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- Herausgeber: John Wiley & Sons
- Kategorie: Wissenschaft und neue Technologien
- Sprache: Englisch
Electromagnetic Waves 2 examines antennas in the field of radio waves. It analyzes the conditions of use and the parameters that are necessary in order to create an effective antenna. This book presents antennas' definitions, regulations and fundamental equations, and describes the various forms of antennas that can be used in radio: horns, waveguides, coaxial cables, printed and miniature antennas. It presents the characterization methods and the link budgets as well as the digital methods that make the fine calculation of radio antennas possible. Electromagnetic Waves 2 is a collaborative work, completed only with the invaluable contributions of Ibrahima Sakho, Hervé Sizun and JeanPierre Blot, not to mention the editor, Pierre-Noël Favennec. Aimed at students and engineers, this book provides essential theoretical support for the design and deployment of wireless radio and optical communication systems.
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Seitenzahl: 297
Veröffentlichungsjahr: 2021
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List of Tabels
Chapter 1
Table 1.1.
Official ITU nomenclature of frequency bands
Table 1.2.
Nomenclature of IEEE fequency bands
Chapter 3
Table 3.1.
Coefficients χ for the first six modes for a circular guide
Guide
Cover
Table of Contents
Title Page
Copyright
Preface
Begin Reading
Appendix 1
Appendix 2
Appendix 3
Appendix 4
Appendix 5
List of Acronyms and Constants
References
List of Authors
Index
End User License Agreement
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SCIENCES
Waves, Field Directors – Pierre-Noël Favennec, Frédérique de Fornel
Electromagnetism, Subject Head – Pierre-Noël Favennec
Electromagnetic Waves 2
Antennas
Coordinated by
Pierre-Noël Favennec
First published 2020 in Great Britain and the United States by ISTE Ltd and John Wiley & Sons, Inc.
Apart from any fair dealing for the purposes of research or private study, or criticism or review, as permitted under the Copyright, Designs and Patents Act 1988, this publication may only be reproduced, stored or transmitted, in any form or by any means, with the prior permission in writing of the publishers, or in the case of reprographic reproduction in accordance with the terms and licenses issued by the CLA. Enquiries concerning reproduction outside these terms should be sent to the publishers at the undermentioned address:
ISTE Ltd
27-37 St George’s Road
London SW19 4EU
UK
www.iste.co.uk
John Wiley & Sons, Inc.
111 River Street
Hoboken, NJ 07030
USA
www.wiley.com
© ISTE Ltd 2020
The rights of Pierre-Noël Favennec to be identified as the author of this work have been asserted by him in accordance with the Copyright, Designs and Patents Act 1988.
Library of Congress Control Number: 2020937434
British Library Cataloguing-in-Publication Data
A CIP record for this book is available from the British Library
ISBN 978-1-78945-007-1
ERC code:
PE2 Fundamental Constituents of Matter
PE2_6 Electromagnetism
Preface
Pierre-Noël FAVENNEC
ArmorScience, Lannion, France
Any electric charge set in motion produces electromagnetic radiation which propagates in space. This property is the basis of radioelectric, or photonic radiation production, used in particular in radio, television and communication systems among others. Any system supplied with electricity, or any element provided with electric charge, emits electromagnetic radiation and generates an electric and/or magnetic field in its close, or even distant, vicinity which is known as an “electromagnetic field”.
Before Maxwell’s work, we understood physical reality in terms of material points. After it, we represented physical reality with continuous fields. The concept of a field finds its origin, and its name, in the idea of describing a physical phenomenon from an underlying medium, which would explain the physical properties of space (a field of forces for a field of wheat subjected to the wind). Following Maxwell’s research, the fields acquired an autonomous existence and reached the status of physical beings in their own right, no longer describing “the place where” but “the thing that”. This movement was largely supported by the development of the mathematical formalism of the fields, in terms of partial differential equations. This, with regard to electricity and magnetism, is the content of Maxwell’s theory which he published in 1861.
Maxwell is one of the greatest scientists, who changed our view of the world. He made a decisive contribution to the unifying and synthetic vision of electricity and magnetism. He showed that two domains, that of electric charges and their interactions and that of currents and magnetism, were only two facets of the same problem. Synthesized by four equations combining in the same formalism their respective characteristic magnitudes. He stated these interactions in clear mathematical language: Maxwell’s equations. The vision of a universe formed by particles was succeeded by a world governed by fields, acting from a distance.
The electromagnetic field is the set of vector fields (, ). The properties of the electromagnetic field at a point in space are determined by the properties of the electric field and the magnetic field at a point. In physics, the term “field” refers to the situation where we are in the presence of a physical magnitude distributed in a given region of space. This magnitude has a value determined at each point in this space and at all times. Having an area of space where there is an electromagnetic field, means that at each point in this space, we have two vector variables and .
Electromagnetic waves are produced by excited matter. The deexcitation of the excited source produces around it a periodic variation of the electromagnetic field which propagates gradually in the vacuum at the phase speed (or propagation speed) close to 300,000 km per second. Depending on their emission frequency domain, they have different names: radio waves for the lowest frequencies, infrared waves, visible optical waves, then ultraviolet, then for the highest frequencies, X-rays and gamma rays. The electromagnetic wave propagates: a variable electric field generates a variable magnetic field and conversely a variable magnetic field generates a variable electric field. The conjoint propagation of these variations in a region constitutes a continuous wave phenomenon, capable of propagating (across the vacuum at 300,000 kilometers per second), transporting energy without the need for material support.
Waves are vibrations that propagate from one place to another in space, in a material medium or in a vacuum. Electromagnetic vibrations (electromagnetic waves) are waves obeying the laws of electromagnetism. Mechanical vibrations (pendulum, acoustics, etc.) obey the laws of mechanics, but often these mechanical vibrations are in fact fundamentally electromagnetic, due to the electromagnetic interactions of atoms and molecules of materials; they are described by “approximate” laws according to movements following the laws of mechanics.
Characterizing or measuring an electromagnetic field is carried out via current or voltage measurements. The electromagnetic field located in one place is the set of vector fields (, ). Sensors or antennas measure, at a given point, the currents or voltages resulting from the field from the different vector magnitudes and . Subsequent processing can, if useful, select the different frequencies.
In our everyday life, the environmental electromagnetic field does not arise from a single source. There are fields of natural origin (the sun, galaxy, geomagnetism, etc.) and those of human origin (household materials, transport, telecommunications, energy supply, etc.). Each point on the planet is subjected to a fairly intense electromagnetic “bath” depending on its location. The drawing below, envisaged by Michel Urien, shows that we are all “willingly” bathed in these electromagnetic waves. Let us try to understand our electromagnetic environment!
Figure P.1.A wave bath envisaged by Michel Urien1
This referenced work, presented in two inseparable volumes, is essential for any student, engineer or researcher wishing to understand electromagnetism and all the technologies derived from it.
Volume 1 is oriented towards the basic phenomena explaining electromagnetism: the famous Maxwell equations – essential to know – then the propagation phenomena of electromagnetic waves. It only concerns non-ionizing radiation, which is radiation from waves whose energies are insufficient to ionize an atom, that is to say incapable of removing an electron from matter. This excludes all radiation with an energy greater than 12.4 eV, that is that generated by X-ray and gamma ray emitters. This work is made up of two chapters.
In Chapter 1, Ibrahima Sakho presents the Maxwell equations as clearly as possible. These equations are essential to comprehensively approach electromagnetism and all its derived fields such as radioelectricity, photonics, geolocation, measurement, telecommunications, medical imagery, radio astronomy, etc.
In Chapter 2, Hervé Sizun describes the propagation phenomena of electromagnetic, radio and photonic waves. Many factors, often complex, must be taken into account to properly understand these propagation problems in free and sometimes confined spaces.
In Volume 2, Jean-Pierre Blot, expert in radio antennas of all configurations, directs his analysis towards antennas, essential elements for the detection of electromagnetic waves, their characterization and use. This volume is intended to describe what an effective antenna should be, according to various parameters and conditions of use. It does not address the detection problems specific to photonics. Photonics and these detection problems will be seen in a future publication of the “Waves” series.
Important appendices with essential information, presenting in particular mathematical tools, complete these two volumes.
References
Cartini, R. (1993). Panorama encyclopédique des sciences. Belin, Paris.
de Fornel, F., Favennec, P.-N. (eds) (2007). Mesures en électromagnétisme. Revue RS série I2M, 7(1–4).
Favennec, P.-N. (2008). Mesures de l’exposition humaine aux champs radio-électriques – Environnement radioélectrique. Techniques de l’Ingénieur, Saint-Denis.
Serres, M., Farouki, N. (1997). Dictionnaire des sciences. Flammarion, Paris.
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