Digital Transmission Lines: Computer Modelling and Analysis - Rilegato

Granzow, Kenneth D.

Rilegato

ISBN 10: 019511292X ISBN 13: 9780195112924

Casa editrice: Oxford Univ Pr on Demand, 1998

Riassunto

Digital Transmission Lines: Computer Modeling and Analysis adopts a unique approach which offers the reader an intuitive understanding of the causes and nature of crosstalk as well as the conceptual and mathematical tools to control it. It begins with an introduction to the transmission line equations, progresses to the solution for the signals on networks of multi-wire lines in layered dielectric media, and further develops a method to include the skin effect in the propagation algorithm. All of the algorithms developed are illustrated in computer codes (in the C programming language). The codes are discussed in the book and included on a compact disk (CD-ROM).
The text's most significant feature is its method of simulating crosstalk between closely spaced traces on a circuit board and providing design tools for its control. The author explains methods that he has successfully used to simulate multi-wire transmission line signal propagation; provides explanations that enhance students' understanding of propagation and crosstalk; and uses mathematical algorithms for their numerical evaluation. He also describes design methods for reducing crosstalk between traces on a multi-layered circuit board.
Numerous exercises, hints, problems, and computer code illustrate each of the algorithms developed and encourage the reader to become actively involved. An accompanying CD-ROM contains all source code from the text as well as executable demo versions of commercial CAD programs that illustrate use of the principles in the book. Ideal for graduate courses in electrical engineering and computer science, Digital Transmission Lines: Computer Modeling and Analysis will also serve as an indispensable reference for software engineers, electronic design engineers, and electromagnetic research professionals.

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Contenuti

• Part I. Transmission Line Fundamental
• Chapter 1: Introduction
• 1.1: Fundamental Approach
• 1.2: Overview
• 1.3: The Transmission Line Partial Differentiual Equations (PDE's)
• 1.3.1: The Quasi-Static Approximation
• 1.3.2: Solution Methods for the Transmission Line Equations
• Chapter 2: Single-Wire Lines
• 2.1: The Wave Equation
• 2.2: Lossless Line
• 2.3: Termination in the Characteristic Impedance zo
• 2.4: Termination with a Resistive Load
• 2.5: Time stepping Transmission line solutions
• 2.6: Numerical Algorithm - Propagation
• 2.7: Lossy Lines
• 2.8: Small Backward Signal Approximation
• 2.9: Numerical Algorithms - Lossy Propagation
• Chapter 3: Solutions of Resistive Networks
• 3.1: Kirchoff's Laws
• 3.2: Voltage and Current Sources
• 3.3: Thevenin Equivalent Circuits
• 3.4: Norton Equivalent Circuits
• 3.5: General Network Solutions Using Norton Equivalent Circuits
• Chapter 4: Boundary Conditions - Line End Equivalent Circuits
• 4.1: Thevenin Equivalent Circuits for a Transmission Line
• 4.2: Norton Equivalent Circuits for a Transmission Line
• 4.3: Joining Two or more Transmission Lines together
• Chapter 5: Multi-Wire Lines - Single Propagation Speed
• 5.1: Propagation
• 5.1.1: Propagation Modes
• 5.1.2: Separation into Forward and Backward Signals
• 5.1.3: Lossless Line
• 5.1.4: Lossy Lines
• 5.1.5: Small Coupling Approximation of Propagation Crosstalk
• 5.1.6: Numerical Algorithms - Lossy Propagation with Crosstalk
• 5.2: Boudnary Conditions - Line End Equivalent Circuits
• 5.2.1: Thevenin Equivalent Circuit
• 5.2.3: Norton Equivalent Circuit
• 5.2.3: Reflection at a resistive termination
• 5.3: Termination Crosstalk Between Traces
• Part II: Circuit Solutions at Line Terminations
• Chapter 6: Networks with Reactive and Non-linear Elements
• 6.1: Networks of Resistors
• 6.2: Synthesis of a Symmetric resistive circuit matrix
• 6.3: Approximate Norton Equivalent for an two-terminal network
• 6.4: Norton Equivalent for a Capacitor
• 6.5: Norton Equivalent for an Inductor
• 6.6: Norton Equivalent for an AC termination
• 6.7: Performance of an AC Termination
• 6.8: Non-linear Two-terminal Circuit Elements
• Chapter 7: Simultaneous Transmission Line Networeks Solutions
• 7.1: Multi-Wire Line Terminated in a network
• 7.2: Network of multi-wire lines and other Norton circuits
• Chapter 8: Computer Algorithms for General network solutions
• 8.1: General Structure of the code
• 8.2: Data Input - network definition
• 8.3: Initializing the transmission lines
• 8.4: Initializing the networks
• 8.5: Open output files
• 8.6: Time-stepping Loop
• 8.6.1: Loading the Circuit Matrix G and Column Vector I
• 8.6.2: Solution of the network equations
• 8.6.3: Output Node voltages
• 8.6.4: Update Isc for Capacitors, Inductors and AC Termination
• 8.6.5: Update Transmission Lines
• 8.7: Closing the Output files
• Chapter 9: Examples of Solutions Using Computer Code 8-1
• 9.1: Single-Wire Line - Various Terminations
• 9.1.1: Output for the Line with matching Load resistor
• 9.1.2: Output for the Line with a Non-Linear Load resistor
• 9.1.3: Line with AC termination
• 9.2: Three-Wire Line - Control of Crosstalk
• 9.3: Branched Traces
• Part III. Propagation in Layered Media
• Chapter 10: Modal Analysis in Layered Media
• 10.1: The Vector Wave Equations for Lossless Lines
• 10.2: Example of Multi-Speed Line
• 10.3: Propagation Modes of Multi-Speed Lines
• 10.4: Diagonalization of a Matrix
• Chapter 11: Characteristic Impedance of Multi-Speed Lines
• 11.1: Impedance Matrix for a Single Mode
• 11.2: Impedance Matrix, Combined Modes
• 11.3: Impedance Matrix in the Modal Basis
• Chapter 12: Transport on Lossy Multi-Speed Lines
• 12.1: Transmission Line Equations in the modal Basis
• 12.2: Transport Equations in the modal Basis
• 12.3: Transport Difference Approximation in the modal Basis
• Chapter 13: Small Coupling Approximation of Propagation Crosstalk
• 13.1: Definition of the Primary Signal
• 13.2: The Secondary Signal, An Approximation of Propagation Crosstalk
• 13.3: Propagation Crosstalk of Impulse Function
• Chapter 14: Networks Solutions Using Modal Analysis
• 14.1: Separating and Recombining the Propagation Modes
• 14.2: Solution of Networks with Multi-Speed Lines
• 14.2.1: Lossless Multi-Speed Lines
• 14.2.2: Lossy Multi-Speed Lines
• Part IV: Transmission Line Parameter Determination
• Chapter 15: Introduction to Transmission Line Parameter Determination
• Chapter 16: Capacitance and Inductance in a Homogeneous Medium
• 16.1: Single Trace Capacitance and Inductance Simulation
• 16.1.1: Definition of Capacitance
• 16.1.2: The Capacitance of a single trace over a ground plane
• 16.1.3: Integral Equation for the charge
• 16.1.4: Potential and Electric Field of a Uniformly Charged Segment
• 16.1.5: Charged Segment near a Conducting Plane
• 16.1.6: Inductance Simulation
• 16.1.7: Calculated Results and their Accuracy
• 16.2: Multi-Trace Capacitance and Inductance Simulation
• 16.2.1: Definition of Capacitance matrix
• 16.2.2: Capacitance matrix Simulation
• 16.2.3: Inductance Simulation
• Chapter 17: Electric Fields in Layered Circuit Board
• 17.1: Boundary Charge at a Dielectric-Dielectric Boundary
• 17.2: Equivalent Charge at Dielectric-Dielectric Boundaries
• 17.3: Dielectrics Adjacent to Trace Surfaces
• 17.4: Equivalent Charges Induced by Physical Charges
• 17.5: Dielectric Boundary Intersecting a Conducting Surface
• Chapter 18: Calculation of Capacitance in a Layered Media
• Chapter 19: Capacitance and Inductance Between Two Ground Planes
• 19.1: Potential due to a Uniformly Charged Segment
• 19.2: Electric Field due to Segment Parallel to the X Axis
• 19.3: Electric Field due to Segment Parallel to the Y Axis
• 19.4: Calculating the Capacitance and Inductance Matrices
• Part V: Simulation of Skin effect
• Chapter 20: Physics of the Skin Effect
• 20.1: Diffusion in a Slab
• 20.2: Classical Skin Effect
• Chapter 21: Plane Geometry Skin Effect Simulation
• 21.1: D.C. Current Density and Magnetic Field
• 21.2: Diffusion Equation Solutions
• 21.3: Equivalent Circuit for Two-Sided Diffusion
• 21.4: Diffusion on One Side of a Slab
• 21.5: Algorithm for Diffusive Voltage Drop
• 21.6: Diffusive Response to a Current Ramp
• 21.7: Norton and Thevenin Equivalents for Diffusion
• 21.8: Convergence of the Slab-Diffusion Series
• Chapter 22: Cylindrical Geometry Skin Effect Simulation
• 22.1: Field Partial Differential Equations
• 22.2: D.C. Current Density and Magnetic Field
• 22.3: Diffusion Equation Solutions
• 22.4: Equivalent Circuit for Diffusive Cylinder
• 22.5: Internal Inductance of a Cylindrical Conductor
• 22.6: Norton Equivalent Circuit for a Diffusive Cylinder
• Chapter 23: Propagation with Skin effect
• 23.1: Distributed Voltage Source in the Transmission Line Equations
• 23.2: Lossy propagation with Diffusion
• 23.4: Modified Circular Array for propagation with Diffusion
• 23.4: Approximations Using Lumped Element Diffusion Model
• Appendices
• Appendix A: Equivalence of Time-Domain and Frequency Domain Methods
• Appendix B: Effect of Resistance in Reference Conductor
• Solutions of Problems
• References

Product Description

Book by Granzow Kenneth D

Dettagli dell'edizione

• Editore: Oxford Univ Pr on Demand
• Data di pubblicazione: 1998
• Lingua: Inglese
• ISBN 10: 019511292X
• ISBN 13: 9780195112924
• Rilegatura: Copertina rigida
• Numero di pagine: 343
• Contatto del produttore: non disponibile
• Persona responsabile: Ufficio Anagrafiche Messaggerie; ufficio.anagrafiche@meli.it; ; Via Verdi, 8; Assago Milano; 20090; Italia