Electromagnetics, microwave circuit and antenna design for communications engineering:
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Boston, Mass.
Artech House
2006
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| Ausgabe: | 2. ed. |
| Schriftenreihe: | Artech House antennas and propagation library
|
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Beschreibung: | Includes bibliographical references and index |
| Beschreibung: | XX, 729 S. Ill. |
| ISBN: | 1580539076 |
Internformat
MARC
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| 084 | |a ELT 490f |2 stub | ||
| 084 | |a ELT 720f |2 stub | ||
| 084 | |a ELT 730f |2 stub | ||
| 100 | 1 | |a Russer, Peter |d 1943- |e Verfasser |0 (DE-588)133096297 |4 aut | |
| 245 | 1 | 0 | |a Electromagnetics, microwave circuit and antenna design for communications engineering |c Peter Russer |
| 250 | |a 2. ed. | ||
| 264 | 1 | |a Boston, Mass. |b Artech House |c 2006 | |
| 300 | |a XX, 729 S. |b Ill. | ||
| 336 | |b txt |2 rdacontent | ||
| 337 | |b n |2 rdamedia | ||
| 338 | |b nc |2 rdacarrier | ||
| 490 | 0 | |a Artech House antennas and propagation library | |
| 500 | |a Includes bibliographical references and index | ||
| 650 | 4 | |a Antennes (Électronique) - Modèles mathématiques | |
| 650 | 4 | |a Champs électromagnétiques - Modèles mathématiques | |
| 650 | 4 | |a Circuits pour micro-ondes - Modèles mathématiques | |
| 650 | 4 | |a Mathematisches Modell | |
| 650 | 4 | |a Antennas (Electronics) |x Mathematical models | |
| 650 | 4 | |a Electromagnetic fields |x Mathematical models | |
| 650 | 4 | |a Microwave circuits |x Mathematical models | |
| 650 | 0 | 7 | |a Elektromagnetisches Feld |0 (DE-588)4014305-3 |2 gnd |9 rswk-swf |
| 650 | 0 | 7 | |a Mikrowelle |0 (DE-588)4039246-6 |2 gnd |9 rswk-swf |
| 689 | 0 | 0 | |a Elektromagnetisches Feld |0 (DE-588)4014305-3 |D s |
| 689 | 0 | 1 | |a Mikrowelle |0 (DE-588)4039246-6 |D s |
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Datensatz im Suchindex
| _version_ | 1804135364494884864 |
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| adam_text | ELECTROMAGNETICS, MICROWAVE CIRCUIT AND ANTENNA DESIGN FOR
COMMUNICATIONS ENGINEERING SECOND EDITION PETER RUSSER ARTECH HOUSE
BOSTON|LONDON ARTECHHOUSE.COM CONTENTS PREFACE XVII CHAPTER 1
INTRODUCTION 1 REFERENCES 6 CHAPTER 2 BASIC ELECTROMAGNETICS 9 2.1 THE
ELECTROMAGNETIC FIELD CONCEPT 9 2.2 FIELD INTENSITIES 12 2.3 CURRENT AND
FLUX DENSITIES 16 2.4 CONSTITUTIVE RELATIONS 18 2.5 THE CHARGE DENSITY
23 2.6 THE MAXWELL PUZZLE 24 2.7 THE INTEGRAL FORM OF MAXWELL S
EQUATIONS 26 2.8 THE ELECTROMAGNETIC WAVE 29 2.8.1 THE WAVE EQUATION 35
2.8.2 THE POLARIZATION OF ELECTROMAGNETIC WAVES 36 2.9 KIRCHHOFF S LAWS
38 2.10 MAXWELL S EQUATIONS IN LOCAL FORM 41 2.11 TIME-HARMONIC
ELECTROMAGNETIC FIELDS 43 2.12 MAXWELL S EQUATIONS IN THE FREQUENCY
DOMAIN 44 2.13 CURVILINEAR COORDINATES 46 2.14 BOUNDARY CONDITIONS 47
2.15 PROBLEMS 56 REFERENCES 59 VII VLTT ELECTROMAGNETICS CHAPTER 3
POTENTIALS AND WAVES 61 3.1 THE ELECTROMAGNETIC POTENTIALS 61 3.2 THE
HELMHOLTZ EQUATION 65 3.3 TIME-HARMONIC PLANE WAVES 67 3.3.1
TIME-HARMONIC PLANE WAVES IN LOSSLESS MEDIUM 69 3.3.2 COMPLEX WAVES 72
3.4 TM AND TE FIELDS AND WAVES 74 3.5 REFLECTION AND TRANSMISSION OF
PLANE WAVES 77 3.5.1 REFLECTION AND DIFFRACTION OF A TE WAVE AT A PLANE
BOUNDARY 80 3.5.2 REFLECTION AND DIFFRACTION OF A TM WAVE AT A PLANE
BOUNDARY 83 3.5.3 TOTAL REFLECTION 86 3.6 WAVES IN PLANAR LAYERED MEDIA
89 3.7 THIN CONDUCTING SHEETS 93 3.8 THE VECTOR WAVE EQUATION 94 3.9
CIRCULAR CYLINDRICAL WAVES 98 3.9.1 EXCITATION OF A CYLINDRIC WAVE BY A
UNIFORM CURRENT FILAMENT 101 3.10 SPHERICAL WAVES 102 3.11 PROBLEMS 106
REFERENCES 107 CHAPTER 4 CONCEPTS, METHODS, AND THEOREMS 109 4.1 ENERGY
AND POWER 109 4.2 FIELD THEORETIC FORMULATION OF TELLEGEN S THEOREM 116
4.3 SOURCES OF THE ELECTROMAGNETIC FIELD 118 4.4 THE UNIQUENESS THEOREM
120 4.5 THE EQUIVALENCE PRINCIPLE 121 4.6 BABINET S PRINCIPLE 123 4.7
RECIPROCITY 125 4.7.1 THE LORENTZ RECIPROCITY THEOREM 125 4.7.2 THE
RECIPROCITY THEOREM FOR IMPRESSED SOURCES 126 4.8 GREEN S FUNCTION 128
4.9 THE INTEGRAL EQUATION METHOD 133 4.10 THE FREE-SPACE GREEN S DYADIC
FORM 136 4.11 GREEN S THEOREMS 136 4.11.1 THE SCALAR GREEN S THEOREMS
136 4.11.2 GREEN S THEOREMS IN TWO DIMENSIONS 138 4.11.3 THE VECTOR
GREEN S THEOREMS 140 4.12 INTEGRAL FORMULATION OF THE EQUIVALENCE
PRINCIPLE 141 CONTENTS IX 4.13 THE STURM-LIOUVILLE EQUATION 143 4.14
SPECTRAL REPRESENTATION OF GREEN S FUNCTIONS 146 4.15 PROBLEMS 148
REFERENCES 148 CHAPTER 5 STATIC AND QUASISTATIC FIELDS 151 5.1
CONDITIONS FOR STATIC AND QUASISTATIC FIELDS 151 5.2 STATIC AND
QUASISTATIC ELECTRIC FIELDS 153 5.2.1 GREEN S FUNCTION FOR THE STATIC
ELECTRIC FIELD 153 5.2.2 CAPACITANCE 155 5.3 STATIC AND QUASISTATIC
MAGNETIC FIELDS 161 5.3.1 GREEN S FUNCTION FOR THE STATIC MAGNETIC FIELD
161 5.3.2 INDUCTANCE 163 5.4 THE LAPLACE EQUATION 169 5.4.1 POTENTIAL
SEPARATION PLANES 170 5.4.2 THREE-DIMENSIONAL LAPLACE EQUATION IN
CARTESIAN COORDINATES 171 5.5 CONFORMAL MAPPING 174 5.5.1 FIELD
OFANEUIPTICCYLINDRIC LINE 181 5.5.2 FIELD OFACOAXIAL LINE 183 5.5.3
PARALLEL WIRE LINE 186 5.6 THE SCHWARZ-CHRISTOFFEL TRANSFORMATION 191
5.6.1 THE COPLANAR LINE 193 5.6.2 THE COPLANAR STRIPLINE 196 5.6.3 THE
STRIPLINE 197 5.7 PROBLEMS 201 REFERENCES 204 CHAPTER 6 WAVES AT THE
SURFACE OF CONDUCTING MEDIA 207 6.1 TRANSVERSE MAGNETIC SURFACE WAVES
208 6.2 SURFACE CURRENTS 216 6.3 SURFACE CURRENT LOSSES 22 1 6.4
INDUCED SURFACE CURRENTS 224 6.5 PROBLEMS 227 REFERENCES 228 CHAPTER 7
TRANSMISSION-LINES AND WAVEGUIDES 229 7.1 INTRODUCTION 229 7.2 PHASE AND
GROUP VELOCITY 232 7.3 THE FIELD COMPONENTS 233 7.4 WAVEGUIDES FOR
TRANSVERSE ELECTROMAGNETIC WAVES 235 X ELECTROMAGNETICS 7.5
MULTICONDUCTOR TRANSMISSION-LINES 249 7.6 QUASI-TEM MODES OF
TRANSMISSION-LINES 254 7.6.1 QUASI-TEM MODES OF TWO-CONDUCTOR
TRANSMISSION-LINES 254 7.6.2 QUASI-TEM MODES OF MULTICONDUCTOR
TRANSMISSION-LINES 259 7.7 PLANAR TRANSMISSION-LINES 260 7.7.1 THE
MICROSTRIP LINE 260 7.7.2 QUASISTATIC APPROXIMATION FOR THE MICROSTRIP
LINE 262 7.7.3 COPLANAR WAVEGUIDE AND COPLANAR STRIPLINE 265 7.8 HOLLOW
WAVEGUIDES 266 7.8.1 TE MODES 266 7.8.2 TM MODES 270 7.8.3 MODAL
EXPANSIONS IN WAVEGUIDES 272 7.9 RECTANGULAR WAVEGUIDES 276 7.9.1
TRANSVERSE ELECTRIC MODES 276 7.9.2 TRANSVERSE MAGNETIC MODES 282 7.9.3
POWER FLOW IN THE WAVEGUIDE 284 7.9.4 ORTHOGONALITY OF THE WAVEGUIDE
MODES 285 7.9.5 GENERALIZED CURRENTS AND VOLTAGES IN WAVEGUIDES 286
7.9.6 ATTENUATION DUE TO CONDUCTOR LOSSES 289 7.9.7 ATTENUATION DUE TO
DIELECTRIC LOSSES 291 7.10 CIRCULAR CYLINDRIC WAVEGUIDES 292 7.10.1 THE
CIRCULAR WAVEGUIDE MODES 292 7.10.2 POWER FLOW AND ATTENUATION IN THE TE
0 I MODE 298 7.11 RADIAL WAVEGUIDES 300 7.11.1 RADIAL PARALLEL PLATE
WAVEGUIDE 300 7.11.2 WEDGED RADIAL PARALLEL PLATE WAVEGUIDE 307 7.12
SPHERICAL WAVEGUIDES 309 7.12.1 CONICAL WAVEGUIDE 311 7.12.2 BICONICAL
WAVEGUIDE 313 7.13 DIELECTRIC WAVEGUIDES AND OPTICAL FIBERS 316 7.13.1
HOMOGENEOUS PLANAR DIELECTRIC WAVEGUIDES 316 7.13.2 DIELECTRIC SLAB WITH
SINGLE-SIDED METALLIZATION 320 7.13.3 CIRCULAR DIELECTRIC WAVEGUIDES
WITH STEP INDEX PROFILE 322 7.14 PROBLEMS 329 REFERENCES 333 CONTENTS XI
CHAPTER 8 THE TRANSMISSION-LINE EQUATIONS 335 8.1 THE TRANSMISSION-LINE
CONCEPT 335 8.2 GENERALIZED VOLTAGES AND CURRENTS 337 8.3 SOLUTION OF
THE TRANSMISSION-LINE EQUATIONS 341 8.4 WAVE AMPLITUDES 344 8.5
REFLECTION COEFFICIENT AND SMITH CHART 346 8.5.1 IMPEDANCE MATCHING WITH
LUMPED ELEMENTS 353 8.5.2 IMPEDANCE MATCHING WITH STUBS 355 8.6 SOLUTION
OF THE MULTICONDUCTOR TRANSMISSION-LINE EQUATIONS 356 8.7 MULTIMODE
EXCITATION OF UNIFORM HOUOW WAVEGUIDES 363 8.7.1 THE TRANSVERSE FIELD
EQUATIONS 363 8.7.2 MODAL FIELD REPRESENTATION 366 8.7.3 MULTIMODE
TRANSMISSION-LINE EQUATIONS FOR HOLLOW WAVEGUIDES 368 8.7.4 MULTIMODE
TRANSMISSION-LINE EQUATIONS OF LOSSLESS WAVEGUIDES WITHOUT INTERNAL
SOURCES 374 8.8 GREEN S FUNCTIONS FOR TRANSMISSION-LINES 375 8.8.1
GREEN S FUNCTION FOR THE TRANSMISSION-LINE WITH MATCHED TERMINATIONS 378
8.8.2 GREEN S FUNCTION FOR THE TRANSMISSION-LINE WITH ARBITRARY LINEAR
PASSIVE TERMINATIONS 379 8.9 PROBLEMS 381 REFERENCES 384 CHAPTER 9
RESONANT CIRCUITS AND RESONATORS 385 9.1 THE LINEAR PASSIVE ONE-PORT 385
9.2 THE REACTANCE THEOREM 387 9.3 RESONANT CIRCUITS 389 9.4 THE
TRANSMISSION-LINE RESONATOR 392 9.5 CAVITY RESONATORS 395 9.5.1 THE
RECTANGULAR CAVITY RESONATOR 395 9.5.2 THE CIRCULAR CYLINDRIC CAVITY
RESONATOR 399 9.6 COUPLINGOF RESONANT CIRCUITS AND RESONATORS 402 9.6.1
THE LOADED QUALITY FACTOR 402 9.6.2 TERMINATION OF A TRANSMISSION-LINE
WITH A RESONANT CIRCUIT 403 9.6.3 INDUCTIVE COUPLINGOF CAVITY RESONATORS
405 9.7 ORTHOGONALITY OF THE RESONATOR MODES 407 9.8 EXCITATION OF
RESONATORS BY INTERNAL SOURCES 409 9.9 PROBLEMS 411 XU ELECTROMAGNETICS
REFERENCES 412 CHAPTER 10 PASSIVE MICROWAVE CIRCUITS 413 10.1 LINEAR
MULTIPORTS 413 10.2 SOURCE-FREE LINEAR MULTIPORTS 414 10.2.1 IMPEDANCE
AND ADMITTANCE REPRESENTATIONS 414 10.2.2 THE CHAIN MATRIX 415 10.2.3
THE SCATTERING MATRIX 419 10.2.4 THE TRANSMISSION MATRIX 424 10.3
TELLEGEN S THEOREM 425 10.3.1 CONNECTION NETWORKS 428 10.3.2 TELLEGEN S
THEOREM FOR DISCRETIZED FIELDS 429 10.4 THE POWER PROPERTIES 430 10.5
RECIPROCAL MULTIPORTS 431 10.6 ELEMENTARY TWO-PORTS 433 10.7 SIGNAL FLOW
GRAPHS 436 10.8 LUMPED ELEMENT EQUIVALENT CIRCUITS 439 10.8.1 FOSTER
REPRESENTATION OF REACTANCE MULTIPORTS 439 10.8.2 CAUER REPRESENTATION
OF RADIATING STRUCTURES 445 10.9 OBSTACLES IN WAVEGUIDES 450 10.10 THE
SYMMETRY PROPERTIES OF WAVEGUIDE JUNCTIONS 456 10.10.1 SYMMETRIE
THREE-PORT WAVEGUIDE JUNCTIONS 457 10.10.2 SYMMETRIE FOUR-PORT WAVEGUIDE
JUNCTIONS 460 10.11 PROBLEMS 463 REFERENCES 466 CHAPTER 11 PERIODIC
STRUCTURES AND FILTERS 467 11.1 PERIODIC ELECTROMAGNETIC STRUCTURES 467
11.1.1 TE MODES IN RECTANGULAR PERIODIC WAVEGUIDES 467 11.1.2 SINUSOIDAL
VARIATION OF THE PERMITTIVITY 472 11.2 WAVE PARAMETER THEORY OF
TWO-PORTS 474 11.3 LUMPED LOW-PASS FILTER PROTOTYPES 481 11.3.1 THE
BUTTERWORTH PROTOTYPE 482 11.3.2 THE CHEBYSHEV PROTOTYPE 485 11.4 LADDER
FILTER NETWORKS 488 11.4.1 BUTTERWORTH LADDER NETWORKS 489 11.4.2
CHEBYSHEV LADDER NETWORKS 490 11.5 FREQUENCY TRANSFORMATION 492 11.5.1
LOW-PASS TO HIGH-PASS TRANSFORMATION 492 11.5.2 LOW-PASS TO BAND-PASS
TRANSFORMATION 493 11.5.3 LOW-PASS TO BAND-STOP TRANSFORMATION 495
CONTENTS XM 11.6 TRANSMISSION-LINE WITH PERIODIC LOAD 497 11.7 PLANE
WAVE SCATTERING BY PERIODIC STRUCTURES 501 11.7.1 SCATTERING OF TE WAVES
BY PERIODIC STRUCTURES 501 11.7.2 SCATTERING OF TM WAVES BY PERIODIC
STRUCTURES 505 11.8 METAMATERIALS 507 11.9 PROBLEMS 515 REFERENCES 517
CHAPTER 12 RADIATION FROM DIPOLES 519 12.1 THE HERTZIAN DIPOLE 519 12.2
APERIODIC SPHERICAL WAVES 524 12.3 VERTICALLY ORIENTED ELECTRIC DIPOLE
OVER LOSSY HALF-SPACE 528 12.3.1 THE FAR-FIELD OF THE VERTICAL DIPOLE
OVER GROUND 538 12.3.2 THE SURFACE WAVE 539 12.4 HORIZONTALLY ORIENTED
ELECTRIC DIPOLE OVER LOSSY HALF-SPACE 540 12.5 PROBLEMS 544 REFERENCES
545 CHAPTER 13 ANTENNAS 547 13.1 INTRODUCTION 547 13.2 LINEAR ANTENNAS
549 13.3 THE INTEGRAL EQUATION FOR THE LINEAR ANTENNA 555 13.4 THE
IMPEDANCEOF THE LINEAR ANTENNA 558 13.5 THE LOOP ANTENNA 560 13.6
RECEIVING ANTENNAS 563 13.6.1 THE HERTZIAN DIPOLE AS RECEIVING ANTENNA
563 13.6.2 THE LOOP ANTENNA AS RECEIVING ANTENNA 564 13.6.3 THE LINEAR
DIPOLE ANTENNA AS RECEIVING ANTENNA 565 13.7 GAIN AND EFFECTIVE ANTENNA
APERTURE 569 13.8 ANTENNA ARRAYS 575 13.8.1 LINEAR ANTENNA ARRAYS 575
13.8.2 CIRCULAR ANTENNA ARRAYS 577 13.9 APERTURE ANTENNAS 578 13.9.1
RADIATING APERTURES 578 13.9.2 HOERN ANTENNAS 582 13.9.3 GAIN AND
EFFECTIVE AREA OF APERTURE ANTENNAS 585 13.9.4 MIRROR AND LENS ANTENNAS
587 13.9.5 SLOT ANTENNAS 589 13.10 MICROSTRIP ANTENNAS 591 13.10.1
PLANAR RECTANGULAR PATCH ANTENNA 593 XIV ELECTROMAGNETICS 13.11
BROADBAND ANTENNAS 595 13.12 PROBLEMS 597 REFERENCES 601 CHAPTER 14
NUMERICAL ELECTROMAGNETICS 603 14.1 INTRODUCTION 603 14.2 THE METHODOF
MOMENTS 605 14.3 THE TRANSMISSION-LINE MATRIX METHOD 611 14.4 THE MODE
MATCHING METHOD 617 REFERENCES 623 APPENDIX A VECTORS AND DIFFERENTIAL
FORMS 627 A.L VECTORS 627 A.2 DIFFERENTIAL FORMS 631 A.2.1 PRODUCTS OF
EXTERIOR DIFFERENTIAL FORMS 632 A.2.2 THE CONTRACTION 633 A.2.3 THE
EXTERIOR DERIVATIVE 634 A.2.4 THE LAPLACE OPERATOR 635 A.3 STOKES
THEOREM 636 A.4 CURVILINEAR COORDINATES 640 A.4.1 GENERAL CYLINDRICAL
COORDINATES 646 A.4.2 CIRCULAR CYLINDRIC COORDINATES 647 A.4.3 SPHERICAL
COORDINATES 650 A.4.4 TWISTED FORMS 653 A.4.5 INTEGRATION OF
DIFFERENTIAL FORMS BY PULLBACK 653 A.5 DOUBLE DIFFERENTIAL FORMS 654 A.6
RELATIONS BETWEEN EXTERIOR CALCULUS AND CONVENTIONAL VECTOR NOTATION 656
A.6.1 DIFFERENTIAL OPERATORS 656 A.6.2 MAXWELL S EQUATIONS 656
REFERENCES 657 APPENDIX B SPECIAL FUNCTIONS 659 B.L ORDINARY BESSEL
FUNCTIONS 659 B.2 MODIFIED BESSEL FUNCTIONS 662 B.3 SPHERICAL BESSEL
FUNCTIONS 665 B.4 LEGENDRE POLYNOMIALS 667 B.5 SPHERICAL HARMONICS 670
REFERENCES 672 CONTENTS XV APPENDIX C APPENDIX D APPENDIX E LINEAR
ALGEBRA C.L C.2 C.3 C.4 UNITARY VECTOR SPACE DIAGONALIZATION OF A MATRIX
MATRIX FUNCTIONS THE HUBERT SPACE C.4.1 LINEAR OPERATORS IN C.4.2
FUNCTION SPACES HUBERT SPACE C.4.3 FUNCTION SPACES WITH BIORTHOGONAL
BASIS REFERENCES FOURIER SERIES AND FOURIER TRANSFORM D.L D.2 D.3 THE
FOURIER SERIES THE FOURIER INTEGRAL THE DELTA DISTRIBUTION REFERENCES
COMPLEX INTEGRATION E.L E.2 E.3 ANALYTIC FUNCTIONS THE RESIDUE THEOREM
THE SADDLE-POINT METHOD REFERENCES 673 673 679 681 683 686 691 693 696
697 697 699 701 704 705 705 707 708 710 LIST OF SYMBOLS 711 ABOUT THE
AUTHOR 717 INDEX 719
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| adam_txt |
ELECTROMAGNETICS, MICROWAVE CIRCUIT AND ANTENNA DESIGN FOR
COMMUNICATIONS ENGINEERING SECOND EDITION PETER RUSSER ARTECH HOUSE
BOSTON|LONDON ARTECHHOUSE.COM CONTENTS PREFACE XVII CHAPTER 1
INTRODUCTION 1 REFERENCES 6 CHAPTER 2 BASIC ELECTROMAGNETICS 9 2.1 THE
ELECTROMAGNETIC FIELD CONCEPT 9 2.2 FIELD INTENSITIES 12 2.3 CURRENT AND
FLUX DENSITIES 16 2.4 CONSTITUTIVE RELATIONS 18 2.5 THE CHARGE DENSITY
23 2.6 THE MAXWELL PUZZLE 24 2.7 THE INTEGRAL FORM OF MAXWELL'S
EQUATIONS 26 2.8 THE ELECTROMAGNETIC WAVE 29 2.8.1 THE WAVE EQUATION 35
2.8.2 THE POLARIZATION OF ELECTROMAGNETIC WAVES 36 2.9 KIRCHHOFF'S LAWS
38 2.10 MAXWELL'S EQUATIONS IN LOCAL FORM 41 2.11 TIME-HARMONIC
ELECTROMAGNETIC FIELDS 43 2.12 MAXWELL'S EQUATIONS IN THE FREQUENCY
DOMAIN 44 2.13 CURVILINEAR COORDINATES 46 2.14 BOUNDARY CONDITIONS 47
2.15 PROBLEMS 56 REFERENCES 59 VII VLTT ELECTROMAGNETICS CHAPTER 3
POTENTIALS AND WAVES 61 3.1 THE ELECTROMAGNETIC POTENTIALS 61 3.2 THE
HELMHOLTZ EQUATION 65 3.3 TIME-HARMONIC PLANE WAVES 67 3.3.1
TIME-HARMONIC PLANE WAVES IN LOSSLESS MEDIUM 69 3.3.2 COMPLEX WAVES 72
3.4 TM AND TE FIELDS AND WAVES 74 3.5 REFLECTION AND TRANSMISSION OF
PLANE WAVES 77 3.5.1 REFLECTION AND DIFFRACTION OF A TE WAVE AT A PLANE
BOUNDARY 80 3.5.2 REFLECTION AND DIFFRACTION OF A TM WAVE AT A PLANE
BOUNDARY 83 3.5.3 TOTAL REFLECTION 86 3.6 WAVES IN PLANAR LAYERED MEDIA
89 3.7 THIN CONDUCTING SHEETS 93 3.8 THE VECTOR WAVE EQUATION 94 3.9
CIRCULAR CYLINDRICAL WAVES 98 3.9.1 EXCITATION OF A CYLINDRIC WAVE BY A
UNIFORM CURRENT FILAMENT 101 3.10 SPHERICAL WAVES 102 3.11 PROBLEMS 106
REFERENCES 107 CHAPTER 4 CONCEPTS, METHODS, AND THEOREMS 109 4.1 ENERGY
AND POWER 109 4.2 FIELD THEORETIC FORMULATION OF TELLEGEN'S THEOREM 116
4.3 SOURCES OF THE ELECTROMAGNETIC FIELD 118 4.4 THE UNIQUENESS THEOREM
120 4.5 THE EQUIVALENCE PRINCIPLE 121 4.6 BABINET'S PRINCIPLE 123 4.7
RECIPROCITY 125 4.7.1 THE LORENTZ RECIPROCITY THEOREM 125 4.7.2 THE
RECIPROCITY THEOREM FOR IMPRESSED SOURCES 126 4.8 GREEN'S FUNCTION 128
4.9 THE INTEGRAL EQUATION METHOD 133 4.10 THE FREE-SPACE GREEN'S DYADIC
FORM 136 4.11 GREEN'S THEOREMS 136 4.11.1 THE SCALAR GREEN'S THEOREMS
136 4.11.2 GREEN'S THEOREMS IN TWO DIMENSIONS 138 4.11.3 THE VECTOR
GREEN'S THEOREMS 140 4.12 INTEGRAL FORMULATION OF THE EQUIVALENCE
PRINCIPLE 141 CONTENTS IX 4.13 THE STURM-LIOUVILLE EQUATION 143 4.14
SPECTRAL REPRESENTATION OF GREEN'S FUNCTIONS 146 4.15 PROBLEMS 148
REFERENCES 148 CHAPTER 5 STATIC AND QUASISTATIC FIELDS 151 5.1
CONDITIONS FOR STATIC AND QUASISTATIC FIELDS 151 5.2 STATIC AND
QUASISTATIC ELECTRIC FIELDS 153 5.2.1 GREEN'S FUNCTION FOR THE STATIC
ELECTRIC FIELD 153 5.2.2 CAPACITANCE 155 5.3 STATIC AND QUASISTATIC
MAGNETIC FIELDS 161 5.3.1 GREEN'S FUNCTION FOR THE STATIC MAGNETIC FIELD
161 5.3.2 INDUCTANCE 163 5.4 THE LAPLACE EQUATION 169 5.4.1 POTENTIAL
SEPARATION PLANES 170 5.4.2 THREE-DIMENSIONAL LAPLACE EQUATION IN
CARTESIAN COORDINATES 171 5.5 CONFORMAL MAPPING 174 5.5.1 FIELD
OFANEUIPTICCYLINDRIC LINE 181 5.5.2 FIELD OFACOAXIAL LINE 183 5.5.3
PARALLEL WIRE LINE 186 5.6 THE SCHWARZ-CHRISTOFFEL TRANSFORMATION 191
5.6.1 THE COPLANAR LINE 193 5.6.2 THE COPLANAR STRIPLINE 196 5.6.3 THE
STRIPLINE 197 5.7 PROBLEMS 201 REFERENCES 204 CHAPTER 6 WAVES AT THE
SURFACE OF CONDUCTING MEDIA 207 6.1 TRANSVERSE MAGNETIC SURFACE WAVES
208 6.2 SURFACE CURRENTS 216 6.3 SURFACE CURRENT LOSSES 22" 1 6.4
INDUCED SURFACE CURRENTS 224 6.5 PROBLEMS 227 REFERENCES 228 CHAPTER 7
TRANSMISSION-LINES AND WAVEGUIDES 229 7.1 INTRODUCTION 229 7.2 PHASE AND
GROUP VELOCITY 232 7.3 THE FIELD COMPONENTS 233 7.4 WAVEGUIDES FOR
TRANSVERSE ELECTROMAGNETIC WAVES 235 X ELECTROMAGNETICS 7.5
MULTICONDUCTOR TRANSMISSION-LINES 249 7.6 QUASI-TEM MODES OF
TRANSMISSION-LINES 254 7.6.1 QUASI-TEM MODES OF TWO-CONDUCTOR
TRANSMISSION-LINES 254 7.6.2 QUASI-TEM MODES OF MULTICONDUCTOR
TRANSMISSION-LINES 259 7.7 PLANAR TRANSMISSION-LINES 260 7.7.1 THE
MICROSTRIP LINE 260 7.7.2 QUASISTATIC APPROXIMATION FOR THE MICROSTRIP
LINE 262 7.7.3 COPLANAR WAVEGUIDE AND COPLANAR STRIPLINE 265 7.8 HOLLOW
WAVEGUIDES 266 7.8.1 TE MODES 266 7.8.2 TM MODES 270 7.8.3 MODAL
EXPANSIONS IN WAVEGUIDES 272 7.9 RECTANGULAR WAVEGUIDES 276 7.9.1
TRANSVERSE ELECTRIC MODES 276 7.9.2 TRANSVERSE MAGNETIC MODES 282 7.9.3
POWER FLOW IN THE WAVEGUIDE 284 7.9.4 ORTHOGONALITY OF THE WAVEGUIDE
MODES 285 7.9.5 GENERALIZED CURRENTS AND VOLTAGES IN WAVEGUIDES 286
7.9.6 ATTENUATION DUE TO CONDUCTOR LOSSES 289 7.9.7 ATTENUATION DUE TO
DIELECTRIC LOSSES 291 7.10 CIRCULAR CYLINDRIC WAVEGUIDES 292 7.10.1 THE
CIRCULAR WAVEGUIDE MODES 292 7.10.2 POWER FLOW AND ATTENUATION IN THE TE
0 I MODE 298 7.11 RADIAL WAVEGUIDES 300 7.11.1 RADIAL PARALLEL PLATE
WAVEGUIDE 300 7.11.2 WEDGED RADIAL PARALLEL PLATE WAVEGUIDE 307 7.12
SPHERICAL WAVEGUIDES 309 7.12.1 CONICAL WAVEGUIDE 311 7.12.2 BICONICAL
WAVEGUIDE 313 7.13 DIELECTRIC WAVEGUIDES AND OPTICAL FIBERS 316 7.13.1
HOMOGENEOUS PLANAR DIELECTRIC WAVEGUIDES 316 7.13.2 DIELECTRIC SLAB WITH
SINGLE-SIDED METALLIZATION 320 7.13.3 CIRCULAR DIELECTRIC WAVEGUIDES
WITH STEP INDEX PROFILE 322 7.14 PROBLEMS 329 REFERENCES 333 CONTENTS XI
CHAPTER 8 THE TRANSMISSION-LINE EQUATIONS 335 8.1 THE TRANSMISSION-LINE
CONCEPT 335 8.2 GENERALIZED VOLTAGES AND CURRENTS 337 8.3 SOLUTION OF
THE TRANSMISSION-LINE EQUATIONS 341 8.4 WAVE AMPLITUDES 344 8.5
REFLECTION COEFFICIENT AND SMITH CHART 346 8.5.1 IMPEDANCE MATCHING WITH
LUMPED ELEMENTS 353 8.5.2 IMPEDANCE MATCHING WITH STUBS 355 8.6 SOLUTION
OF THE MULTICONDUCTOR TRANSMISSION-LINE EQUATIONS 356 8.7 MULTIMODE
EXCITATION OF UNIFORM HOUOW WAVEGUIDES 363 8.7.1 THE TRANSVERSE FIELD
EQUATIONS 363 8.7.2 MODAL FIELD REPRESENTATION 366 8.7.3 MULTIMODE
TRANSMISSION-LINE EQUATIONS FOR HOLLOW WAVEGUIDES 368 8.7.4 MULTIMODE
TRANSMISSION-LINE EQUATIONS OF LOSSLESS WAVEGUIDES WITHOUT INTERNAL
SOURCES 374 8.8 GREEN'S FUNCTIONS FOR TRANSMISSION-LINES 375 8.8.1
GREEN'S FUNCTION FOR THE TRANSMISSION-LINE WITH MATCHED TERMINATIONS 378
8.8.2 GREEN'S FUNCTION FOR THE TRANSMISSION-LINE WITH ARBITRARY LINEAR
PASSIVE TERMINATIONS 379 8.9 PROBLEMS 381 REFERENCES 384 CHAPTER 9
RESONANT CIRCUITS AND RESONATORS 385 9.1 THE LINEAR PASSIVE ONE-PORT 385
9.2 THE REACTANCE THEOREM 387 9.3 RESONANT CIRCUITS 389 9.4 THE
TRANSMISSION-LINE RESONATOR 392 9.5 CAVITY RESONATORS 395 9.5.1 THE
RECTANGULAR CAVITY RESONATOR 395 9.5.2 THE CIRCULAR CYLINDRIC CAVITY
RESONATOR 399 9.6 COUPLINGOF RESONANT CIRCUITS AND RESONATORS 402 9.6.1
THE LOADED QUALITY FACTOR 402 9.6.2 TERMINATION OF A TRANSMISSION-LINE
WITH A RESONANT CIRCUIT 403 9.6.3 INDUCTIVE COUPLINGOF CAVITY RESONATORS
405 9.7 ORTHOGONALITY OF THE RESONATOR MODES 407 9.8 EXCITATION OF
RESONATORS BY INTERNAL SOURCES 409 9.9 PROBLEMS 411 XU ELECTROMAGNETICS
REFERENCES 412 CHAPTER 10 PASSIVE MICROWAVE CIRCUITS 413 10.1 LINEAR
MULTIPORTS 413 10.2 SOURCE-FREE LINEAR MULTIPORTS 414 10.2.1 IMPEDANCE
AND ADMITTANCE REPRESENTATIONS 414 10.2.2 THE CHAIN MATRIX 415 10.2.3
THE SCATTERING MATRIX 419 10.2.4 THE TRANSMISSION MATRIX 424 10.3
TELLEGEN'S THEOREM 425 10.3.1 CONNECTION NETWORKS 428 10.3.2 TELLEGEN'S
THEOREM FOR DISCRETIZED FIELDS 429 10.4 THE POWER PROPERTIES 430 10.5
RECIPROCAL MULTIPORTS 431 10.6 ELEMENTARY TWO-PORTS 433 10.7 SIGNAL FLOW
GRAPHS 436 10.8 LUMPED ELEMENT EQUIVALENT CIRCUITS 439 10.8.1 FOSTER
REPRESENTATION OF REACTANCE MULTIPORTS 439 10.8.2 CAUER REPRESENTATION
OF RADIATING STRUCTURES 445 10.9 OBSTACLES IN WAVEGUIDES 450 10.10 THE
SYMMETRY PROPERTIES OF WAVEGUIDE JUNCTIONS 456 10.10.1 SYMMETRIE
THREE-PORT WAVEGUIDE JUNCTIONS 457 10.10.2 SYMMETRIE FOUR-PORT WAVEGUIDE
JUNCTIONS 460 10.11 PROBLEMS 463 REFERENCES 466 CHAPTER 11 PERIODIC
STRUCTURES AND FILTERS 467 11.1 PERIODIC ELECTROMAGNETIC STRUCTURES 467
11.1.1 TE MODES IN RECTANGULAR PERIODIC WAVEGUIDES 467 11.1.2 SINUSOIDAL
VARIATION OF THE PERMITTIVITY 472 11.2 WAVE PARAMETER THEORY OF
TWO-PORTS 474 11.3 LUMPED LOW-PASS FILTER PROTOTYPES 481 11.3.1 THE
BUTTERWORTH PROTOTYPE 482 11.3.2 THE CHEBYSHEV PROTOTYPE 485 11.4 LADDER
FILTER NETWORKS 488 11.4.1 BUTTERWORTH LADDER NETWORKS 489 11.4.2
CHEBYSHEV LADDER NETWORKS 490 11.5 FREQUENCY TRANSFORMATION 492 11.5.1
LOW-PASS TO HIGH-PASS TRANSFORMATION 492 11.5.2 LOW-PASS TO BAND-PASS
TRANSFORMATION 493 11.5.3 LOW-PASS TO BAND-STOP TRANSFORMATION 495
CONTENTS XM 11.6 TRANSMISSION-LINE WITH PERIODIC LOAD 497 11.7 PLANE
WAVE SCATTERING BY PERIODIC STRUCTURES 501 11.7.1 SCATTERING OF TE WAVES
BY PERIODIC STRUCTURES 501 11.7.2 SCATTERING OF TM WAVES BY PERIODIC
STRUCTURES 505 11.8 METAMATERIALS 507 11.9 PROBLEMS 515 REFERENCES 517
CHAPTER 12 RADIATION FROM DIPOLES 519 12.1 THE HERTZIAN DIPOLE 519 12.2
APERIODIC SPHERICAL WAVES 524 12.3 VERTICALLY ORIENTED ELECTRIC DIPOLE
OVER LOSSY HALF-SPACE 528 12.3.1 THE FAR-FIELD OF THE VERTICAL DIPOLE
OVER GROUND 538 12.3.2 THE SURFACE WAVE 539 12.4 HORIZONTALLY ORIENTED
ELECTRIC DIPOLE OVER LOSSY HALF-SPACE 540 12.5 PROBLEMS 544 REFERENCES
545 CHAPTER 13 ANTENNAS 547 13.1 INTRODUCTION 547 13.2 LINEAR ANTENNAS
549 13.3 THE INTEGRAL EQUATION FOR THE LINEAR ANTENNA 555 13.4 THE
IMPEDANCEOF THE LINEAR ANTENNA 558 13.5 THE LOOP ANTENNA 560 13.6
RECEIVING ANTENNAS 563 13.6.1 THE HERTZIAN DIPOLE AS RECEIVING ANTENNA
563 13.6.2 THE LOOP ANTENNA AS RECEIVING ANTENNA 564 13.6.3 THE LINEAR
DIPOLE ANTENNA AS RECEIVING ANTENNA 565 13.7 GAIN AND EFFECTIVE ANTENNA
APERTURE 569 13.8 ANTENNA ARRAYS 575 13.8.1 LINEAR ANTENNA ARRAYS 575
13.8.2 CIRCULAR ANTENNA ARRAYS 577 13.9 APERTURE ANTENNAS 578 13.9.1
RADIATING APERTURES 578 13.9.2 HOERN ANTENNAS 582 13.9.3 GAIN AND
EFFECTIVE AREA OF APERTURE ANTENNAS 585 13.9.4 MIRROR AND LENS ANTENNAS
587 13.9.5 SLOT ANTENNAS 589 13.10 MICROSTRIP ANTENNAS 591 13.10.1
PLANAR RECTANGULAR PATCH ANTENNA 593 XIV ELECTROMAGNETICS 13.11
BROADBAND ANTENNAS 595 13.12 PROBLEMS 597 REFERENCES 601 CHAPTER 14
NUMERICAL ELECTROMAGNETICS 603 14.1 INTRODUCTION 603 14.2 THE METHODOF
MOMENTS 605 14.3 THE TRANSMISSION-LINE MATRIX METHOD 611 14.4 THE MODE
MATCHING METHOD 617 REFERENCES 623 APPENDIX A VECTORS AND DIFFERENTIAL
FORMS 627 A.L VECTORS 627 A.2 DIFFERENTIAL FORMS 631 A.2.1 PRODUCTS OF
EXTERIOR DIFFERENTIAL FORMS 632 A.2.2 THE CONTRACTION 633 A.2.3 THE
EXTERIOR DERIVATIVE 634 A.2.4 THE LAPLACE OPERATOR 635 A.3 STOKES'
THEOREM 636 A.4 CURVILINEAR COORDINATES 640 A.4.1 GENERAL CYLINDRICAL
COORDINATES 646 A.4.2 CIRCULAR CYLINDRIC COORDINATES 647 A.4.3 SPHERICAL
COORDINATES 650 A.4.4 TWISTED FORMS 653 A.4.5 INTEGRATION OF
DIFFERENTIAL FORMS BY PULLBACK 653 A.5 DOUBLE DIFFERENTIAL FORMS 654 A.6
RELATIONS BETWEEN EXTERIOR CALCULUS AND CONVENTIONAL VECTOR NOTATION 656
A.6.1 DIFFERENTIAL OPERATORS 656 A.6.2 MAXWELL'S EQUATIONS 656
REFERENCES 657 APPENDIX B SPECIAL FUNCTIONS 659 B.L ORDINARY BESSEL
FUNCTIONS 659 B.2 MODIFIED BESSEL FUNCTIONS 662 B.3 SPHERICAL BESSEL
FUNCTIONS 665 B.4 LEGENDRE POLYNOMIALS 667 B.5 SPHERICAL HARMONICS 670
REFERENCES 672 CONTENTS XV APPENDIX C APPENDIX D APPENDIX E LINEAR
ALGEBRA C.L C.2 C.3 C.4 UNITARY VECTOR SPACE DIAGONALIZATION OF A MATRIX
MATRIX FUNCTIONS THE HUBERT SPACE C.4.1 LINEAR OPERATORS IN C.4.2
FUNCTION SPACES HUBERT SPACE C.4.3 FUNCTION SPACES WITH BIORTHOGONAL
BASIS REFERENCES FOURIER SERIES AND FOURIER TRANSFORM D.L D.2 D.3 THE
FOURIER SERIES THE FOURIER INTEGRAL THE DELTA DISTRIBUTION REFERENCES
COMPLEX INTEGRATION E.L E.2 E.3 ANALYTIC FUNCTIONS THE RESIDUE THEOREM
THE SADDLE-POINT METHOD REFERENCES 673 673 679 681 683 686 691 693 696
697 697 699 701 704 705 705 707 708 710 LIST OF SYMBOLS 711 ABOUT THE
AUTHOR 717 INDEX 719 |
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| dewey-full | 621.382 |
| dewey-hundreds | 600 - Technology (Applied sciences) |
| dewey-ones | 621 - Applied physics |
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| dewey-search | 621.382 |
| dewey-sort | 3621.382 |
| dewey-tens | 620 - Engineering and allied operations |
| discipline | Elektrotechnik Elektrotechnik / Elektronik / Nachrichtentechnik |
| discipline_str_mv | Elektrotechnik Elektrotechnik / Elektronik / Nachrichtentechnik |
| edition | 2. ed. |
| format | Book |
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| id | DE-604.BV021588713 |
| illustrated | Illustrated |
| index_date | 2024-07-02T14:43:48Z |
| indexdate | 2024-07-09T20:39:20Z |
| institution | BVB |
| isbn | 1580539076 |
| language | English |
| lccn | 2006040692 |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-014804229 |
| oclc_num | 63195966 |
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| physical | XX, 729 S. Ill. |
| publishDate | 2006 |
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| publisher | Artech House |
| record_format | marc |
| series2 | Artech House antennas and propagation library |
| spelling | Russer, Peter 1943- Verfasser (DE-588)133096297 aut Electromagnetics, microwave circuit and antenna design for communications engineering Peter Russer 2. ed. Boston, Mass. Artech House 2006 XX, 729 S. Ill. txt rdacontent n rdamedia nc rdacarrier Artech House antennas and propagation library Includes bibliographical references and index Antennes (Électronique) - Modèles mathématiques Champs électromagnétiques - Modèles mathématiques Circuits pour micro-ondes - Modèles mathématiques Mathematisches Modell Antennas (Electronics) Mathematical models Electromagnetic fields Mathematical models Microwave circuits Mathematical models Elektromagnetisches Feld (DE-588)4014305-3 gnd rswk-swf Mikrowelle (DE-588)4039246-6 gnd rswk-swf Elektromagnetisches Feld (DE-588)4014305-3 s Mikrowelle (DE-588)4039246-6 s DE-604 GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014804229&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Russer, Peter 1943- Electromagnetics, microwave circuit and antenna design for communications engineering Antennes (Électronique) - Modèles mathématiques Champs électromagnétiques - Modèles mathématiques Circuits pour micro-ondes - Modèles mathématiques Mathematisches Modell Antennas (Electronics) Mathematical models Electromagnetic fields Mathematical models Microwave circuits Mathematical models Elektromagnetisches Feld (DE-588)4014305-3 gnd Mikrowelle (DE-588)4039246-6 gnd |
| subject_GND | (DE-588)4014305-3 (DE-588)4039246-6 |
| title | Electromagnetics, microwave circuit and antenna design for communications engineering |
| title_auth | Electromagnetics, microwave circuit and antenna design for communications engineering |
| title_exact_search | Electromagnetics, microwave circuit and antenna design for communications engineering |
| title_exact_search_txtP | Electromagnetics, microwave circuit and antenna design for communications engineering |
| title_full | Electromagnetics, microwave circuit and antenna design for communications engineering Peter Russer |
| title_fullStr | Electromagnetics, microwave circuit and antenna design for communications engineering Peter Russer |
| title_full_unstemmed | Electromagnetics, microwave circuit and antenna design for communications engineering Peter Russer |
| title_short | Electromagnetics, microwave circuit and antenna design for communications engineering |
| title_sort | electromagnetics microwave circuit and antenna design for communications engineering |
| topic | Antennes (Électronique) - Modèles mathématiques Champs électromagnétiques - Modèles mathématiques Circuits pour micro-ondes - Modèles mathématiques Mathematisches Modell Antennas (Electronics) Mathematical models Electromagnetic fields Mathematical models Microwave circuits Mathematical models Elektromagnetisches Feld (DE-588)4014305-3 gnd Mikrowelle (DE-588)4039246-6 gnd |
| topic_facet | Antennes (Électronique) - Modèles mathématiques Champs électromagnétiques - Modèles mathématiques Circuits pour micro-ondes - Modèles mathématiques Mathematisches Modell Antennas (Electronics) Mathematical models Electromagnetic fields Mathematical models Microwave circuits Mathematical models Elektromagnetisches Feld Mikrowelle |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014804229&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
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