- Chapter 12electromagnetismmr.'s Learning Website Answer
- Chapter 12electromagnetismmr.'s Learning Website Free
- Chapter 12electromagnetismmr.'s Learning Websites
- Chapter 12electromagnetismmr.'s Learning Website -
Textbook contents: Front-End Matter, Chapter 1: Review of Vector Analysis, Chapter 2: The Electric Field, Chapter 3: Polarization and Conduction, Chapter 4: Electric Field Boundary Value Problems, Chapter 5: The Magnetic Field, Chapter 6: Electromagnetic Induction, Chapter 7: Electrodynamics-Fields and Waves, Chapter 8: Guided Electromagnetic Waves, and Chapter 9: Radiation. Learn for free about math, art, computer programming, economics, physics, chemistry, biology, medicine, finance, history, and more. Khan Academy is a nonprofit with the mission of providing a free, world-class education for anyone, anywhere. Website & Content. Tailor the website design to fit your chapter with a library of content section options that we have developed based on the needs of the chapters we support. Giving you everything your members need right from the start. Boutique by choice and intimate by design, SITE Incentive Summit Series convenes an elite group of incentive travel professionals for three days of networking, learning and destination immersion. Incentive Summit Europe - Check back soon for new dates. Incentive Summit Americas.
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
Chapter 12electromagnetismmr.'s Learning Website Answer
| TEXTBOOK CONTENTS | FILES |
|---|---|
| Front-End Matter | |
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) | |
| Chapter 1: Review of Vector Analysis, pp. 1-48 (PDF) | |
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) | |
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) | |
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) | |
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) | |
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) | |
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) | |
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) | |
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) | |
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) |
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Chapter 12electromagnetismmr.'s Learning Website Free
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.
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