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The increasing use of high-speed digital technology requires that all electrical engineers have a working knowledge of transmission lines. However, because of the introduction of computer engineering courses into already-crowded four-year undergraduate programs, the transmission line courses in many electrical engineering programs have been relegated to a senior technical elective, if offered at all.
Now, Analysis of Multiconductor Transmission Lines, Second Edition has been significantly updated and reorganized to fill the need for a structured course on transmission lines in a senior undergraduate- or graduate-level electrical engineering program. In this new edition, each broad analysis topic, e.g., per-unit-length parameters, frequency-domain analysis, time-domain analysis, and incident field excitation, now has a chapter concerning two-conductor lines followed immediately by a chapter on MTLs for that topic. This enables instructors to emphasize two-conductor lines or MTLs or both.
In addition to the reorganization of the material, this Second Edition now contains important advancements in analysis methods that have developed since the previous edition, such as methods for achieving signal integrity (SI) in high-speed digital interconnects, the finite-difference, time-domain (FDTD) solution methods, and the time-domain to frequency-domain transformation (TDFD) method. Furthermore, the content of Chapters 8 and 9 on digital signal propagation and signal integrity application has been considerably expanded upon to reflect all of the vital information current and future designers of high-speed digital systems need to know.
Complete with an accompanying FTP site, appendices with descriptions of numerous FORTRAN computer codes that implement all the techniques in the text, and a brief but thorough tutorial on the SPICE/PSPICE circuit analysis program, Analysis of Multiconductor Transmission Lines, Second Edition is an indispensable textbook for students and a valuable resource for industry professionals.
The increasing use of high-speed digital technology requires that all electrical engineers have a working knowledge of transmission lines. However, because of the introduction of computer engineering courses into already-crowded four-year undergraduate programs, the transmission line courses in many electrical engineering programs have been relegated to a senior technical elective, if offered at all.
Now, Analysis of Multiconductor Transmission Lines, Second Edition has been significantly updated and reorganized to fill the need for a structured course on transmission lines in a senior undergraduate- or graduate-level electrical engineering program. In this new edition, each broad analysis topic, e.g., per-unit-length parameters, frequency-domain analysis, time-domain analysis, and incident field excitation, now has a chapter concerning two-conductor lines followed immediately by a chapter on MTLs for that topic. This enables instructors to emphasize two-conductor lines or MTLs or both.
In addition to the reorganization of the material, this Second Edition now contains important advancements in analysis methods that have developed since the previous edition, such as methods for achieving signal integrity (SI) in high-speed digital interconnects, the finite-difference, time-domain (FDTD) solution methods, and the time-domain to frequency-domain transformation (TDFD) method. Furthermore, the content of Chapters 8 and 9 on digital signal propagation and signal integrity application has been considerably expanded upon to reflect all of the vital information current and future designers of high-speed digital systems need to know.
Complete with an accompanying FTP site, appendices with descriptions of numerous FORTRAN computer codes that implement all the techniques in the text, and a brief but thorough tutorial on the SPICE/PSPICE circuit analysis program, Analysis of Multiconductor Transmission Lines, Second Edition is an indispensable textbook for students and a valuable resource for industry professionals.
Clayton R. Paul, PhD, is Professor and the Sam Nunn Eminent Professor of Aerospace Systems Engineering in the Department of Electrical Engineering and Computer Engineering at Mercer University in Macon, Georgia. He is also Emeritus Professor of Electrical Engineering at the University of Kentucky. Dr. Paul is the author of numerous textbooks on EE subjects and technical papers, the majority of which are in his primary research area of EMC of electronic systems. He is a Fellow of the IEEE and an Honorary Life Member of the IEEE EMC Society.
Preface xvii
1 Introduction 1
1.1 Examples of Multiconductor Transmission-Line Structures 5
1.2 Properties of the TEM Mode of Propagation 8
1.3 The Transmission-Line Equations: A Preview 18
1.3.1 Unique Definition of Voltage and Current for the TEM Mode of Propagation 19
1.3.2 Defining the Per-Unit-Length Parameters 22
1.3.3 Obtaining the Transmission-Line Equations from the Transverse Electromagnetic Field Equations 28
1.3.4 Properties of the Per-Unit-Length Parameters 30
1.4 Classification of Transmission Lines 32
1.4.1 Uniform versus Nonuniform Lines 33
1.4.2 Homogeneous versus Inhomogeneous Surrounding Media 35
1.4.3 Lossless versus Lossy Lines 36
1.5 Restrictions on the Applicability of the Transmission-Line Equation Formulation 37
1.5.1 Higher Order Modes 38
1.5.1.1 The Infinite, Parallel-Plate Transmission Line 38
1.5.1.2 The Coaxial Transmission Line 43
1.5.1.3 Two-Wire Lines 44
1.5.2 Transmission-Line Currents versus Antenna Currents 45
1.6 The Time Domain versus the Frequency Domain 47
1.6.1 The Fourier Series and Transform 50
1.6.2 Spectra and Bandwidth of Digital Waveforms 52
1.6.3 Computing the Time-Domain Response of Transmission Lines Having Linear Terminations Using Fourier Methods and Superposition 56
Problems 61
References 69
2 The Transmission-Line Equations for Two-Conductor Lines 71
2.1 Derivation of the Transmission-Line Equations from the Integral Form of Maxwell's Equations 71
2.2 Derivation of the Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 77
2.3 Properties of the Per-Unit-Length Parameters 78
2.4 Incorporating Frequency-Dependent Losses 79
2.4.1 Properties of the Frequency-Domain Per-Unit-Length Impedance ¿(¿) and Admittance ¿(¿) 81
Problems 85
References 88
3 The Transmission-Line Equations for Multiconductor Lines 89
3.1 Derivation of the Multiconductor Transmission-Line Equations from the Integral Form of Maxwell's Equations 89
3.2 Derivation of the Multiconductor Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 99
3.3 Summary of the MTL Equations 101
3.4 Incorporating Frequency-Dependent Losses 102
3.5 Properties of the Per-Unit-Length Parameter Matrices L, C, G 103
Problems 108
References 109
4 The Per-Unit-Length Parameters for Two-Conductor Lines 110
4.1 Definitions of the Per-Unit-Length Parameters l, c,and g 111
4.2 Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 113
4.2.1 Fundamental Subproblems for Wires 113
4.2.1.1 The Method of Images 118
4.2.2 Per-Unit-Length Inductance and Capacitance for Wire-Type Lines 119
4.2.3 Per-Unit-Length Conductance and Resistance for Wire-Type Lines 130
4.3 Lines Having Conductors of Rectangular Cross Section (PCB Lands) 144
4.3.1 Per-Unit-Length Inductance and Capacitance for PCB-Type Lines 145
4.3.2 Per-Unit-Length Conductance and Resistance for PCB-Type Lines 148
Problems 156
References 158
5 The Per-Unit-Length Parameters for Multiconductor Lines 160
5.1 Definitions of the Per-Unit-Length Parameter Matrices L, C, and G 161
5.1.1 The Generalized capacitance Matrix c 167
5.2 Multiconductor Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 171
5.2.1 Wide-Separation Approximations for Wires in Homogeneous Media 171
5.2.1.1 n + 1 Wires 173
5.2.1.2 n Wires Above an Infinite, Perfectly Conducting Plane 173
5.2.1.3 n Wires Within a Perfectly Conducting Cylindrical Shield 174
5.2.2 Numerical Methods for the General Case 176
5.2.2.1 Applications to Inhomogeneous Dielectric Media 181
5.2.3 Computed Results: Ribbon Cables 187
5.3 Multiconductor Lines Having Conductors of Rectangular Cross Section 189
5.3.1 Method of Moments (MoM) Techniques 190
5.3.1.1 Applications to Printed Circuit Boards 199
5.3.1.2 Applications to Coupled Microstrip Lines 211
5.3.1.3 Applications to Coupled Striplines 219
5.4 Finite Difference Techniques 223
5.5 Finite-Element Techniques 229
Problems 237
References 239
6 Frequency-Domain Analysis of Two-Conductor Lines 240
6.1 The Transmission-Line Equations in the Frequency Domain 241
6.2 The General Solution for Lossless Lines 242
6.2.1 The Reflection Coefficient and Input Impedance 244
6.2.2 Solutions for the Terminal Voltages and Currents 247
6.2.3 The SPICE (PSPICE) Solution for Lossless Lines 250
6.2.4 Voltage and Current as a Function of Position on the Line 252
6.2.5 Matching and VSWR 255
6.2.6 Power Flow on a Lossless Line 256
6.3 The General Solution for Lossy Lines 258
6.3.1 The Low-Loss Approximation 260
6.4 Lumped-Circuit Approximate Models of the Line 265
6.5 Alternative Two-Port Representations of the Line 269
6.5.1 The Chain Parameters 270
6.5.2 Approximating Abruptly Nonuniform Lines with the Chain-Parameter Matrix 273
6.5.3 The Z and Y Parameters 275
Problems 278
7 Frequency-Domain Analysis of Multiconductor Lines 282
7.1 The MTL Transmission-Line Equations in the Frequency Domain 282
7.2 The General Solution for An (n + 1)-Conductor Line 284
7.2.1 Decoupling the MTL Equations by Similarity Transformations 284
7.2.2 Solution for Line Categories 291
7.2.2.1 Perfect Conductors in Lossy, Homogeneous Media 292
7.2.2.2 Lossy Conductors in Lossy, Homogeneous Media 293
7.2.2.3 Perfect Conductors in Lossless, Inhomogeneous Media 296
7.2.2.4 The General Case: Lossy Conductors in Lossy, Inhomogeneous Media 298
7.2.2.5 Cyclic-Symmetric Structures 298
7.3 Incorporating the Terminal Conditions 305
7.3.1 The Generalized Thevenin Equivalent 305
7.3.2 The Generalized Norton Equivalent 308
7.3.3 Mixed Representations 310
7.4 Lumped-Circuit Approximate Characterizations 312
7.5 Alternative 2n-Port Characterizations 314
7.5.1 Analogy of the Frequency-Domain MTL Equations to State-Variable Equations 314
7.5.2 Characterizing the Line as a 2n-Port with the Chain-Parameter Matrix 316
7.5.3 Properties of the Chain-Parameter Matrix 318
7.5.4 Approximating Nonuniform Lines with the Chain-Parameter Matrix 322
7.5.5 The Impedance and Admittance Parameter Matrix Characterizations 323
7.6 Power Flow and the Reflection Coefficient Matrix 327
7.7 Computed and Experimental Results 332
7.7.1 Ribbon Cables 332
7.7.2 Printed Circuit Boards 335
Problems 338
References 342
8 Time-Domain Analysis of Two-Conductor Lines 343
8.1 The Solution for Lossless Lines 344
8.1.1 Wave Tracing and the Reflection Coefficients 346
8.1.2 Series Solutions and the Difference Operator 356
8.1.3 The Method of Characteristics and a Two-Port Model of the Line 361
8.1.4 The SPICE (PSPICE) Solution for Lossless Lines 365
8.1.5 The Laplace Transform Solution 368
8.1.5.1 Lines with Capacitive and Inductive Loads 370
8.1.6 Lumped-Circuit Approximate Models of the Line 373
8.1.6.1 When is the Line Electrically Short in the Time Domain? 374
8.1.7 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 375
8.1.8 The Finite-Difference, Time-Domain (FDTD) Method 379
8.1.8.1 The Magic Time Step 385
8.1.9 Matching for Signal Integrity 392
8.1.9.1 When is Matching Required? 398
8.1.9.2 Effects of Line Discontinuities 399
8.2 Incorporation of Losses 406
8.2.1 Representing Frequency-Dependent Losses 408
8.2.1.1 Representing Losses in the Medium 408
8.2.1.2 Representing Losses in the Conductors and Skin Effect 410
8.2.1.3 Convolution with Frequency-Dependent Losses 415
8.2.2 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 421
8.2.3 The Finite-Difference, Time-Domain (FDTD) Method 423
8.2.3.1 Including Frequency-Independent Losses 423
8.2.3.2 Including Frequency-Dependent Losses 427
8.2.3.3 Prony's Method for Representing a Function 431
8.2.3.4 Recursive Convolution 434
8.2.3.5 An Example: A High-Loss Line 439
8.2.3.6 A Correction for the FDTD Errors 443
8.2.4 Lumped-Circuit Approximate Characterizations 447
8.2.5 The Use of Macromodels in Modeling the Line 450
8.2.6 Representing Frequency-Dependent Functions in the Time Domain Using Pade Methods 453
Problems 461
References 467
9 Time-Domain Analysis of Multiconductor Lines 470
9.1 The Solution for Lossless Lines 470
9.1.1 The Recursive Solution for MTLs 471
9.1.2 Decoupling the MTL Equations 476
9.1.2.1 Lossless Lines in Homogeneous Media 478
9.1.2.2 Lossless Lines in Inhomogeneous Media 479
9.1.2.3 Incorporating the Terminal Conditions via the SPICE Program 482
9.1.3 Lumped-Circuit Approximate Characterizations 487
9.1.4 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 488
9.1.5 The Finite-Difference, Time-Domain (FDTD) Method 488
9.1.5.1 Including Dynamic and/or Nonlinear Terminations in the FDTD Analysis 490
9.2 Incorporation of Losses 496
9.2.1 The Time-Domain to Frequency-Domain (TDFD) Method 498
9.2.2 Lumped-Circuit Approximate Characterizations 498
9.2.3 The Finite-Difference, Time-Domain (FDTD) Method 499
9.2.4...
| Erscheinungsjahr: | 2008 |
|---|---|
| Fachbereich: | Nachrichtentechnik |
| Genre: | Technik |
| Rubrik: | Naturwissenschaften & Technik |
| Medium: | Buch |
| Inhalt: | 816 S. |
| ISBN-13: | 9780470131541 |
| ISBN-10: | 0470131543 |
| Sprache: | Englisch |
| Einband: | Gebunden |
| Autor: | Paul, Clayton R |
| Auflage: | 2nd edition |
| Hersteller: |
Wiley
John Wiley & Sons |
| Maße: | 236 x 163 x 41 mm |
| Von/Mit: | Clayton R Paul |
| Erscheinungsdatum: | 01.01.2008 |
| Gewicht: | 1,229 kg |
Clayton R. Paul, PhD, is Professor and the Sam Nunn Eminent Professor of Aerospace Systems Engineering in the Department of Electrical Engineering and Computer Engineering at Mercer University in Macon, Georgia. He is also Emeritus Professor of Electrical Engineering at the University of Kentucky. Dr. Paul is the author of numerous textbooks on EE subjects and technical papers, the majority of which are in his primary research area of EMC of electronic systems. He is a Fellow of the IEEE and an Honorary Life Member of the IEEE EMC Society.
Preface xvii
1 Introduction 1
1.1 Examples of Multiconductor Transmission-Line Structures 5
1.2 Properties of the TEM Mode of Propagation 8
1.3 The Transmission-Line Equations: A Preview 18
1.3.1 Unique Definition of Voltage and Current for the TEM Mode of Propagation 19
1.3.2 Defining the Per-Unit-Length Parameters 22
1.3.3 Obtaining the Transmission-Line Equations from the Transverse Electromagnetic Field Equations 28
1.3.4 Properties of the Per-Unit-Length Parameters 30
1.4 Classification of Transmission Lines 32
1.4.1 Uniform versus Nonuniform Lines 33
1.4.2 Homogeneous versus Inhomogeneous Surrounding Media 35
1.4.3 Lossless versus Lossy Lines 36
1.5 Restrictions on the Applicability of the Transmission-Line Equation Formulation 37
1.5.1 Higher Order Modes 38
1.5.1.1 The Infinite, Parallel-Plate Transmission Line 38
1.5.1.2 The Coaxial Transmission Line 43
1.5.1.3 Two-Wire Lines 44
1.5.2 Transmission-Line Currents versus Antenna Currents 45
1.6 The Time Domain versus the Frequency Domain 47
1.6.1 The Fourier Series and Transform 50
1.6.2 Spectra and Bandwidth of Digital Waveforms 52
1.6.3 Computing the Time-Domain Response of Transmission Lines Having Linear Terminations Using Fourier Methods and Superposition 56
Problems 61
References 69
2 The Transmission-Line Equations for Two-Conductor Lines 71
2.1 Derivation of the Transmission-Line Equations from the Integral Form of Maxwell's Equations 71
2.2 Derivation of the Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 77
2.3 Properties of the Per-Unit-Length Parameters 78
2.4 Incorporating Frequency-Dependent Losses 79
2.4.1 Properties of the Frequency-Domain Per-Unit-Length Impedance ¿(¿) and Admittance ¿(¿) 81
Problems 85
References 88
3 The Transmission-Line Equations for Multiconductor Lines 89
3.1 Derivation of the Multiconductor Transmission-Line Equations from the Integral Form of Maxwell's Equations 89
3.2 Derivation of the Multiconductor Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 99
3.3 Summary of the MTL Equations 101
3.4 Incorporating Frequency-Dependent Losses 102
3.5 Properties of the Per-Unit-Length Parameter Matrices L, C, G 103
Problems 108
References 109
4 The Per-Unit-Length Parameters for Two-Conductor Lines 110
4.1 Definitions of the Per-Unit-Length Parameters l, c,and g 111
4.2 Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 113
4.2.1 Fundamental Subproblems for Wires 113
4.2.1.1 The Method of Images 118
4.2.2 Per-Unit-Length Inductance and Capacitance for Wire-Type Lines 119
4.2.3 Per-Unit-Length Conductance and Resistance for Wire-Type Lines 130
4.3 Lines Having Conductors of Rectangular Cross Section (PCB Lands) 144
4.3.1 Per-Unit-Length Inductance and Capacitance for PCB-Type Lines 145
4.3.2 Per-Unit-Length Conductance and Resistance for PCB-Type Lines 148
Problems 156
References 158
5 The Per-Unit-Length Parameters for Multiconductor Lines 160
5.1 Definitions of the Per-Unit-Length Parameter Matrices L, C, and G 161
5.1.1 The Generalized capacitance Matrix c 167
5.2 Multiconductor Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 171
5.2.1 Wide-Separation Approximations for Wires in Homogeneous Media 171
5.2.1.1 n + 1 Wires 173
5.2.1.2 n Wires Above an Infinite, Perfectly Conducting Plane 173
5.2.1.3 n Wires Within a Perfectly Conducting Cylindrical Shield 174
5.2.2 Numerical Methods for the General Case 176
5.2.2.1 Applications to Inhomogeneous Dielectric Media 181
5.2.3 Computed Results: Ribbon Cables 187
5.3 Multiconductor Lines Having Conductors of Rectangular Cross Section 189
5.3.1 Method of Moments (MoM) Techniques 190
5.3.1.1 Applications to Printed Circuit Boards 199
5.3.1.2 Applications to Coupled Microstrip Lines 211
5.3.1.3 Applications to Coupled Striplines 219
5.4 Finite Difference Techniques 223
5.5 Finite-Element Techniques 229
Problems 237
References 239
6 Frequency-Domain Analysis of Two-Conductor Lines 240
6.1 The Transmission-Line Equations in the Frequency Domain 241
6.2 The General Solution for Lossless Lines 242
6.2.1 The Reflection Coefficient and Input Impedance 244
6.2.2 Solutions for the Terminal Voltages and Currents 247
6.2.3 The SPICE (PSPICE) Solution for Lossless Lines 250
6.2.4 Voltage and Current as a Function of Position on the Line 252
6.2.5 Matching and VSWR 255
6.2.6 Power Flow on a Lossless Line 256
6.3 The General Solution for Lossy Lines 258
6.3.1 The Low-Loss Approximation 260
6.4 Lumped-Circuit Approximate Models of the Line 265
6.5 Alternative Two-Port Representations of the Line 269
6.5.1 The Chain Parameters 270
6.5.2 Approximating Abruptly Nonuniform Lines with the Chain-Parameter Matrix 273
6.5.3 The Z and Y Parameters 275
Problems 278
7 Frequency-Domain Analysis of Multiconductor Lines 282
7.1 The MTL Transmission-Line Equations in the Frequency Domain 282
7.2 The General Solution for An (n + 1)-Conductor Line 284
7.2.1 Decoupling the MTL Equations by Similarity Transformations 284
7.2.2 Solution for Line Categories 291
7.2.2.1 Perfect Conductors in Lossy, Homogeneous Media 292
7.2.2.2 Lossy Conductors in Lossy, Homogeneous Media 293
7.2.2.3 Perfect Conductors in Lossless, Inhomogeneous Media 296
7.2.2.4 The General Case: Lossy Conductors in Lossy, Inhomogeneous Media 298
7.2.2.5 Cyclic-Symmetric Structures 298
7.3 Incorporating the Terminal Conditions 305
7.3.1 The Generalized Thevenin Equivalent 305
7.3.2 The Generalized Norton Equivalent 308
7.3.3 Mixed Representations 310
7.4 Lumped-Circuit Approximate Characterizations 312
7.5 Alternative 2n-Port Characterizations 314
7.5.1 Analogy of the Frequency-Domain MTL Equations to State-Variable Equations 314
7.5.2 Characterizing the Line as a 2n-Port with the Chain-Parameter Matrix 316
7.5.3 Properties of the Chain-Parameter Matrix 318
7.5.4 Approximating Nonuniform Lines with the Chain-Parameter Matrix 322
7.5.5 The Impedance and Admittance Parameter Matrix Characterizations 323
7.6 Power Flow and the Reflection Coefficient Matrix 327
7.7 Computed and Experimental Results 332
7.7.1 Ribbon Cables 332
7.7.2 Printed Circuit Boards 335
Problems 338
References 342
8 Time-Domain Analysis of Two-Conductor Lines 343
8.1 The Solution for Lossless Lines 344
8.1.1 Wave Tracing and the Reflection Coefficients 346
8.1.2 Series Solutions and the Difference Operator 356
8.1.3 The Method of Characteristics and a Two-Port Model of the Line 361
8.1.4 The SPICE (PSPICE) Solution for Lossless Lines 365
8.1.5 The Laplace Transform Solution 368
8.1.5.1 Lines with Capacitive and Inductive Loads 370
8.1.6 Lumped-Circuit Approximate Models of the Line 373
8.1.6.1 When is the Line Electrically Short in the Time Domain? 374
8.1.7 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 375
8.1.8 The Finite-Difference, Time-Domain (FDTD) Method 379
8.1.8.1 The Magic Time Step 385
8.1.9 Matching for Signal Integrity 392
8.1.9.1 When is Matching Required? 398
8.1.9.2 Effects of Line Discontinuities 399
8.2 Incorporation of Losses 406
8.2.1 Representing Frequency-Dependent Losses 408
8.2.1.1 Representing Losses in the Medium 408
8.2.1.2 Representing Losses in the Conductors and Skin Effect 410
8.2.1.3 Convolution with Frequency-Dependent Losses 415
8.2.2 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 421
8.2.3 The Finite-Difference, Time-Domain (FDTD) Method 423
8.2.3.1 Including Frequency-Independent Losses 423
8.2.3.2 Including Frequency-Dependent Losses 427
8.2.3.3 Prony's Method for Representing a Function 431
8.2.3.4 Recursive Convolution 434
8.2.3.5 An Example: A High-Loss Line 439
8.2.3.6 A Correction for the FDTD Errors 443
8.2.4 Lumped-Circuit Approximate Characterizations 447
8.2.5 The Use of Macromodels in Modeling the Line 450
8.2.6 Representing Frequency-Dependent Functions in the Time Domain Using Pade Methods 453
Problems 461
References 467
9 Time-Domain Analysis of Multiconductor Lines 470
9.1 The Solution for Lossless Lines 470
9.1.1 The Recursive Solution for MTLs 471
9.1.2 Decoupling the MTL Equations 476
9.1.2.1 Lossless Lines in Homogeneous Media 478
9.1.2.2 Lossless Lines in Inhomogeneous Media 479
9.1.2.3 Incorporating the Terminal Conditions via the SPICE Program 482
9.1.3 Lumped-Circuit Approximate Characterizations 487
9.1.4 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 488
9.1.5 The Finite-Difference, Time-Domain (FDTD) Method 488
9.1.5.1 Including Dynamic and/or Nonlinear Terminations in the FDTD Analysis 490
9.2 Incorporation of Losses 496
9.2.1 The Time-Domain to Frequency-Domain (TDFD) Method 498
9.2.2 Lumped-Circuit Approximate Characterizations 498
9.2.3 The Finite-Difference, Time-Domain (FDTD) Method 499
9.2.4...
| Erscheinungsjahr: | 2008 |
|---|---|
| Fachbereich: | Nachrichtentechnik |
| Genre: | Technik |
| Rubrik: | Naturwissenschaften & Technik |
| Medium: | Buch |
| Inhalt: | 816 S. |
| ISBN-13: | 9780470131541 |
| ISBN-10: | 0470131543 |
| Sprache: | Englisch |
| Einband: | Gebunden |
| Autor: | Paul, Clayton R |
| Auflage: | 2nd edition |
| Hersteller: |
Wiley
John Wiley & Sons |
| Maße: | 236 x 163 x 41 mm |
| Von/Mit: | Clayton R Paul |
| Erscheinungsdatum: | 01.01.2008 |
| Gewicht: | 1,229 kg |
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