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Many engineering students can recite Maxwell's equations, yet still cannot explain why a transmission line reflects a pulse back toward its source, why a hollow metal tube has a cutoff frequency below which no signal will pass, or how a current distribution on a piece of wire produces the far-field pattern of an antenna. This gap between formula and reasoning is common, and it is what this book is built to close.
Organized as one continuous development, the book begins with the vector calculus and coordinate-system tools that every later chapter depends on, then builds electrostatics, magnetostatics, and material behavior from stated assumptions through complete derivations and fully worked examples. It derives Maxwell's equations for time-varying fields and shows, step by step, how those equations lead to the electromagnetic wave equation, then carries that foundation through wave propagation, polarization, and behavior in lossy and dispersive media, reflection and transmission at boundaries, transmission-line theory and impedance matching, waveguide and cavity-resonator theory, antenna radiation and arrays, electromagnetic compatibility, and the numerical methods used in modern electromagnetic simulation.
Readers will work through:
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