Paul G Huray
The Foundations of Signal Integrity
Paul G Huray
The Foundations of Signal Integrity
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Understanding of Signal Integrity is crucial in modern high speed applications. Based on the author's cutting edge research, Maxwell's Equations is the first book based on the electromagnetic basis of Signal Integrity rather than on empirical design. Covering all the necessary electromagnetic theory needed for a complete understanding of signal integrity, the book provides senior undergraduate and junior graduate students with a solid foundation in this burgeoning field. The book includes a problems and a solutions manual.
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Understanding of Signal Integrity is crucial in modern high speed applications. Based on the author's cutting edge research, Maxwell's Equations is the first book based on the electromagnetic basis of Signal Integrity rather than on empirical design. Covering all the necessary electromagnetic theory needed for a complete understanding of signal integrity, the book provides senior undergraduate and junior graduate students with a solid foundation in this burgeoning field. The book includes a problems and a solutions manual.
Produktdetails
- Produktdetails
- Verlag: John Wiley & Sons / Wiley
- Seitenzahl: 360
- Erscheinungstermin: 1. November 2009
- Englisch
- Abmessung: 240mm x 161mm x 24mm
- Gewicht: 710g
- ISBN-13: 9780470343609
- ISBN-10: 0470343605
- Artikelnr.: 26487749
- Verlag: John Wiley & Sons / Wiley
- Seitenzahl: 360
- Erscheinungstermin: 1. November 2009
- Englisch
- Abmessung: 240mm x 161mm x 24mm
- Gewicht: 710g
- ISBN-13: 9780470343609
- ISBN-10: 0470343605
- Artikelnr.: 26487749
Paul G. Huray, PhD, is Professor of Electrical Engineering at the University of South Carolina, where he has taught signal integrity, mathematical physics, and computer communications. Professor Huray introduced the first electromagnetics course to focus on signal integrity, and that program has produced more than eighty practicing signal integrity engineers now employed in academia, industry, and government. He earned his PhD in physics at the University of Tennessee in 1968, conducted research in the Solid State, Chemistry, and Physics Divisions at the Oak Ridge National Laboratory, and has worked part time for the Intel Corporation in developing the physical basis for barriers to circuits with bit rates up to 100 GHz.
Preface. Intent of the Book. 1. Plane Electromagnetic Waves. Introduction.
1.1 Propagating Plane Waves. 1.2 Polarized Plane Waves. 1.3 Doppler Shift.
1.4 Plane Waves in a Lossy Medium. 1.5 Dispersion and Group Velocity. 1.6
Power and Energy Propagation. 1.7 Momentum Propagation. Endnotes. 2. Plane
Waves in Compound Media. Introduction. 2.1 Plane Wave Propagating in a
Material as It Orthogonally Interacts with a Second Material. 2.2
Electromagnetic Boundary Conditions. 2.3 Plane Wave Propagating in a
Material as It Orthogonally Interacts with Two Boundaries. 2.4 Plane Wave
Propagating in a Material as It Orthogonally Interacts with Multiple
Boundaries. 2.5 Polarized Plane Waves Propagating in a Material as They
Interact Obliquely with a Boundary. 2.6 Brewster's Law. 2.7 Applications of
Snell's Law and Brewster's Law. Endnote. 3. Transmission Lines and
Waveguides. 3.1 Infi nitely Long Transmission Lines. 3.2 Governing
Equations. 3.3 Special Cases. 3.4 Power Transmission. 3.5 Finite
Transmission Lines. 3.6 Harmonic Waves in Finite Transmission Lines. 3.7
Using AC Spice Models. 3.8 Transient Waves in Finite Transmission Lines. 4.
Ideal Models vs Real-World Systems. Introduction. 4.1 Ideal Transmission
Lines. 4.2 Ideal Model Transmission Line Input and Output. 4.3 Real-World
Transmission Lines. 4.4 Effects of Surface Roughness. 4.5 Effects of the
Propagating Material. 4.6 Effects of Grain Boundaries. 4.7 Effects of
Permeability. 4.8 Effects of Board Complexity. 4.9 Final Conclusions for an
Ideal versus a Real-World Transmission Line. Endnotes. 5. Complex
Permittivity of Propagating Media. Introduction. 5.1 Basic Mechanisms of
the Propagating Material. 5.2 Permittivity of Permanent Polar Molecules.
5.3 Induced Dipole Moments. 5.4 Induced Dipole Response Function, G(Ä). 5.5
Frequency Character of the Permittivity. 5.6 Kramers-Kronig Relations for
Induced Moments. 5.7 Arbitrary Time Stimulus. 5.8 Conduction Electron
Permittivity. 5.9 Conductivity Response Function. 5.10 Permittivity of
Plasma Oscillations. 5.11 Permittivity Summary. 5.12 Empirical
Permittivity. 5.13 Theory Applied to Empirical Permittivity. 5.14
Dispersion of a Signal Propagating through a Medium with Complex
Permittivity. Endnotes. 6. Surface Roughness. Introduction. 6.1 Snowball
Model for Surface Roughness. 6.2 Perfect Electric Conductors in Static
Fields. 6.3 Spherical Conductors in Time-Varying Fields. 6.4 The Far-Field
Region. 6.5 Electrodynamics in Good Conducting Spheres. 6.6 Spherical
Coordinate Analysis. 6.7 Vector Helmholtz Equation Solutions. 6.8 Multipole
Moment Analysis. 6.9 Scattering of Electromagnetic Waves. 6.10 Power
Scattered and Absorbed by Good Conducting Spheres. 6.11 Applications of
Fundamental Scattering. Endnotes. 7. Advanced Signal Integrity.
Introduction. 7.1 Induced Surface Charges and Currents. 7.2 Reduced
Magnetic Dipole Moment Due to Field Penetration. 7.3 Infl uence of a
Surface Alloy Distribution. 7.4 Screening of Neighboring Snowballs and Form
Factors. 7.5 Pulse Phase Delay and Signal Dispersion. Chapter Conclusions.
Endnotes. 8. Signal Integrity Simulations. Introduction. 8.1 Defi nition of
Terms and Techniques. 8.2 Circuit Simulation. 8.3 Transient SPICE
Simulation. 8.4 Emerging SPICE Simulation Methods. 8.5 Fast Convolution
Analysis. 8.6 Quasi-Static Field Solvers. 8.7 Full-Wave 3-D FEM Field
Solvers. 8.8 Conclusions. Endnotes. Bibliography. Index.
1.1 Propagating Plane Waves. 1.2 Polarized Plane Waves. 1.3 Doppler Shift.
1.4 Plane Waves in a Lossy Medium. 1.5 Dispersion and Group Velocity. 1.6
Power and Energy Propagation. 1.7 Momentum Propagation. Endnotes. 2. Plane
Waves in Compound Media. Introduction. 2.1 Plane Wave Propagating in a
Material as It Orthogonally Interacts with a Second Material. 2.2
Electromagnetic Boundary Conditions. 2.3 Plane Wave Propagating in a
Material as It Orthogonally Interacts with Two Boundaries. 2.4 Plane Wave
Propagating in a Material as It Orthogonally Interacts with Multiple
Boundaries. 2.5 Polarized Plane Waves Propagating in a Material as They
Interact Obliquely with a Boundary. 2.6 Brewster's Law. 2.7 Applications of
Snell's Law and Brewster's Law. Endnote. 3. Transmission Lines and
Waveguides. 3.1 Infi nitely Long Transmission Lines. 3.2 Governing
Equations. 3.3 Special Cases. 3.4 Power Transmission. 3.5 Finite
Transmission Lines. 3.6 Harmonic Waves in Finite Transmission Lines. 3.7
Using AC Spice Models. 3.8 Transient Waves in Finite Transmission Lines. 4.
Ideal Models vs Real-World Systems. Introduction. 4.1 Ideal Transmission
Lines. 4.2 Ideal Model Transmission Line Input and Output. 4.3 Real-World
Transmission Lines. 4.4 Effects of Surface Roughness. 4.5 Effects of the
Propagating Material. 4.6 Effects of Grain Boundaries. 4.7 Effects of
Permeability. 4.8 Effects of Board Complexity. 4.9 Final Conclusions for an
Ideal versus a Real-World Transmission Line. Endnotes. 5. Complex
Permittivity of Propagating Media. Introduction. 5.1 Basic Mechanisms of
the Propagating Material. 5.2 Permittivity of Permanent Polar Molecules.
5.3 Induced Dipole Moments. 5.4 Induced Dipole Response Function, G(Ä). 5.5
Frequency Character of the Permittivity. 5.6 Kramers-Kronig Relations for
Induced Moments. 5.7 Arbitrary Time Stimulus. 5.8 Conduction Electron
Permittivity. 5.9 Conductivity Response Function. 5.10 Permittivity of
Plasma Oscillations. 5.11 Permittivity Summary. 5.12 Empirical
Permittivity. 5.13 Theory Applied to Empirical Permittivity. 5.14
Dispersion of a Signal Propagating through a Medium with Complex
Permittivity. Endnotes. 6. Surface Roughness. Introduction. 6.1 Snowball
Model for Surface Roughness. 6.2 Perfect Electric Conductors in Static
Fields. 6.3 Spherical Conductors in Time-Varying Fields. 6.4 The Far-Field
Region. 6.5 Electrodynamics in Good Conducting Spheres. 6.6 Spherical
Coordinate Analysis. 6.7 Vector Helmholtz Equation Solutions. 6.8 Multipole
Moment Analysis. 6.9 Scattering of Electromagnetic Waves. 6.10 Power
Scattered and Absorbed by Good Conducting Spheres. 6.11 Applications of
Fundamental Scattering. Endnotes. 7. Advanced Signal Integrity.
Introduction. 7.1 Induced Surface Charges and Currents. 7.2 Reduced
Magnetic Dipole Moment Due to Field Penetration. 7.3 Infl uence of a
Surface Alloy Distribution. 7.4 Screening of Neighboring Snowballs and Form
Factors. 7.5 Pulse Phase Delay and Signal Dispersion. Chapter Conclusions.
Endnotes. 8. Signal Integrity Simulations. Introduction. 8.1 Defi nition of
Terms and Techniques. 8.2 Circuit Simulation. 8.3 Transient SPICE
Simulation. 8.4 Emerging SPICE Simulation Methods. 8.5 Fast Convolution
Analysis. 8.6 Quasi-Static Field Solvers. 8.7 Full-Wave 3-D FEM Field
Solvers. 8.8 Conclusions. Endnotes. Bibliography. Index.
Preface. Intent of the Book. 1. Plane Electromagnetic Waves. Introduction.
1.1 Propagating Plane Waves. 1.2 Polarized Plane Waves. 1.3 Doppler Shift.
1.4 Plane Waves in a Lossy Medium. 1.5 Dispersion and Group Velocity. 1.6
Power and Energy Propagation. 1.7 Momentum Propagation. Endnotes. 2. Plane
Waves in Compound Media. Introduction. 2.1 Plane Wave Propagating in a
Material as It Orthogonally Interacts with a Second Material. 2.2
Electromagnetic Boundary Conditions. 2.3 Plane Wave Propagating in a
Material as It Orthogonally Interacts with Two Boundaries. 2.4 Plane Wave
Propagating in a Material as It Orthogonally Interacts with Multiple
Boundaries. 2.5 Polarized Plane Waves Propagating in a Material as They
Interact Obliquely with a Boundary. 2.6 Brewster's Law. 2.7 Applications of
Snell's Law and Brewster's Law. Endnote. 3. Transmission Lines and
Waveguides. 3.1 Infi nitely Long Transmission Lines. 3.2 Governing
Equations. 3.3 Special Cases. 3.4 Power Transmission. 3.5 Finite
Transmission Lines. 3.6 Harmonic Waves in Finite Transmission Lines. 3.7
Using AC Spice Models. 3.8 Transient Waves in Finite Transmission Lines. 4.
Ideal Models vs Real-World Systems. Introduction. 4.1 Ideal Transmission
Lines. 4.2 Ideal Model Transmission Line Input and Output. 4.3 Real-World
Transmission Lines. 4.4 Effects of Surface Roughness. 4.5 Effects of the
Propagating Material. 4.6 Effects of Grain Boundaries. 4.7 Effects of
Permeability. 4.8 Effects of Board Complexity. 4.9 Final Conclusions for an
Ideal versus a Real-World Transmission Line. Endnotes. 5. Complex
Permittivity of Propagating Media. Introduction. 5.1 Basic Mechanisms of
the Propagating Material. 5.2 Permittivity of Permanent Polar Molecules.
5.3 Induced Dipole Moments. 5.4 Induced Dipole Response Function, G(Ä). 5.5
Frequency Character of the Permittivity. 5.6 Kramers-Kronig Relations for
Induced Moments. 5.7 Arbitrary Time Stimulus. 5.8 Conduction Electron
Permittivity. 5.9 Conductivity Response Function. 5.10 Permittivity of
Plasma Oscillations. 5.11 Permittivity Summary. 5.12 Empirical
Permittivity. 5.13 Theory Applied to Empirical Permittivity. 5.14
Dispersion of a Signal Propagating through a Medium with Complex
Permittivity. Endnotes. 6. Surface Roughness. Introduction. 6.1 Snowball
Model for Surface Roughness. 6.2 Perfect Electric Conductors in Static
Fields. 6.3 Spherical Conductors in Time-Varying Fields. 6.4 The Far-Field
Region. 6.5 Electrodynamics in Good Conducting Spheres. 6.6 Spherical
Coordinate Analysis. 6.7 Vector Helmholtz Equation Solutions. 6.8 Multipole
Moment Analysis. 6.9 Scattering of Electromagnetic Waves. 6.10 Power
Scattered and Absorbed by Good Conducting Spheres. 6.11 Applications of
Fundamental Scattering. Endnotes. 7. Advanced Signal Integrity.
Introduction. 7.1 Induced Surface Charges and Currents. 7.2 Reduced
Magnetic Dipole Moment Due to Field Penetration. 7.3 Infl uence of a
Surface Alloy Distribution. 7.4 Screening of Neighboring Snowballs and Form
Factors. 7.5 Pulse Phase Delay and Signal Dispersion. Chapter Conclusions.
Endnotes. 8. Signal Integrity Simulations. Introduction. 8.1 Defi nition of
Terms and Techniques. 8.2 Circuit Simulation. 8.3 Transient SPICE
Simulation. 8.4 Emerging SPICE Simulation Methods. 8.5 Fast Convolution
Analysis. 8.6 Quasi-Static Field Solvers. 8.7 Full-Wave 3-D FEM Field
Solvers. 8.8 Conclusions. Endnotes. Bibliography. Index.
1.1 Propagating Plane Waves. 1.2 Polarized Plane Waves. 1.3 Doppler Shift.
1.4 Plane Waves in a Lossy Medium. 1.5 Dispersion and Group Velocity. 1.6
Power and Energy Propagation. 1.7 Momentum Propagation. Endnotes. 2. Plane
Waves in Compound Media. Introduction. 2.1 Plane Wave Propagating in a
Material as It Orthogonally Interacts with a Second Material. 2.2
Electromagnetic Boundary Conditions. 2.3 Plane Wave Propagating in a
Material as It Orthogonally Interacts with Two Boundaries. 2.4 Plane Wave
Propagating in a Material as It Orthogonally Interacts with Multiple
Boundaries. 2.5 Polarized Plane Waves Propagating in a Material as They
Interact Obliquely with a Boundary. 2.6 Brewster's Law. 2.7 Applications of
Snell's Law and Brewster's Law. Endnote. 3. Transmission Lines and
Waveguides. 3.1 Infi nitely Long Transmission Lines. 3.2 Governing
Equations. 3.3 Special Cases. 3.4 Power Transmission. 3.5 Finite
Transmission Lines. 3.6 Harmonic Waves in Finite Transmission Lines. 3.7
Using AC Spice Models. 3.8 Transient Waves in Finite Transmission Lines. 4.
Ideal Models vs Real-World Systems. Introduction. 4.1 Ideal Transmission
Lines. 4.2 Ideal Model Transmission Line Input and Output. 4.3 Real-World
Transmission Lines. 4.4 Effects of Surface Roughness. 4.5 Effects of the
Propagating Material. 4.6 Effects of Grain Boundaries. 4.7 Effects of
Permeability. 4.8 Effects of Board Complexity. 4.9 Final Conclusions for an
Ideal versus a Real-World Transmission Line. Endnotes. 5. Complex
Permittivity of Propagating Media. Introduction. 5.1 Basic Mechanisms of
the Propagating Material. 5.2 Permittivity of Permanent Polar Molecules.
5.3 Induced Dipole Moments. 5.4 Induced Dipole Response Function, G(Ä). 5.5
Frequency Character of the Permittivity. 5.6 Kramers-Kronig Relations for
Induced Moments. 5.7 Arbitrary Time Stimulus. 5.8 Conduction Electron
Permittivity. 5.9 Conductivity Response Function. 5.10 Permittivity of
Plasma Oscillations. 5.11 Permittivity Summary. 5.12 Empirical
Permittivity. 5.13 Theory Applied to Empirical Permittivity. 5.14
Dispersion of a Signal Propagating through a Medium with Complex
Permittivity. Endnotes. 6. Surface Roughness. Introduction. 6.1 Snowball
Model for Surface Roughness. 6.2 Perfect Electric Conductors in Static
Fields. 6.3 Spherical Conductors in Time-Varying Fields. 6.4 The Far-Field
Region. 6.5 Electrodynamics in Good Conducting Spheres. 6.6 Spherical
Coordinate Analysis. 6.7 Vector Helmholtz Equation Solutions. 6.8 Multipole
Moment Analysis. 6.9 Scattering of Electromagnetic Waves. 6.10 Power
Scattered and Absorbed by Good Conducting Spheres. 6.11 Applications of
Fundamental Scattering. Endnotes. 7. Advanced Signal Integrity.
Introduction. 7.1 Induced Surface Charges and Currents. 7.2 Reduced
Magnetic Dipole Moment Due to Field Penetration. 7.3 Infl uence of a
Surface Alloy Distribution. 7.4 Screening of Neighboring Snowballs and Form
Factors. 7.5 Pulse Phase Delay and Signal Dispersion. Chapter Conclusions.
Endnotes. 8. Signal Integrity Simulations. Introduction. 8.1 Defi nition of
Terms and Techniques. 8.2 Circuit Simulation. 8.3 Transient SPICE
Simulation. 8.4 Emerging SPICE Simulation Methods. 8.5 Fast Convolution
Analysis. 8.6 Quasi-Static Field Solvers. 8.7 Full-Wave 3-D FEM Field
Solvers. 8.8 Conclusions. Endnotes. Bibliography. Index.