Transformation Optics-based Antennas
- 1st Edition - June 7, 2016
- Latest edition
- Authors: Shah Nawaz Burokur, André de Lustrac, Jianjia Yi, Paul-Henri Tichit
- Language: English
Transformation Optics-based Antennas is organized into two chapters that follow an introduction that presents the basic principles of the transformation optics concept. Two types… Read more
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Description
Description
Transformation Optics-based Antennas is organized into two chapters that follow an introduction that presents the basic principles of the transformation optics concept. Two types of transformation are presented, coordinate transformation and space transformation. Implementations using metamaterials are also discussed.
Chapter One focuses on coordinate transformation in the design of devices capable of modifying the electromagnetic appearance of a radiating source. Transformation of a directive radiation pattern into an isotropic one (and vice-versa) through space stretching and compression, respectively, and the possibility of creating multiple beams are also studied.
Chapter Two deals with devices designed using space transformation concepts. Quasi-conformal transformation optics (QCTO) are applied for the design of lenses, either to compensate for the phase shift created by the conformation of an array of sources or to steer a beam to an off-normal direction.
Key features
Key features
- Focuses firstly on the theoretical tools that define transformation optics
- Address the origin of these concepts by analyzing Fermat’s principle
- Details the basic approaches and methods needed to design practical applications of transformation optics concepts
Readership
Readership
Table of contents
Table of contents
2. Coordinate Transformation Concept: Transformation of Electromagnetic Sources.
3. Space Transformation Concept: Controlling the Path of Electromagnetic Waves
Product details
Product details
- Edition: 1
- Latest edition
- Published: June 7, 2016
- Language: English
About the authors
About the authors
SB
Shah Nawaz Burokur
Ad
André de Lustrac
JY
Jianjia Yi
PT