Electromagnetic Theory for Microwaves and Optoelectronics [E-Book] / by Keqian Zhang, Dejie Li.
This book is a first year graduate text on electromagnetic fields and waves. At the same time it serves as a useful reference for researchers and engineers in the areas of microwaves and optoelectronics. Following the presentation of the physical and mathematical foundations of electromagnetic theor...
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Full text |
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Personal Name(s): | Zhang, Keqian, author |
Li, Dejie, author | |
Imprint: |
Berlin, Heidelberg :
Springer,
1998
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Physical Description: |
XVI, 669 p. 63 illus. in color. online resource. |
Note: |
englisch |
ISBN: |
9783662035535 |
DOI: |
10.1007/978-3-662-03553-5 |
Subject (LOC): |
- 1 Basic Electromagnetic Theory
- 2 Introduction to Waves
- 3 Time-Varying Boundary-Value Problems
- 4 Metallic Waveguides and Resonant Cavities
- 5 Dielectric Waveguides and Resonators
- 6 Periodic Structures and the Coupling of Modes
- 7 Electromagnetic Waves in Dispersive Media
- 8 Electromagnetic Waves in Anisotropic Media
- 9 Gaussian Beams
- 10 Scalar Diffraction Theory
- A SI Units and Gaussian Units
- A.1 Conversion of Amounts
- A.2 Conversion of Formulas
- B Vector Analysis
- B.1 Vector Differential Operations
- B.1.1 General Orthogonal Coordinates
- B.1.2 General Cylindrical Coordinates
- B.1.3 Rectangular Coordinates
- B.1.4 Circular Cylindrical Coordinates
- B.1.5 Spherical Coordinates
- B.2 Vector Formulas
- B.2.1 Vector Algebric Formulas
- B.2.2 Vector Differential Formulas
- B.2.3 Vector Integral Formulas
- B.2.4 Differential Formulas for the Position Vector
- C Bessel Functions
- C.1 Power Series Representations
- C.2 Integral Representations
- C.3 Approximate Expressions
- C.3.1 Leading Terms of Power Series (Small-Argument Approximation)
- C.3.2 Leading Terms of Asymptotic Series (Large-Argument Approximation)
- C.4 Formulas for Bessel Functions
- C.4.1 Recurrence Formulas
- C.4.2 Derivatives
- C.4.3 Integrals
- C.4.4 Wronskian
- C.5 Spherical Bessel Functions
- C.5.1 Bessel Functions of Order n 1/2
- C.5.2 Spherical Bessel Functions
- C.5.3 Spherical Bessel Functions Used by Schelkunoff
- D Legendre Functions
- D.1 Legendre Polynomials
- D.2 Associate Legendre Polynomials
- D.3 Formulas for Legendre Polynomials
- D.3.1 Recurrence Formulas
- D.3.2 Derivatives
- D. 3. 3 Integrals
- E Matrices and Tensors
- E.1 Matrix
- E.2 Matrix Algebra
- E.2.1 Definitions
- E.2.2 Matrix Algebraic Formulas
- E.3 Matrix Functions
- E.4 Special Matrices
- E.5 Tensors and Vectors
- Physical Constants and Smith Chart.