Electromagnetic Field Theory through Solved Problems

Electromagnetic Field Theory (EMFT) is often considered one of the most challenging subjects in electrical and electronics engineering, yet mastering it is essential for academic and professional success. This text-based course demystifies complex vector calculus and field equations by breaking them down into structured, step-by-step solved problems. By focusing on practical application, you will bridge the gap between abstract mathematical theory and real-world engineering scenarios. You will develop a strong intuitive understanding of how electric and magnetic fields behave, interact, and propagate through different media. What you'll learn: Understand foundational vector calculus, coordinate systems, and basic electrostatic principles; Solve complex problems involving Gauss's Law, electric potential, and boundary conditions; Apply Biot-Savart and Ampere's laws to determine magnetic fields in diverse configurations; Analyze time-varying fields and master the application of Maxwell's equations; Evaluate electromagnetic wave propagation, reflection, and transmission in various media; Practice solving typical exam-style questions with detailed, written step-by-step derivations. The course begins with essential mathematical foundations and core definitions before moving systematically through electrostatics, magnetostatics, and dynamic fields, ensuring you build confidence with every chapter. Designed specifically for engineering students and exam candidates, this course requires no prior advanced knowledge of electromagnetics, making it perfect for beginners or those needing a thorough refresher. Start reading today to transform your understanding of electromagnetic fields and excel in your exams.