Nguồn ngoài
Electromagnetic Field Theory: A Problem Solving Approach
This text is an introductory treatment on the junior level for a two-semester electrical engineering course starting from the Coulomb-Lorentz force law on a point charge. The theory is extended by the continuous superposition of solutions from previously developed simpler problems leading to the general integral and differential field laws. Often the same problem is solved by different methods so that the advantages and limitations of each approach becomes clear.
- Tác giả
- Markus Zahn
- Nhà xuất bản
- Massachusetts Institute of Technology
- Nguồn
- LibreTexts
- Giấy phép
- CC BY-NC-SA
- Ngôn ngữ
- EN
Mục lục· 80 mục
- 01: Review of Vector Analysis
- 1.01: Coordinate Systems
- 1.02: Vector Algebra
- 1.03: The Gradient and the Del Operator
- 1.04: Flux and Divergence
- 1.05: The Curl and Stokes' Theorem
- 1.06: Problems
- 02: The Electric Field
- 2.01: Electric Charge
- 2.02: The Coulomb Force Law Between Stationary Charges
- 2.03: Charge Distributions
- 2.04: Gauss's Law
- 2.05: The Electric Potential
- 2.06: The Method of Images with Line Charges and Cylinders
- 2.07: The Method of Images with Point Charges and Spheres
- 2.08: Problems
- 03: Polarization and Conduction
- 3.01: Polarization
- 3.02: Conduction
- 3.03: Field Boundary Conditions
- 3.04: Resistance
- 3.05: Capacitance
- 3.06: Lossy Media
- 3.07: Field-dependent Space-Charge Distributions
- 3.08: Energy Stored in a Dielectric Medium
- 3.09: Fields and their Forces
- 3.10: Electrostatic Generators
- 3.11: Problems
- 04: Electric Field Boundary Value Problems
- 4.01: The Uniqueness Theorem
- 4.02: Boundary Value Problems in Cartesian Geometries
- 4.03: Separation of Variables in Cylindrical Geometry
- 4.04: Product Solutions in Spherical Geometry
- 4.05: A Successive Method - Numerical Relaxation
- 4.6: Problems
- 05: The Magnetic Field
- 5.01: Forces on Moving Charges
- 5.02: Magnetic Field Due to Currents
- 5.03: Divergence and Curl of the Magnetic Field
- 5.04: The Vector Potential
- 5.05: Magnetization
- 5.06: Boundary Conditions
- 5.07: Magnetic Field Boundary Value Problems
- 5.08: Magnetic Fields and Forces
- 5.09: Problems
- 06: Electromagnetic Induction
- 6.01: Faraday's Law of Induction
- 6.02: Faraday's Law for Moving Media
- 6.03: Energy Stored in the Magnetic Field
- 6.04: The Energy Method for Forces
- 6.05: Energy Stored in The Magnetic Field
- 6.06: The Energy Method for Forces
- 6.07: Problems
- 07: Electrodynamics-fields and Waves
- 7.01: Maxwell's Equations
- 7.02: Conservation of Energy
- 7.03: Transverse Electromagnetic Waves
- 7.04: Sinusoidal Time Variations
- 7.05: Normal Incidence onto a Perfect Conductor
- 7.06: Normal Incidence onto a Dielectric
- 7.07: Uniform and Nonuniform Plane Waves
- 7.08: Oblique Incidence onto a Perfect Conductor
- 7.09: Oblique Incidence Onto a Dielectric
- 7.10: Applications to Optics
- 7.11: Problems
- 08: Guided Electromagnetic Waves
- 8.01: The Transmission Line Equations
- 8.02: Transmission Line Transient Waves
- 8.03: Sinusoidal Time Variations
- 8.04: Arbitrary Tions
- 8.05: Stub Tuning
- 8.06: The Rectangular Waveguide
- 8.07: Dielectric Waveguide
- 8.08: Problems
- 09: Radiation
- 9.01: The Retarded Potentials
- 9.02: Radiation from Point Dipole
- 9.03: Point Dipole Arrays
- 9.04: Long Dipole Antennas
- 9.05: Problems