Balanis, Constantine A.,  1938- <br/><br/>
Balanis' advanced engineering electromagnetics / 
Constantine A. Balanis. 
 - Third edition. 
 - 1 online resource (xxiii, 1110 pages) :  illustrations ; 
<br/><br/>Includes bibliographical references and index. 
<br/><br/>Table of Contents<br/>Preface xix<br/><br/>About the Companion Website xxiii<br/><br/>1 Time-Varying and Time-Harmonic Electromagnetic Fields 1<br/><br/>1.1 Introduction 1<br/><br/>1.2 Maxwell’s Equations 2<br/><br/>1.3 Constitutive Parameters and Relations 5<br/><br/>1.4 Circuit-Field Relations 7<br/><br/>1.5 Boundary Conditions 12<br/><br/>1.6 Power and Energy 18<br/><br/>1.7 Time-Harmonic Electromagnetic Fields 21<br/><br/>1.8 Multimedia 29<br/><br/>References 29<br/><br/>Problems 30<br/><br/>2 Electrical Properties of Matter 41<br/><br/>2.1 Introduction 41<br/><br/>2.2 Dielectrics, Polarization, and Permittivity 43<br/><br/>2.3 Magnetics, Magnetization, and Permeability 50<br/><br/>2.4 Current, Conductors, and Conductivity 57<br/><br/>2.5 Semiconductors 61<br/><br/>2.6 Superconductors 66<br/><br/>2.7 Metamaterials 68<br/><br/>2.8 Linear, Homogeneous, Isotropic, and Nondispersive Media 69<br/><br/>2.9 A.C. Variations in Materials 70<br/><br/>2.10 Multimedia 92<br/><br/>References 92<br/><br/>Problems 93<br/><br/>3 Wave Equation and Its Solutions 103<br/><br/>3.1 Introduction 103<br/><br/>3.2 Time-Varying Electromagnetic Fields 103<br/><br/>3.3 Time-Harmonic Electromagnetic Fields 105<br/><br/>3.4 Solution to the Wave Equation 106<br/><br/>3.5 Multimedia 125<br/><br/>References 125<br/><br/>Problems 125<br/><br/>4 Wave Propagation and Polarization 127<br/><br/>4.1 Introduction 127<br/><br/>4.2 Transverse Electromagnetic Modes 127<br/><br/>4.3 Transverse Electromagnetic Modes in Lossy Media 142<br/><br/>4.4 Polarization 151<br/><br/>4.5 Multimedia 171<br/><br/>References 171<br/><br/>Problems 172<br/><br/>5 Reflection and Transmission 179<br/><br/>5.1 Introduction 179<br/><br/>5.2 Normal Incidence—Lossless Media 179<br/><br/>5.3 Oblique Incidence—Lossless Media 183<br/><br/>5.4 Lossy Media 204<br/><br/>5.5 Reflection and Transmission of Multiple Interfaces 212<br/><br/>5.6 Polarization Characteristics on Reflection 228<br/><br/>5.7 Metamaterials 235<br/><br/>5.8 Multimedia 253<br/><br/>References 254<br/><br/>Problems 256<br/><br/>6 Auxiliary Vector Potentials, Construction of Solutions, and Radiation and Scattering Equations 271<br/><br/>6.1 Introduction 271<br/><br/>6.2 The Vector Potential A 272<br/><br/>6.3 The Vector Potential F 274<br/><br/>6.4 The Vector Potentials A and F 275<br/><br/>6.5 Construction of Solutions 277<br/><br/>6.6 Solution of the Inhomogeneous Vector Potential Wave Equation 291<br/><br/>6.7 Far-Field Radiation 295<br/><br/>6.8 Radiation and Scattering Equations 296<br/><br/>6.9 Multimedia 317<br/><br/>References 317<br/><br/>Problems 318<br/><br/>7 Electromagnetic Theorems and Principles 323<br/><br/>7.1 Introduction 323<br/><br/>7.2 Duality Theorem 323<br/><br/>7.3 Uniqueness Theorem 325<br/><br/>7.4 Image Theory 327<br/><br/>7.5 Reciprocity Theorem 335<br/><br/>7.6 Reaction Theorem 337<br/><br/>7.7 Volume Equivalence Theorem 338<br/><br/>7.8 Surface Equivalence Theorem: Huygens’ Principle 340<br/><br/>7.9 Induction Theorem (Induction Equivalent) 345<br/><br/>7.10 Physical Equivalent and Physical Optics Equivalent 349<br/><br/>7.11 Induction and Physical Equivalent Approximations 351<br/><br/>7.12 Multimedia 356<br/><br/>References 356<br/><br/>Problems 357<br/><br/>8 Rectangular Cross-Section Waveguides and Cavities 365<br/><br/>8.1 Introduction 365<br/><br/>8.2 Rectangular Waveguide 366<br/><br/>8.3 Rectangular Resonant Cavities 396<br/><br/>8.4 Hybrid (LSE and LSM) Modes 404<br/><br/>8.5 Partially Filled Waveguide 407<br/><br/>8.6 Transverse Resonance Method 419<br/><br/>8.7 Dielectric Waveguide 422<br/><br/>8.8 Stripline and Microstrip Lines 450<br/><br/>8.9 Ridged Waveguide 461<br/><br/>8.10 Multimedia 464<br/><br/>References 467<br/><br/>Problems 468<br/><br/>9 Circular Cross-Section Waveguides and Cavities 479<br/><br/>9.1 Introduction 479<br/><br/>9.2 Circular Waveguide 479<br/><br/>9.3 Circular Cavity 496<br/><br/>9.4 Radial Waveguides 505<br/><br/>9.5 Dielectric Waveguides and Resonators 512<br/><br/>9.6 Multimedia 537<br/><br/>References 537<br/><br/>Problems 539<br/><br/>10 Spherical Transmission Lines and Cavities 547<br/><br/>10.1 Introduction 547<br/><br/>10.2 Construction of Solutions 547<br/><br/>10.3 Biconical Transmission Line 555<br/><br/>10.4 The Spherical Cavity 559<br/><br/>10.5 Multimedia 567<br/><br/>References 567<br/><br/>Problems 567<br/><br/>11 Scattering 573<br/><br/>11.1 Introduction 573<br/><br/>11.2 Infinite Line-Source Cylindrical Wave Radiation 574<br/><br/>11.3 Plane Wave Scattering by Planar Surfaces 581<br/><br/>11.4 Cylindrical Wave Transformations and Theorems 597<br/><br/>11.5 Scattering by Circular Cylinders 605<br/><br/>11.6 Scattering By a Conducting Wedge 637<br/><br/>11.7 Spherical Wave Orthogonalities, Transformations, and Theorems 648<br/><br/>11.8 Scattering by a Sphere 653<br/><br/>11.9 Multimedia 663<br/><br/>References 664<br/><br/>Problems 666<br/><br/>12 Integral Equations and the Moment Method 677<br/><br/>12.1 Introduction 677<br/><br/>12.2 Integral Equation Method 678<br/><br/>12.3 Electric and Magnetic Field Integral Equations 701<br/><br/>12.4 Finite-Diameter Wires 721<br/><br/>12.5 Computer Codes 730<br/><br/>12.6 Multimedia 733<br/><br/>References 733<br/><br/>Problems 735<br/><br/>13 Geometrical Theory of Diffraction 739<br/><br/>13.1 Introduction 739<br/><br/>13.2 Geometrical Optics 740<br/><br/>13.3 Geometrical Theory of Diffraction: Edge Diffraction 759<br/><br/>13.4 Computer Codes 827<br/><br/>13.5 Multimedia 829<br/><br/>References 830<br/><br/>Problems 833<br/><br/>14 Diffraction by a Wedge with Impedance Surfaces 847<br/><br/>14.1 Introduction 847<br/><br/>14.2 Impedance Surface Boundary Conditions 849<br/><br/>14.3 Impedance Surface Reflection Coefficients 850<br/><br/>14.4 The Maliuzhinets Impedance Wedge Solution 852<br/><br/>14.5 Geometrical Optics 854<br/><br/>14.6 Surface Wave Terms 863<br/><br/>14.7 Diffracted Fields 865<br/><br/>14.8 Surface Wave Transition Field 873<br/><br/>14.9 Computations 875<br/><br/>14.10 Multimedia 877<br/><br/>References 878<br/><br/>Problems 881<br/><br/>15 Green’s Functions 883<br/><br/>15.1 Introduction 883<br/><br/>15.2 Green’s Functions in Engineering 884<br/><br/>15.3 Sturm-Liouville Problems 889<br/><br/>15.4 Two-Dimensional Green’s Function in Rectangular Coordinates 906<br/><br/>15.5 Green’s Identities and Methods 917<br/><br/>15.6 Green’s Functions of the Scalar Helmholtz Equation 923<br/><br/>15.7 Dyadic Green’s Functions 935<br/><br/>15.8 Multimedia 938<br/><br/>References 938<br/><br/>Problems 939<br/><br/>16 Artificial Impedance Surfaces 943<br/><br/>16.1 Introduction 943<br/><br/>16.2 Corrugations 945<br/><br/>16.3 Artificial Magnetic Conductors, Electromagnetic Bandgap, and Photonic Bandgap Surfaces 947<br/><br/>16.4 Design of Mushroom AMC 950<br/><br/>16.5 Surface-Wave Dispersion Characteristics 955<br/><br/>16.6 Limitations of The Design 959<br/><br/>16.7 Applications of AMCs 959<br/><br/>16.8 RCS Reduction Using Checkerboard Metasurfaces 960<br/><br/>16.9 Antenna Fundamental Parameters and Figures-of-Merit 980<br/><br/>16.10 Antenna Applications 982<br/><br/>16.11 High-Gain Printed Leaky-Wave Antennas Using Metasurfaces 997<br/><br/>16.12 Metasurface Leaky-Wave Antennas 999<br/><br/>16.13 Multimedia 1013<br/><br/>References 1014<br/><br/>Problems 1019<br/><br/>Appendix I Identities 1023<br/><br/>Appendix II Vector Analysis 1027<br/><br/>Appendix III Fresnel Integrals 1037<br/><br/>Appendix IV Bessel Functions 1043<br/><br/>Appendix V Legendre Polynomials and Functions 1057<br/><br/>Appendix VI the Method of Steepest Descent (saddle-point Method) 1073<br/><br/>Glossary 1079<br/><br/>Index 1085 
<br/><br/> "Electromagnetic field theory is a discipline concerned with the study of charges, at rest and in motion, that produce currents and electric-magnetic fields. It is, therefore, fundamental to the study of electrical engineering and physics and indispensable to the understanding, design, and operation of many practical systems using antennas, scattering, microwave circuits and devices, radio-frequency and optical communications, wireless communications, broadcasting, geosciences and remote sensing, radar, radio astronomy, quantum electronics, solid-state circuits and devices, electromechanical energy conversion, and even computers. Circuit theory, a required area in the study of electrical engineering, is a special case of electromagnetic theory, and it is valid when the physical dimensions of the circuit are small compared to the wavelength. Circuit concepts, which deal primarily with lumped elements, must be modified to include distributed elements and coupling phenomena in studies of advanced systems. For example, signal propagation, distortion, and coupling in microstrip lines used in the design of sophisticated systems (such as computers and electronic packages of integrated circuits) can be properly accounted for only by understanding the electromagnetic field interactions associated with them. The study of electromagnetics includes both theoretical and applied concepts. The theoretical concepts are described by a set of basic laws formulated primarily through experiments conducted during the nineteenth century by many scientists-Faraday, Ampere, Gauss, Lenz, Coulomb, Volta, and others. Although Maxwell had come up with 20 equations with 20 variables, it was Heaviside and Hertz that both independently put them into a consistent and compact vectorial form. Both Heaviside and Hertz named them in honor of Maxwell, and today they are the widely acclaimed Maxwell's equations. The applied concepts of electromagnetics are formulated by applying the theoretical concepts to the design and operation of practical systems. In this chapter, we will review Maxwell's equations (both in differential and integral forms), describe the relations between electromagnetic field and circuit theories, derive the boundary conditions associated with electric and magnetic field behavior across interfaces, relate power and energy concepts for electromagnetic field and circuit theories, and specialize all these equations, relations, conditions, concepts, and theories to the study of time-harmonic fields."-- 
<br/><br/><br/>CONSTANTINE A. BALANIS is Regents Professor Emeritus of Electrical Engineering at Arizona State University, USA. He received his BSEE from Virginia Tech in 1964, his MEE from the University of Virginia in 1966, his PhD in Electrical Engineering from The Ohio State University in 1969, and an honorary doctorate from the Aristotle University of Thessaloniki (AUTH). Professor Balanis is a Life Fellow of IEEE, author of Antenna Theory: Analysis and Design, and editor of Modern Antenna Handbook, both published by Wiley. 
<br/><br/><label>ISBN: </label>9781394180011 1394180012 
<br/><br/><label>LCCN: </label>2023023649 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Electromagnetism.
<br/><br/><label>Index Terms--Genre/Form: </label><br/>Electronic books.