Maxwell’s Equations in Periodic Structures (Applied Mathematical Sciences, 208)
Maxwell’s Equations in Periodic Structures, by Gang Bao and Peijun Li, examines the mathematical analysis of electromagnetic waves in periodic media. Part of the Applied Mathematical Sciences series (volume 208), it provides essential tools for modeling and understanding wave behavior in structured environments, ideal for advanced students and researchers in mathematics and physics.
About This Book
Maxwell’s Equations in Periodic Structures delves into the application of fundamental electromagnetic principles within periodic media. Authored by Gang Bao and Peijun Li, this book provides a comprehensive examination suitable for researchers and students in applied mathematics.
The text focuses on the theoretical framework governing wave propagation in structured environments, emphasizing analytical techniques and modeling approaches. It builds on classical electromagnetism to address modern challenges in periodic systems.
As part of the Applied Mathematical Sciences series, volume 208, the book integrates mathematical rigor with practical implications for fields like photonics and materials science. Readers will find detailed derivations and problem-solving strategies essential for deeper understanding.
This work serves as a valuable resource for those advancing knowledge in wave theory and periodic structures, offering insights grounded in established scientific principles.
Reviews
No reviews yet. Be the first to review this book!