Electromagnetic Field Theory as one file: (PDF 1 of 3 - 3.9MB) (PDF 2 of 3 - 3.2MB) (PDF 3 of 3 - 3.3MB)
Electromagnetic Field Theory Textbook Components
| TEXTBOOK CONTENTS | FILES |
|---|---|
| Front-End Matter | |
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Title page (PDF) Dedication (PDF) Preface (PDF) Note to the student and instructor (PDF) Table of contents, ix-xix (PDF) Title page 2 (PDF) Solutions to selected problems, pp. 699-710 (PDF) Index, pp. 711-723 (PDF) Useful equations and constants (PDF) |
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| Chapter 1: Review of Vector Analysis, pp. 1-48 (PDF) | |
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1.1 Coordinate systems, pp. 2-7 1.2 Vector Algebra, pp. 7-16 1.3 The gradient and the del operator, pp. 16-21 1.4 Flux and divergence, pp. 21-28 1.5 The Curl and Stokes’ theorem, pp. 28-39 Problems, pp. 39-48 |
Sections 1.1-1.5 (PDF) Problems (PDF) |
| Chapter 2: The Electric Field, pp. 49-134 (PDF - 8MB) | |
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2.1 Electric charge, pp. 50-54 2.2 The Coulomb force law between stationary charges, pp. 54-59 2.3 Charge distributions, pp. 59-72 2.4 Gauss’s law, pp. 72-84 2.5 The electric potential, pp. 84-93 2.6 The method of images with line charges and cylinders, pp. 93-103 2.7 The method of images with point charges and spheres, pp. 103-110 Problems, pp. 110-134 |
Sections 2.1-2.7 (PDF) Problems (PDF - 2.7MB) |
| Chapter 3: Polarization and Conduction, pp. 135-256 (PDF - 1.9MB) | |
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3.1 Polarization, pp. 136-152 3.2 Conduction, pp. 152-161 3.3 Field boundary conditions, 161-169 3.4 Resistance, pp. 169-173 3.5 Capacitance, pp. 173-181 3.6 Lossy media, pp. 181-197 3.7 Field-dependent space charge distributions, pp. 197-204 3.8 Energy stored in a dielectric medium, pp. 204-213 3.9 Fields and their forces, pp. 213-223 3.10 Electrostatic generators, pp. 223-231 Problems, pp. 231-256 |
Sections 3.1-3.10 (PDF - 1.4MB) Problems (PDF) |
| Chapter 4: Electric Field Boundary Value Problems, pp. 257-312 (PDF) | |
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4.1 The uniqueness theorem, pp. 258-259 4.2 Boundary value problems in Cartesian geometries, pp. 259-271 4.3 Separation of variables in cylindrical geometry, pp. 271-284 4.4 Product solutions in spherical geometry, pp. 284-297 4.5 A numerical method-successive relaxation, pp. 297-301 Problems, pp. 301-312 |
Sections 4.1-4.5 (PDF) Problems (PDF) |
| Chapter 5: The Magnetic Field, pp. 313-392 (PDF - 1.2MB) | |
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5.1 Forces on moving charges, pp. 314-322 5.2 Magnetic field due to currents, pp. 322-332 5.3 Divergence and curl of the magnetic field, pp. 332-336 5.4 The vector potential, pp. 336-343 5.5 Magnetization, pp. 343-359 5.6 Boundary conditions, pp. 359-361 5.7 Magnetic field boundary value problems, pp. 361-368 5.8 Magnetic fields and forces, pp. 368-375 Problems, pp. 375-392 |
Sections 5.1-5.8 (PDF) Problems (PDF) |
| Chapter 6: Electromagnetic Induction, pp. 393-486 (PDF - 2.7MB) | |
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6.1 Faraday’s law of induction, pp. 395-405 6.2 Magnetic circuits, pp. 405-417 6.3 Faraday’s law for moving media, pp. 417-435 6.4 Magnetic diffusion into an ohmic conductor, pp. 435-451 6.5 Energy stored in the magnetic field, pp. 451-460 6.6 The energy method for forces, pp. 460-465 Problems, pp. 465-486 |
Sections 6.1-6.6 (PDF - 1.1MB) Problems (PDF) |
| Chapter 7: Electrodynamics-Fields and Waves, pp. 487-566 (PDF - 1.2MB) | |
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7.1 Maxwell’s equations, pp. 487-490 7.2 Conservation of energy, pp. 490-496 7.3 Transverse electromagnetic waves, pp. 496-505 7.4 Sinusoidal time variations, pp. 505-520 7.5 Normal incidence onto a perfect conductor, pp. 520-522 7.6 Normal incidence onto a dielectric, pp. 522-529 7.7 Uniform and nonuniform plane waves, pp. 529-534 7.8 Oblique incidence onto a perfect conductor, pp. 534-538 7.9 Oblique incidence onto a dielectric, pp. 538-544 7.10 Applications to optics, pp. 544-552 Problems, pp. 552-566 |
Sections 7.1-7.10 (PDF) Problems (PDF) |
| Chapter 8: Guided Electromagnetic Waves, pp. 567-662 (PDF - 1.6MB) | |
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8.1 The transmission line equations, pp. 568-579 8.2 Transmission line transient waves, pp. 579-595 8.3 Sinusoidal time variations, pp. 595-607 8.4 Arbitrary impedance terminations, pp. 607-620 8.5 Stub tuning, pp. 620-629 8.6 The rectangular waveguide, pp. 629-644 8.7 Dielectric waveguide, pp. 644-649 Problems, pp. 649-662 |
Sections 8.1-8.7 (PDF - 1.5MB) Problems (PDF) |
| Chapter 9: Radiation, pp. 663-698 (PDF - 3.8MB) | |
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9.1 The retarded potentials, pp. 664-667 9.2 Radiation from point dipoles, pp. 667-681 9.3 Point dipole arrays, pp. 681-687 9.4 Long dipole antennas, pp. 687-694 Problems, pp. 695-698 |
Sections 9.1-9.4 (PDF) Problems (PDF) |
Recommended Citation
For any use or distribution of this textbook, please cite as follows:
Markus Zahn, Electromagnetic Field Theory. (Massachusetts Institute of Technology: MIT OpenCourseWare). http://ocw.mit.edu (accessed MM DD, YYYY). License: Creative Commons Attribution-NonCommercial-Share Alike.
