Lines and Electromagnetic Fields for Engineers /
Miner, Gayle F.
Lines and Electromagnetic Fields for Engineers / Gayle F. Miner. - New York : Oxford University Press, c1996. - xv, 990 p. : ill. ; 25 cm. - Oxford series in electrical and computer engineering . - Oxford series in electrical and computer engineering. .
Includes bibliographical references (p. 977-978) and index.
Preliminaries: A Preface for the Student -- Transmission Lines: Parameters, Performance Characteristics, and Applications to Distributed Systems -- Graphical Solutions of Transmission Line and Transmission Line-like Systems: The Smith Chart -- Transients on Transmission Lines -- Scalars, Vectors, Coordinate Systems, Vector Operations, and Functions -- Theory, Physical Description, and Basic Equations of Electric Fields -- Theory, Physical Description, and Basic Equations of Magnetic Fields -- Theory, Physical Description, and Basic Equations of Time-Varying Electromagnetic Fields: Maxwell's Equations and Field Properties of Waves -- Propagation of Plane Waves -- Waveguides and Cavities -- App. A Sinusoidal Steady-State Formulation -- App. B Coaxial Cable Data -- App. C Selected Laplace Transform Pairs -- App. D Expansions of Vector Operators in Rectangular, Spherical, and Cylindrical Coordinates -- 1. 2. 3. 4. 5. 6. 7. 8. 9. App. E Unit Vector Relationships and Partial Derivatives in Rectangular, Spherical, and Cylindrical Coordinates -- App. F Vector Helmholtz Theorem -- App. G The Unit Dyad -- App. H Derivation of the Energy in a Magnetic Field -- App. I Alternative Solution Forms of the Wave Equation -- App. J Generalized Coordinate System Expressions for the Transverse Components of the E and H in Terms of E[subscript z] and H[subscript z] for Waves Propagating in the z Direction, with Transverse Coordinates t[subscript 1] and t[subscript 2] -- App. K Solution of Partial Differential Equations by the Method of Separation of Variables -- App. L Series of Ordinary Differential Equations and Solution Functions Defined by Them: Trigonometric, Bessel, and Legendre Functions -- App. M Identities, Recursion Formulas, and Differential and Integral Formulas for Bessel Functions and Legendre Functions -- App. N Orthogonal Functions and Orthogonal Function Series -- App. O Definite Integrals that Yield Bessel Functions.
0195104099
Electric lines.
Electromagnetic fields.
621.3 / MIN
Lines and Electromagnetic Fields for Engineers / Gayle F. Miner. - New York : Oxford University Press, c1996. - xv, 990 p. : ill. ; 25 cm. - Oxford series in electrical and computer engineering . - Oxford series in electrical and computer engineering. .
Includes bibliographical references (p. 977-978) and index.
Preliminaries: A Preface for the Student -- Transmission Lines: Parameters, Performance Characteristics, and Applications to Distributed Systems -- Graphical Solutions of Transmission Line and Transmission Line-like Systems: The Smith Chart -- Transients on Transmission Lines -- Scalars, Vectors, Coordinate Systems, Vector Operations, and Functions -- Theory, Physical Description, and Basic Equations of Electric Fields -- Theory, Physical Description, and Basic Equations of Magnetic Fields -- Theory, Physical Description, and Basic Equations of Time-Varying Electromagnetic Fields: Maxwell's Equations and Field Properties of Waves -- Propagation of Plane Waves -- Waveguides and Cavities -- App. A Sinusoidal Steady-State Formulation -- App. B Coaxial Cable Data -- App. C Selected Laplace Transform Pairs -- App. D Expansions of Vector Operators in Rectangular, Spherical, and Cylindrical Coordinates -- 1. 2. 3. 4. 5. 6. 7. 8. 9. App. E Unit Vector Relationships and Partial Derivatives in Rectangular, Spherical, and Cylindrical Coordinates -- App. F Vector Helmholtz Theorem -- App. G The Unit Dyad -- App. H Derivation of the Energy in a Magnetic Field -- App. I Alternative Solution Forms of the Wave Equation -- App. J Generalized Coordinate System Expressions for the Transverse Components of the E and H in Terms of E[subscript z] and H[subscript z] for Waves Propagating in the z Direction, with Transverse Coordinates t[subscript 1] and t[subscript 2] -- App. K Solution of Partial Differential Equations by the Method of Separation of Variables -- App. L Series of Ordinary Differential Equations and Solution Functions Defined by Them: Trigonometric, Bessel, and Legendre Functions -- App. M Identities, Recursion Formulas, and Differential and Integral Formulas for Bessel Functions and Legendre Functions -- App. N Orthogonal Functions and Orthogonal Function Series -- App. O Definite Integrals that Yield Bessel Functions.
0195104099
Electric lines.
Electromagnetic fields.
621.3 / MIN