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TABLE OF CONTENTS Preface Chapter 1 Introduction 1.1 Examples of Multiconductor Transmission-Line Structures 1.2 Properties of the Transverse ElectroMagnetic (TEM) Mode of Propagation 1.3 The Transmission-Line Equations: a Preview 1.3.1 Unique Definition of Voltage and Current for the TEM Mode of Propagation 1.3.2 Defining the Per-Unit-Length Parameters 1.3.3 Obtaining the Transmission-Line Equations from the Transverse Electromagnetic Field Equations 1.3.4 Properties of the Per-Unit-Length Parameters 1.4 Classification of Transmission Lines 1.4.1 Uniform vs. Nonuniform Lines 1.4.2 Homogeneous vs. Inhomogeneous Surrounding Media 1.4.3 Lossless vs. Lossy Lines 1.5 Restrictions on the Applicability of the Transmission-Line Equation Formulation 1.5.1 Higher-Order Modes 188.8.131.52 The Infinite, Parallel-Plate Transmission Line 184.108.40.206 The Coaxial Transmission Line 220.127.116.11 Two-Wire Lines 1.5.2 Transmission-Line Currents vs. Antenna Currents 1.6 The Time Domain vs. the Frequency Domain 1.6.1 The Fourier Series and Transform 1.6.2 Spectra and Bandwidth of Digital Waveforms 1.6.3 Computing the Time-Domain Response of Transmission Lines Having Linear Terminations Using Fourier Methods and Superposition References Problems Chapter 2 The Transmission-Line Equations for Two-Conductor Lines 2.1 Derivation of the Transmission-Line Equations from the Integral Form of Maxwell's Equations 2.2 Derivation of the Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 2.3 Properties of the Per-Unit-Length Parameters 2.4 Incorporating Frequency-Dependent Losses 2.4.1 Properties of the Frequency-Domain Per-Unit-Length Impedance and Admittance References Problems Chapter 3 The Transmission-Line Equations for Multiconductor Lines 3.1 Derivation of the Multiconductor Transmission-Line Equations from the Integral Form of Maxwell's Equations 3.2 Derivation of the Multiconductor Transmission-Line Equations from the Per-Unit-Length Equivalent Circuit 3.3 Summary of the MTL Equations 3.4 Incorporating Frequency-Dependent Losses 3.5 Properties of the Per-Unit-Length Parameter Matrices L, C, G References Problems Chapter 4 The Per-Unit-Length Parameters for Two-Conductor Lines 4.1 Definitions of the Per-Unit-Length Parameters l, c, and g 4.2 Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 4.2.1 Fundamental Subproblems for Wires 18.104.22.168 The Method of Images 4.2.2 Per-Unit-Length Inductance and Capacitance for Wire-Type Lines 4.2.3 Per-Unit-Length Conductance and Resistance for Wire-Type Lines 4.3 Lines Having Conductors of Rectangular Cross Section (PCB Lands) 4.3.1 Per-Unit-Length Inductance and Capacitance for PCB-Type Lines 4.3.2 Per-Unit-Length Conductance and Resistance for PCB-Type Lines References Problems Chapter 5 The Per-Unit-Length Parameters for Multiconductor Lines 5.1 Definitions of the Per-Unit-Length Parameter Matrices L, C, and G 5.1.1 The Generalized Capacitance Matrix, 5.2 Multiconductor Lines Having Conductors of Circular, Cylindrical Cross Section (Wires) 5.2.1 Wide-Separation Approximations for Wires in Homogeneous Media 22.214.171.124 (n+1) Wires 126.96.36.199 n Wires Above an Infinite, Perfectly-Conducting Plane 188.8.131.52 n Wires Within a Perfectly-Conducting, Cylindrical Shield 5.2.2 Numerical Methods for the General Case 184.108.40.206 Applications to Inhomogeneous Dielectric Media 5.2.3 Computed Results: Ribbon Cables 5.3 Multiconductor Lines Having Conductors of Rectangular Cross Section 5.3.1 Method of Moments (MoM) Techniques 220.127.116.11 Applications to Printed Circuit Boards 18.104.22.168 Applications to Coupled Microstrip Lines 22.214.171.124 Applications to Coupled Striplines 5.4 Finite Difference Techniques 5.5 Finite Element Techniques References Problems Chapter 6 Frequency-Domain Analysis of Two-Conductor Lines 6.1 The Transmission-Line Equations in the Frequency Domain 6.2 The General Solution for Lossless Lines 6.2.1 The Reflection Coefficient and Input Impedance 6.2.2 Solutions for the Terminal Voltages and Currents 6.2.3 The SPICE (PSPICE) Solution for Lossless Lines 6.2.4 Voltage and Current as a Function of Position on the Line 6.2.5 Matching and VSWR 6.2.6 Power Flow on a Lossless Line 6.3 The General Solution for Lossy Lines 6.3.1 The Low-Loss Approximation 6.4 Lumped-Circuit Approximate Models of the Line 6.5 Alternative Two-Port Representations of the Line 6.5.1 The Chain Parameters 6.5.2 Approximating Abruptly Nonuniform Lines with the Chain Parameter Matrix 6.5.3 The Z and Y Parameters Problems Chapter 7 Frequency-Domain Analysis of Multiconductor Lines 7.1 The MTL Transmission-Line Equations in the Frequency Domain 7.2 The General Solution for an (n+1)-Conductor Line 7.2.1 Decoupling the MTL Equations by Similarity Transformations 7.2.2 Solution for Line Categories 126.96.36.199 Perfect Conductors in Lossy, Homogeneous Media 188.8.131.52 Lossy Conductors in Lossy, Homogeneous Media 184.108.40.206 Perfect Conductors in Lossless, Inhomogeneous Media 220.127.116.11 The General Case: Lossy Conductors in Lossy, Inhomogeneous Media 18.104.22.168 Cyclic-Symmetric Structures 7.3 Incorporating the Terminal Conditions 7.3.1 The Generalized Thevenin Equivalent 7.3.2 The Generalized Norton Equivalent 7.3.3 Mixed Representations 7.4 Lumped-Circuit Approximate Characterizations 7.5 Alternative 2n-Port Characterizations 7.5.1 Analogy of the Frequency-Domain MTL Equations to State-Variable Equations 7.5.2 Characterizing the Line as a 2n-Port with the Chain Parameter Matrix 7.5.3 Properties of the Chain Parameter Matrix 7.5.4 Approximating Nonuniform Lines with the Chain Parameter Matrix 7.5.5 The Impedance and Admittance Parameter Matrix Characterizations 7.6 Power Flow and the Reflection Coefficient Matrix 7.7 Computed and Experimental Results 7.7.1 Ribbon Cables 7.7.2 Printed Circuit Boards References Problems Chapter 8 Time-Domain Analysis of Two-Conductor Lines 8.1 The Solution for Lossless Lines 8.1.1 Wave Tracing and the Reflection Coefficients 8.1.2 Series Solutions and the Difference Operator 8.1.3 The Method of Characteristics and a Two-Port Model of the Line 8.1.4 The SPICE (PSPICE) Solution for Lossless Lines 8.1.5 The Laplace Transform Solution 22.214.171.124 Lines with Capacitive and Inductive Loads 8.1.6 Lumped-Circuit Approximate Models of the Line 126.96.36.199 When is the Line Electrically Short in the Time Domain? 8.1.7 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 8.1.8 The Finite-Difference, Time-Domain (FDTD) Method 188.8.131.52 The Magic Time Step 8.1.9 Matching for Signal Integrity 184.108.40.206 When is Matching Not Required? 220.127.116.11 Effects of Line Discontinuities 8.2 Incorporation of Losses 8.2.1 Representing Frequency-Dependent Losses 18.104.22.168 Representing Losses in the Medium 22.214.171.124 Representing Losses in the Conductors and Skin Effect 126.96.36.199 Convolution with Frequency-Dependent Losses 8.2.2 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 8.2.3 The Finite-Difference, Time-Domain (FDTD) Method 188.8.131.52 Including Frequency-Independent Losses 184.108.40.206 Including Frequency-Dependent Losses 220.127.116.11 Prony?s Method for Representing a Function 18.104.22.168 Recursive Convolution 22.214.171.124 An Example: A High-Loss Line 126.96.36.199 A Correction for the FDTD Errors 8.2.4 Lumped-Circuit Approximate Characterizations 8.2.5 The Use of Macromodels in Modeling the Line 8.2.6 Representing Frequency-Dependent Functions in the Time Domain Using Pade? Methods Chapter 9 Time-Domain Analysis of Multiconductor Lines 9.1 The Solution for Lossless Lines 9.1.1 The Recursive Solution for MTLs 9.1.2 Decoupling the MTL Equations 188.8.131.52 Lossless Lines in Homogeneous Media 184.108.40.206 Lossless Lines in Inhomogeneous Media 220.127.116.11 Incorporating the Terminal Conditions via the SPICE Program 9.1.3 Lumped-Circuit Approximate Characterizations 9.1.4 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 9.1.5 The Finite-Difference, Time-Domain (FDTD) Method 18.104.22.168 Including Dynamic and/or Nonlinear Terminations in the FDTD Analysis 9.2 Incorporation of Losses 9.2.1 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 9.2.2 Lumped-Circuit Approximate Characterizations 9.2.3 The Finite-Difference, Time-Domain (FDTD) Method 9.2.4 Representation of the Lossy MTL with the Generalized Method of Characteristics 9.2.5 Model Order Reduction (MOR) Methods 22.214.171.124 Pade? Approximation of the Matrix Exponential 126.96.36.199 Asymptotic Waveform Evaluation (AWE) 188.8.131.52 Complex Frequency Hopping (CFH) 184.108.40.206 Vector Fitting and MOR 9.3 Computed and Experimental Results 9.3.1 Ribbon Cables 9.3.2 Printed Circuit Boards References Problems Chapter 10 Literal (Symbolic) Solutions for Three-Conductor Lines 10.1 The Literal, Frequency-Domain Solution for a Homogeneous Medium 10.1.1 Inductive and Capacitive Coupling 10.1.2 Common Impedance Coupling 10.2 The Literal, Time-Domain Solution for a Homogeneous Medium 10.2.1 Explicit Solution 10.2.2 Weakly Coupled Lines 10.2.3 Inductive and Capacitive Coupling 10.2.4 Common Impedance Coupling 10.3 Computed and Experimental Results 10.3.1 A Three-Wire Ribbon Cable 10.3.2 A Three-Conductor Printed Circuit Board References Problems Chapter 11 Incident Field Excitation of Two-Conductor Lines 11.1 Derivation of the Transmission-Line Equations for Incident-Field Excitation 11.1.1 Equivalence of Source Representations 11.2 The Frequency-Domain Solution 11.2.1 Solution of the Transmission-Line Equations 11.2.2 Simplified Forms of the Excitations 11.2.3 Incorporating the Line Terminations 11.2.4 Uniform Plane-Wave Excitation of the Line 220.127.116.11 Special Cases 18.104.22.168 One Conductor Above a Ground Plane 11.2.5 Comparison With Predictions of the Method of Moments 11.3 The Time-Domain Solution 11.3.1 The Laplace Transform Solution 11.3.2 Uniform Plane-Wave Excitation of the Line 11.3.3 A SPICE Equivalent Circuit 11.3.4 The Time-Domain to Frequency-Domain (TDFD) Transformation Method 11.3.5 The Finite-Difference, Time-Domain (FDTD) Solution Method 11.3.6 Computed Results Chapter 12 Incident Field Excitation of Multiconductor Lines 12.1 Derivation of the MTL Equations for Incident-Field Excitation 12.1.1 Equivalence of Source Representations 12.2 The Frequency-Domain Solution 12.2.1 Solution of the MTL Equations 12.2.2 Simplified Forms of the Excitations 12.2.3 Incorporating the Line Terminations 22.214.171.124 Lossless Lines in Homogeneous Media 12.2.4 Lumped-Circuit Approximate Characterizations 12.2.5 Uniform Plane Wave Excitation of the Line 12.3 The Time-Domain Solution 12.3.1 Decoupling the MTL Equations 12.3.2 A SPICE Equivalent Circuit 12.3.3 Lumped-Circuit Approximate Models 12.3.4 The Time-Domain to Frequency-Domain (TDFD) Transformation 12.3.5 The Finite-Difference, Time-Domain (FDTD) Solution Method 12.4 Computed Results References Problems Chapter 13 Transmission-Line Networks 13.1 Representation of Lossless Lines with the SPICE Model 13.2 Representation with Lumped-Circuit Approximate Models 13.3 Representation via the Admittance or Impedance 2n-Port Parameters 13.4 Representation with the BLT Equations 13.5 Direct, Time-Domain Solutions in terms of Traveling Waves 13.6 A Summary of Methods for Analyzing Multiconductor Transmission Lines References Problems Publications by the Author Concerning Transmission Lines Appendix A. Description of Computer Software A.1 Programs for Calculation of the Per-Unit-Length Parameters A.1.1 Wide-Separation Approximations for Wires: WIDESEP.FOR A.1.2 Ribbon Cables: RIBBON.FOR A.1.3 Printed Circuit Boards: PCB.FOR A.1.4 Coupled Microstrip Structures: MSTRP.FOR A.1.5 Coupled Stripline Structures: STRPLINE.FOR A.2 Frequency-Domain Analysis A.2.1 General: MTL.FOR A.3 Time-Domain Analysis A.3.1 Time-Domain to Frequency-Domain Transformation: TIMEFREQ.FOR A.3.2 Branin?s Method Extended to Multiconductor Transmission Lines: BRANIN.FOR A.3.3 Finite-Difference, Time-Domain Method: FINDIF.FOR A.3.4 Finite-Difference, Time-Domain Method: FDTDLOSS.FOR A.4 SPICE/PSPICE Subcircuit Generation Programs A.4.1 General Solution, Lossless Lines: SPICEMTL.FOR A.4.2 Lumped-Pi Circuit, Lossless Lines: SPICELPI.FOR A.4.3 Inductive-Capacitive Coupling Model: SPICELC.FOR A.5 Incident Field Excitation A.5.1 Frequency-Domain Program: INCIDENT.FOR A.5.2 SPICE/PSPICE Subcircuit Model: SPICEINC.FOR A.5.3 Finite-Difference, Time-Domain Method: FDTDINC.FOR References Appendix B. A SPICE(PSPICE) Tutorial B.1 Creating the SPICE or PSPICE Program B.2 Circuit Description B.3 Execution Statements B.4 Output Statements B.5 Examples B.6 The Subcircuit Model References
Library of Congress Subject Headings for this publication:
Multiconductor transmission lines.
Electric circuit analysis -- Data processing.