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The Transmission–Line Modeling Method. Tlm. IEEE Press Series on Electromagnetic Wave Theory

  • ID: 2181727
  • Book
  • 232 Pages
  • John Wiley and Sons Ltd
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A volume in the IEEE/OUP Series on Electromagnetic Wave Theory
Donald G. Dudley, Series Editor

" easy to read, well–structured and to–the–point a complete collection of basic concepts, formulas, and algorithms."
Wolfgang J. R. Hoefer, Professor, University of Virginia

Gain a thorough understanding of one of the most important simulation tools in computational electromagnetics with The Transmission–Line Modeling Method: TLM, a comprehensive treatment that ranges from the basic principles to advanced formulations and applications. Written by renowned researcher Christos Christopoulos, this book covers a broad area of electromagnetics, including microwaves, antennas, radar cross–section, electromagnetic compatability, and electromagnetic heating. In addition, you will find a clear explanation of modeling principles from lumped components through one–, two, and three–dimensional complex systems. This book is ideal for electrical and electronics engineers, students, and research scientists who want a clear understanding of TLM and its applications to electromagnetic modeling, simulation, and the design of components, devices, and systems.

Also in the series Mathematical Foundations for Electromagnetic Theory Donald G. Dudley, University of Arizona, Tucson 1994 Hardcover 256 pp

Radiation and Scattering of Waves An IEEE Press Classic Reissue Leopold B. Felsen and Nathan Marcuvitz 1994 Hardcover 928 pp

Dyadic Green Functions in Electromagnetic Theory Second Edition Chen–To Tai, University of Michigan 1994 Hardcover 360 pp

About the series Formerly the IEEE Press Series on Electromagnetic Waves, this new joint series between IEEE Press and Oxford University Press offers even better coverage of the field with new titles as well as reprintings and revisions of recognized classics that maintain long–term archival significance in electromagnetic waves and applications. Designed specifically for graduate students, practicing engineers, and researchers, this series provides affordable volumes that explore electromagnetic waves and applications beyond the undergraduate level.

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Chapter 1: Introduction to Numerical Modeling.

Modeling as an Intellectual Activity.

Classification of Numerical Methods.

Electrical Circuit Analogs of Physical Systems.


Chapter 2: Transmission Line Theory.

Transient Response of a Line.

Sinusoidal Steady–State Response of a Line.

Dispersive Effects in Discretized Transmission Line Models.


Chapter 3: Discrete Models of Lumped Components.

"Link" and "Stub" Models of Capacitors.

"Link" and "Stub" Models of Inductors.

Examples of Mixed Link and Stub Models.

Modeling of Nonlinear Elements.

Modeling of Coupled Elements.

Generalized Discrete TLM Modeling.


Chapter 4: One–Dimensional TLM Models.

TLM Model of a Lossy Transmission Line.

TLM Models for One–Dimensional Electromagnetic Problems.

Study of Dispersive Effects in One–Dimensional TLM Models.


Chapter 5: Two–Dimensional TLM Models.

The Series TLM Node.

The Shunt TLM Node.

Dispersion in a Two–Dimensional Mesh.

Duality in Electromagnetics.


Chapter 6: Three–Dimensional TLM Models.

The Development of Three–Dimensional Nodes.

The Symmetrical Condensed Node.

The Variable Mesh SCN.

The Hybrid SCN.

An Alternative Derivation of Scattering Properties.

The Multigrid TLM Mesh.


Chapter 7: The Application of TLM to Diffusion Problems.

One–Dimensional Diffusion Models.

Two–Dimensional Diffusion Models.

Three–Dimensional Diffusion Models.

Applications of the TLM Model of Diffusion Processes.


Chapter 8: TLM in Vibration and Acoustics.

Torsional Waves.

Sound Waves.


Chapter 9: Application of TLM to Electromagnetic Problems.

Electromagnetic Compatibility.

Microwave Design.

Radar Cross–Section (RCS).


Electromagnetic Heating.


Chapter 10: Special Topics in TLM.

Thin–Wire Formulations.

Narrow–Slot Formulations.

Thin–Panel Formulations.

Infinitely Adjustable Boundaries.

Frequency–Domain TLM (TLM–FD).

Implementation Issues in TLM.



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Christos Christopoulos
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