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Full Description
The field of electromagnetics has seen considerable advances in recent years, based on the wide applications of numerical methods for investigating electromagnetic fields, microwaves, and other devices. Wide-Band Slow-Wave Systems: Simulation and Applications presents new technical solutions and research results for the analysis, synthesis, and design of slow-wave structures for modern electronic devices with super-wide pass-bands. It makes available, for the first time in English, significant research from the past 20 years that was previously published only in Russian and Lithuanian.
The authors examine electrodynamics, multiconductor lines, and numerical methods for the modeling, simulation, analysis, and design of various super-wide-band slow-wave structures, including helical, meander, and gutter-type systems.
The book features:
The electrodynamic method for analysis of helical structures containing periodical inhomogeneities
The multiconductor line method for analysis of complex helical, meander, and gutter-type wide-band slow-wave structures
The method of moments for modeling and analysis of multiconductor lines containing a limited number of lines and meander structures with limited length
Use of powerful software systems Microwave Office®, MICROWAVE STUDIO®, and MATLAB® for modeling, analysis, and design
A synergy of various methods for investigating and designing wide-band slow-wave structures
Solution of specific problems related to the design of wide-band and super-wide-band electrodynamic delay and deflection systems
Principles of computer-aided design of slow-wave structures
Presenting the theory, principles, properties, and applications of wide-band and super-wide-band slow-wave structures, this book will be of interest to students, engineers, researchers, and designers in the fields of electronic and microwave engineering.
Contents
Introduction. Analysis of Nonhomogeneous Helical Systems Using Electrodynamical Methods. Multiconductor Line Method. Calculation of Characteristic Impedances of Multiconductor Lines. Models and Properties of Slow-Wave Systems. Investigation of Slow-Wave Systems Applying Versatile Electromagnetic Simulation and Design Tools. Investigation of Slow-Wave Structures Using Synergy of Various Methods. Application of Slow-Wave Structures for Deflection of Electron Beams. Application of Slow-Wave Systems for Delay. Computer-Aided Design of Electrodynamical Delay Lines. Index.
