High Frequency Techniques
An Introduction to RF and Microwave Design and Computer Simulation
Nonfiction, Science & Nature, Technology, Telecommunications
| Author: | Joseph F. White | ISBN: | 9781119336044 |
| Publisher: | Wiley | Publication: | August 3, 2016 |
| Imprint: | Wiley-IEEE Press | Language: | English |
| Author: | Joseph F. White |
| ISBN: | 9781119336044 |
| Publisher: | Wiley |
| Publication: | August 3, 2016 |
| Imprint: | Wiley-IEEE Press |
| Language: | English |
This textbook is an introduction to microwave engineering. The scope of this book extends from topics for a first course in electrical engineering, in which impedances are analyzed using complex numbers, through the introduction of transmission lines that are analyzed using the Smith Chart, and on to graduate level subjects, such as equivalent circuits for obstacles in hollow waveguides, analyzed using Green’s Functions. This book is a virtual encyclopedia of circuit design methods.
Despite the complexity, topics are presented in a conversational manner for ease of comprehension. The book is not only an excellent text at the undergraduate and graduate levels, but is as well a detailed reference for the practicing engineer.
Consider how well informed an engineer will be who has become familiar with these topics as treated in High Frequency Techniques: (in order of presentation)
Brief history of wireless (radio) and the Morse code
U.S. Radio Frequency Allocations
Introduction to vectors
AC analysis and why complex numbers and impedance are used
Circuit and antenna reciprocity
Decibel measure
Maximum power transfer
Skin effect
Computer simulation and optimization of networks
LC matching of one impedance to another
Coupled Resonators
Uniform transmission lines for propagation
VSWR, return Loss and mismatch error
The Telegrapher Equations (derived)
Phase and Group Velocities
The Impedance Transformation Equation for lines (derived)
Fano’s and Bode’s matching limits
The Smith Chart (derived)
Slotted Line impedance measurement
Constant Q circles on the Smith Chart
Approximating a transmission line with lumped L’s and C’s
ABCD, Z, Y and Scattering matrix analysis methods for circuits
Statistical Design and Yield Analysis of products
Electromagnetic Fields
Gauss’s Law
Vector Dot Product, Divergence and Curl
Static Pot
This textbook is an introduction to microwave engineering. The scope of this book extends from topics for a first course in electrical engineering, in which impedances are analyzed using complex numbers, through the introduction of transmission lines that are analyzed using the Smith Chart, and on to graduate level subjects, such as equivalent circuits for obstacles in hollow waveguides, analyzed using Green’s Functions. This book is a virtual encyclopedia of circuit design methods.
Despite the complexity, topics are presented in a conversational manner for ease of comprehension. The book is not only an excellent text at the undergraduate and graduate levels, but is as well a detailed reference for the practicing engineer.
Consider how well informed an engineer will be who has become familiar with these topics as treated in High Frequency Techniques: (in order of presentation)
Brief history of wireless (radio) and the Morse code
U.S. Radio Frequency Allocations
Introduction to vectors
AC analysis and why complex numbers and impedance are used
Circuit and antenna reciprocity
Decibel measure
Maximum power transfer
Skin effect
Computer simulation and optimization of networks
LC matching of one impedance to another
Coupled Resonators
Uniform transmission lines for propagation
VSWR, return Loss and mismatch error
The Telegrapher Equations (derived)
Phase and Group Velocities
The Impedance Transformation Equation for lines (derived)
Fano’s and Bode’s matching limits
The Smith Chart (derived)
Slotted Line impedance measurement
Constant Q circles on the Smith Chart
Approximating a transmission line with lumped L’s and C’s
ABCD, Z, Y and Scattering matrix analysis methods for circuits
Statistical Design and Yield Analysis of products
Electromagnetic Fields
Gauss’s Law
Vector Dot Product, Divergence and Curl
Static Pot
