- Introduction
- Transmission Line Equations and Properties
- Transmission Line Model
- Two-Conductor Transmission Line Equations
- Ideal Transmission Lines
- Lossy Transmission Lines
- Nonuniform Transmission Lines
- Transmission Lines with Distributed Sources
- Transmission Lines with Frequency-Dependent Parameters
- Multiconductor Transmission Line Equations
- Ideal Multiconductor Transmission Lines
- Lossy Multiconductor Transmission Lines
- Multiconductor Transmission Lines with Distributed Sources
- Multiconductor Transmission Lines with Frequency-Dependent Parameters
- Poynting’s Theorem for Lines with Frequency Independent Parameters
- Two-Conductor Transmission Lines
- Multiconductor Transmission Lines
- Equations
- Uniqueness of the Solution of Transmission Line
- Two-Conductor Transmission Lines
- Multiconductor Transmission Lines
- Transmission Line Equations in the Laplacde Domain
- Reciprocity Theorems for Two-Conductor Transmission Lines
- The First Form of the Reciprocity Theorem
- The Second Form of the Reciprocity Theorem
- The Third Form of the Reciprocity Theorem
- Reciprocity Theorems for Multiconductor Transmission Lines
- The First Form of the Reciprocity Theorem
- The Second Form of the Reciprocity Theorem
- The Third Form of the Reciprocity Theorem
- Reciprocity Theorem for a Semi-infinite Transmission Line
- Ideal Two-Conductor Transmission Lines Connected to Lumped Circuits
- d’Alembert Solution of Two-Conductor Transmission Line Equations
- Some Elementary Networks
- An Infinite Line
- A Semi-infinite Line Connected to an Ideal Current Source
- A Semi-infinite Line Connected to a Linear Resistor; Reflection Coefficient
- A Semi-infinite Line Connected to a Linear Capacitor
- A Semi-infinite Line Connected to a Nonlinear Resistor
- Semi-infinite Line Connected to a Nonlinear Resistor in Parallel with a Linear Capacitor
- Natural Frequencies of a Finite Length Transmission Line Connected to Short Circuits
- Two-Conductor Transmission Lines as Two-Ports
- State Variables of the Line
- Transmission Line Behaviour at the Ends
- The Input-Output Description
- The Input-State-Output Description, and
- Lines Connected to Linear Lumped Circuits
- State Equations in Normal Form
- Natural Frequencies of the Network
- Solution in the Laplace Domain
- A Glimpse at a Transmission Line Connected to a Nonlinear One-Port: State Equations in Normal Form
- A Line Connected to a Nonlinear Resistor
- A Line Connected to a Nonlinear Resistor in Parallel with a Linear Capacitor
- Ideal Two-Conductor Transmission Lines with Distributed Sources
- A Particular Solution of the Line Equations With Distributed Sources
- Characterization as Two-Ports
- Ideal Multiconductor Transmission Lines
- d’Alembert Solution for Ideal Multiconductor Transmission Lines
- Properties and Diagonalization of the Matrices LC and CL
- Characteristic Resistance and Conductance Matrices
- Natural Modes of Propagation
- Infinite Multiconductor Transmission Lines
- Semi-infinite Multiconductor Transmission Lines and Equivalent Circuits
- Ideal Multiconductor Transmission Lines as Multiports
- Characterization of the Transmission Line Behavior at the Ends
- Multiconductor Lines with Homogeneous Dielectric
- Characterization of the Transmission Line Behavior at the Ends
- Multiconductor Transmission Line Connected to Linear Resistive Multiports
- Natural Frequencies of the Network
- A Particular Solution of the Ideal Multiconductor Transmission Line Equations with Distributed Sources
- Transversally Homogeneous Lines
- Properties of the Characteristic Conductance Matrix G, and Resistance Matrix R,
- d’Alembert Solution for Ideal Multiconductor Transmission Lines
- Lossy Two-Conductor Transmission Lines
- Lossy Transmission Lines are Dispersive
- The Heaviside Condition
- Solution of the Lossy Transmission Line Equations in the Laplace Domain
- The Propagation Along a Lossy Transmission Line
- Semi-infinite Lossy Line Connected to an Ideal Current Source
- Lossy Transmission Lines are Dispersive
- Lossy Multiconductor Transmission Lines
- Nonuniform Transmission Lines
- Transmission Line Equations in Characteristic Form
- Lumped Nonlinear Networks Interconnected by Transmission Lines
- Qualitative Analysis of an Ideal Two-Conductor Line Connected to Nonlinear Resistors: Periodic Solutions, Bifurcations and Chaos
- Appendix A Some Useful Notes on the Matrix Operators
- Preliminary Definitions
- The Eigenvalue Problem Au = Au
- The Generalized Eigenvalue Problem Au = lambdaBu
- Function of a Matrix Operator
- Perturbation of a Matrix Operator: Asymptotic Behavior of the Eigenvalues
- Appendix B Some Useful Notes on the Laplace Transformation
- Appendix C Some a-priori Estimates
- Appendix D Tables of Equivalent Representations of Transmission Lines