دانلود کتاب Classical Electrodynamics: Second Edition (Frontiers in Physics)

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Cover
Half Title
Series Page
Title Page
Copyright Page
Dedication
Contents
Preface to Second Edition
Preface to First Edition
Reader\'s Guide (Updated from First Edition)
I. Formulation of Electrodynamics
1. Maxwell\'s Equations
1.1. Electrostatics
1.2. Inference of Maxwell\'s Equations
1.3. Discussion
1.4. Problems for Chapter 1
2. Magnetic Charge I
2.1. A Very Brief History of Magnetic Charge
2.2. Problems for Chapter 2
3. Conservation Laws
3.1. Conservation of Energy
3.2. Conservation of Momentum
3.3. Conservation of Angular Momentum. Virial Theorem
3.4. Conservation Laws and the Speed of Light
3.5. Problems for Chapter 3
4. Macroscopic Electrodynamics
4.1. Force on an Atom
4.2. Force on a Macroscopic Body
4.3. Macroscopic Electrodynamics
4.4. Problems for Chapter 4
5. Simple Model for Constitutive Relations
5.1. Conductivity
5.2. Dielectric Constant
5.3. Plasma
5.4. Polar Molecules
5.5. Clausius-Mossotti Equation
5.6. Problems for Chapter 5
6. Dispersion Relations for the Susceptibility
6.1. Problems for Chapter 6
7. Magnetic Properties of Matter
7.1. Canonical Equations of Motion in Electromagnetic Fields
7.2. Diamagnetism
7.3. Paramagnetism
7.4. Ferromagnetism
7.5. Problems for Chapter 7
8. Macroscopic Energy and Momentum
8.1. General Discussion
8.2. Nondispersive Medium
8.3. Dispersive Medium
8.4. Problems for Chapter 8
9. Review of Action Principles
9.1. Lagrangian Viewpoint
9.2. Hamiltonian Viewpoint
9.3. A Third Viewpoint
9.4. Invariance and Conservation Laws
9.5. Nonconservation Laws. The Virial Theorem
9.6. Problems for Chapter 9
10. Action Principle for Electrodynamics
10.1. Action of Particle in Field
10.2. Electrodynamic Action
10.3. Energy
10.4. Momentum and Angular Momentum Conservation
10.5. Gauge Invariance and the Conservation of Charge
10.6. Gauge Invariance and Local Conservation Laws
10.7. Problems for Chapter 10
11. Einsteinian Relativity
11.1. Relativistic Modification
11.2. Lorentz Transformations
11.3. Transformation of Fields
11.4. Problems for Chapter 11
12. Relativistic Formulation
12.1. Four-Dimensional Notation
12.2. Field Transformations
12.3. Problems for Chapter 12
II. Electrostatics
13. Stationary Principles for Electrostatics
13.1. Stationary Principles for the Energy
13.1.1. The Scalar Field Form
13.1.2. The Vector Field Form
13.2. Force on Dielectrics
13.3. Boundary Conditions
13.4. Conductors
13.5. Problems for Chapter 13
14. Introduction to Green\'s Functions
14.1. Reciprocity Relation
14.2. Problems for Chapter 14
15. Electrostatics in Free Space
15.1. 2 + 1 Dimensions
15.2. Problems for Chapter 15
16. Semi-Infinite Dielectric
16.1. Green\'s Function for Charge Outside Dielectric
16.2. Derivation in Terms of Bound Charge
16.3. Green\'s Function for Charge Within Dielectric
16.4. Full Green\'s Function and Image Charge
16.5. Problems for Chapter 16
17. Application of Green\'s Function
17.1. Force between Charge and Dielectric
17.2. Infinite Conducting Plate
17.3. Problems for Chapter 17
18. Bessel Functions
18.1. Delta Functions and Completeness
18.2. Problems for Chapter 18
19. Parallel Conducting Plates
19.1. Reduced Green\'s Function
19.2. Induced Charge
19.3. Energy
19.4. Force
19.5. Images
19.6. Linear Lattices
19.7. Periodic Green\'s Function
19.8. Problems for Chapter 19
20. Modified Bessel Functions
20.1. More Bessel Functions
20.2. Problems for Chapter 20
21. Cylindrical Conductors
21.1. Rectangle
21.2. Isosceles Right Angle Triangle
21.3. Equilateral Triangle
21.4. Circle
21.5. Circle and Septum
21.6. Problems for Chapter 21
22. Spherical Harmonics
22.1. Solutions to Laplace\'s Equation
22.2. Spherical Harmonics
22.3. Orthonormality Condition
22.4. Legendre\'s Polynomials
22.5. Problems for Chapter 22
23. Coulomb\'s Potential
23.1. Legendre\'s Polynomials
23.2. Infinitesimal Rotations
23.3. Spherical Bessel Functions
23.4. Problems for Chapter 23
24. Multipoles
24.1. Problems for Chapter 24
25. Conducting Sphere and Dielectric Ball
25.1. Interior of Conducting Spherical Shell
25.1.1. Bessel Function Representation
25.2. Exterior of Conducting Sphere
25.3. Conducting Plate and Hemispherical Boss
25.4. Dielectric Ball
25.4.1. Interior of Ball
25.5. Problems for Chapter 25
26. Dielectrics and Conductors
26.1. Variational Principle
26.2. Restricted Forms of the Variational Principle
26.3. Introduction of Additional Conductor
26.4. Alternate Variational Principle
26.5. Green\'s Function
26.6. Capacitance
26.7. Problems for Chapter 26
27. Modes and Variations
27.1. A Comparison Method
27.2. Iteration
27.3. Example
27.4. Problems for Chapter 27
III. Magnetostatics
28. Magnetostatics
28.1. Variational Principle
28.2. Boundary Conditions
28.3. Vector Potential
28.4. Problems for Chapter 28
29. Macroscopic Current Distributions
29.1. Magnetic Energy. Coefficients of Inductance
29.2. Problems for Chapter 29
30. Magnetic Multipoles
30.1. Magnetic Dipole Moment
30.2. Rotating Charged Spherical Shell
30.3. Problems for Chapter 30
31. Magnetic Scalar Potential
31.1. Problems for Chapter 31
32. Steady Currents and Dissipation
32.1. Variational Principles for Current
32.2. Green\'s Functions
32.3. Problems for Chapter 32
33. Magnetic Charge II
33.1. Problems for Chapter 33
IV. Electromagnetic Radiation
34. Retarded Green\'s Function
34.1. Potentials and Gauges
34.2. Green\'s Function in the Lorenz Gauge
34.3. Problems for Chapter 34
35. Radiation—Field Point of View
35.1. Asymptotic Potentials and Fields
35.2. Angular Distribution of Radiated Power
35.3. Radiation by an Accelerated Charged Particle
35.4. Dipole Radiation
35.5. Potentials in Radiation Gauge
35.6. Problems for Chapter 35
36. Radiation—Source Point of View
36.1. Conservation of Energy
36.2. Dipole Radiation
36.3. Hamiltonian
36.4. Problems for Chapter 36
37. Models of Antennas
37.1. Simplified Model
37.2. Center-Fed Antenna
37.3. Problems for Chapter 37
38. Spectral Distribution of Radiation
38.1. Spectral and Angular Distribution
38.2. Spectral Distribution for Dipole Radiation
38.3. Damped Harmonic Motion
38.4. Problems for Chapter 38
39. Power Spectrum and Čerenkov Radiation
39.1. Macroscopic Power Spectrum
39.2. Čerenkov Radiation
39.3. Problems for Chapter 39
40. Constant Acceleration and Impulse
40.1. Radiation by a Uniformly Accelerated Particle
40.2. Radiation by Impulsive Scattering
40.3. Problems for Chapter 40
41. Synchrotron Radiation I
41.1. Motion of a Charged Particle in a Homogeneous Magnetic Field
41.2. Spectrum of Synchrotron Radiation
41.3. Total Power Emitted into the mth Harmonic
41.4. Total Radiated Power
41.5. Problems for Chapter 41
42. Synchrotron Radiation II—Polarization
42.1. Spin Polarization
42.2. Problems for Chapter 42
43. Synchrotron Radiation III—High Energies
43.1. Range of Important Harmonics
43.2. Asymptotic Form for J02m(2m)
43.3. Spectral Distribution
43.4. Angular Distribution
43.5. Qualitative Description
43.6. Historical Note
43.7. Problems for Chapter 43
44. Propagation in a Dielectric Medium
44.1. Equations for the Normal Modes
44.2. Reflection and Refraction: ⟂ Polarization
44.3. Reflection and Refraction: || Polarization
44.4. Total Internal Reflection
44.5. Energy Conservation
44.6. Problems for Chapter 44
45. Reflection by an Imperfect Conductor
45.1. Problems for Chapter 45
46. Cylindrical Coordinates
46.1. 2 + 1 Dimensional Decomposition of Green\'s Function
46.2. Three-Dimensional Fourier Representation
46.3. Hankel Functions
46.4. Problems for Chapter 46
47. Waveguides
47.1. E and H Modes
47.2. Boundary Conditions
47.3. Modes
47.4. Problems for Chapter 47
48. Scattering by Small Obstacles
48.1. Thomson Scattering
48.2. Scattering by a Bound Charge
48.3. Scattering by a Dielectric Sphere
48.4. Radiation Damping
48.5. Problems for Chapter 48
49. Partial-Wave Analysis of Scattering
49.1. Mode Decomposition
49.2. Interior of Conducting Sphere
49.3. Spherical Hankel Functions
49.4. Scattering
49.5. Problems for Chapter 49
50. Diffraction I
50.1. Diffracted Electric Field
50.2. Diffraction by a Circular Aperture
50.3. Diffraction by a Slit
50.4. Diffraction by a Straight Edge
50.5. Problems for Chapter 50
51. Diffraction II
51.1. Approximate Solution
51.2. Exact Solution for Current
51.3. Exact Diffraction Cross Section
51.4. Field Near Edge
51.5. Historical Note
51.6. Problems for Chapter 51
52. Babinet\'s Principle
52.1. Problems for Chapter 52
53. General Scattering
53.1. Integral Equation
53.2. Optical Theorem
53.3. Born Approximation
53.4. Problems for Chapter 53
54. Charged Particle Energy Loss
54.1. General Expression
54.2. Evaluation in Terms of Spectral Functions
54.3. High Energy Limit
54.4. Energy Loss by a Magnetic Monopole
54.5. Problems for Chapter 54
A. Units
Bibliography
Index