Introduction To Electromagnetic Theory: A Modern Perspective Unknown Binding – 1 January 2012
Key Features Each chapter contains a set of problems for continued study, which vary in degree of difficulty and are intended to supplement or amplify the material presented in the text. A review of vector analysis is presented in Chapter 1 to prepare students for the mathematical theory presented throughout the book. A broad array of worked examples with detailed explanations aid in students' comprehension and retention of material presented. About the Book: Introduction to Electromagnetic Theory: A Modern Perspective Introduction to Electromagnetic Theory: A Modern Perspective presents a complete account of classic electromagnetism with a modern approach, incorporating real-world scenarios and current technology. The text introduces and then expands upon the four basic types of forces-gravitational, electromagnetic, strong, and weak-using present-day examples and cases. Contents also include electrostatics of charges, magnetostatics, and the Maxwell Equation, as well as the motion of particles in electric and magnetic fields. Written by a leading physicist and teacher, Introduction to Electromagnetic Theory is the most current and comprehensive introduction to the field for advanced undergraduate and graduate physics students. Contents Preface Introduction Chapter 1: Mathematical Preliminaries Chapter 2: Electrostatics Chapter 3: Electrostatic Boundary Value Problems Chapter 4: Magnetostatics Chapter 5: lime-Dependent Magnetic Fields and Faraday's Law of Induction Chapter 6: Maxwell Equations and Electromagnetic Waves in Vaccum Chapter 7: Electrostatics of Dielectric Media Chapter 8: The Physics of Electric Conductivity Chapter 9: Magnetic Properties of Matter Chapter 10: Relativity and Electromagnetism Chapter 11: Electromagnetic Waves in Matter Chapter 12: Electromagnetic Waves in Bounded Media Chapter 13: Electromagnetic Radiation Chapter 14: Motion of Charged Particles in Electric and Magnetic Fields About the Author: Tai L. Chow Dr. Chow is a professor of
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