagnetism.
Format: E-Resource Book
URL for this record:http://pi.lib.uchicago.edu/1001/cat/bib/12604996
Hidden Bibliographic Details
ISBN:9789811526589
9811526583
9789811526572
9811526575
Notes:Description based upon print version of record.
2.17 Electric Field of a Uniformly Charged Spherical Shell
Summary:This book is intended to serve as an undergraduate textbook for a beginners course in engineering electromagnetics. The present book provides an easy and simplified understanding of the basic principles of electromagnetics. Abstract theory has been explained using real life examples making it easier for the reader to grasp the complicated concepts. An introductory chapter on vector calculus and the different coordinate systems equips the readers with the prerequisite knowledge to learn electromagnetics. The subsequent chapters can be grouped into four broad sections - electrostatics, magnetostatics, time varying fields, and applications of electromagnetics. Written in lucid terms, the text follows a sequential presentation of the topics, and discusses the relative merits and demerits of each method. Each chapter includes a number of examples which are solved rigorously along with pictorial representations. The book also contains about 400 figures and illustrations which help students visualize the underlying physical concepts. Several end-of-chapter problems are provided to test the key concepts and their applications. Thus the book offers a valuable resource for both students and instructors of electrical, electronics and communications engineering, and can also be useful as a supplementary text for undergraduate physics students.
Other form:Print version: Balaji, S. Electromagnetics Made Easy Singapore : Springer Singapore Pte. Limited,c2020 9789811526572
Standard no.:10.1007/978-981-15-2
Table of Contents:
  • Intro
  • Preface
  • Contents
  • About the Author
  • 1 Vector Analysis
  • 1.1 Introduction
  • 1.2 Graphical Representation of Vectors
  • 1.3 Symbolic Representation of Vectors
  • 1.4 Vector Addition
  • 1.5 Subtraction of Vectors
  • 1.6 Multiplication of a Vector by a Scalar
  • 1.7 Multiplication of Vectors: Dot Product of Two Vectors
  • 1.8 Multiplication of Vectors-Cross-Product of Two Vectors
  • 1.9 Vector Components and Unit Vectors
  • 1.10 Triple Products
  • 1.11 Line, Surface and Volume Integration
  • 1.12 Flux
  • 1.13 Vector Differentiation: Gradient of a Scalar Function
  • 1.14 Vector Differentiation: Divergence of a Vector
  • 1.15 Vector Differentiation: Curl of a Vector
  • 1.16 Divergence Theorem
  • 1.17 Stoke's Theorem
  • 1.18 The Gradient Theorem
  • 1.19 Others Coordinate Systems
  • 1.19.1 Spherical Polar Coordinates
  • 1.19.2 Cylindrical Coordinates
  • 1.20 Important Vector Identities
  • 1.21 Two and Three Dimensions
  • Exercises
  • 2 Electric Charges at Rest: Part I
  • 2.1 Coulomb's Law
  • 2.2 Electric Field Intensity
  • 2.3 Electric Field Intensity Due to a Group of Discrete Point Charges
  • 2.4 Continuous Charge Distributions
  • 2.5 A Note about Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.6 Calculating Electric Field E Using Coulomb's Law
  • 2.7 Solid Angle
  • 2.8 Gauss's Law
  • 2.9 Sketches of Field Lines
  • 2.10 Curl of E
  • 2.11 Potential of Discrete and Continuous Charge Distributions
  • 2.12 Calculating Electric Field Using Gauss's Law and Potential
  • 2.13 Electric Field Due to an Infinite Line Charge
  • 2.14 Electric Field Due to the Finite Line Charge
  • 2.15 Electric Field Along the Axis of a Uniformly Charged Circular Disc
  • 2.15 Electric Field Along the Axis of a Uniformly Charged Circular Disc
  • 2.16 Electric Field Due to an Infinite Plane Sheet of Charge

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