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Mathematical Principles of Mechanics and Electromagnetism
Part B: Electromagnetism and Gravitation
von Chao-cheng WangInhaltsverzeichnis
- of Part B.
- 5. Classical Theory of Electromagnetism.
- Section 30. Classical Laws of Electrostatic Fields.
- Section 31. Steady Currents and Magnetic Induction.
- Section 32. Time-Dependent Electromagnetic Fields, Maxwell’s Equations.
- Section 33. Balance Principles.
- Section 34. Electromagnetic Waves.
- Section 35. Electromechanical Interactions.
- 6. Special Relativistic Theory of Electromagnetism.
- Section 36. Newtonian, Galilean, and Ether Space-Times.
- Section 37. Minkowskian Space-Time.
- Section 38. Lorentz Transformations.
- Section 39. Vectors and Tensors in the Minkowskian Space-Time.
- Section 40. Maxwell’s Equations in Special Relativistic Form.
- Section 41. Lorentz’s Formula and the Balance Principles in Special Relativistic Form.
- Section 42. Doppler Effect of Electromagnetic Waves.
- 7. General Relativistic Theory of Gravitation.
- Section 43. Newton’s Law of Gravitation and the Principle of Equivalence.
- Section 44. Minkowskian Manifold.
- Section 45. The Stress-Energy-Momentum Tensor in a Material Medium.
- Section 46. Einstein’s Field Equations.
- Section 47. The Schwarzschild Solution and the Problems of Planetary Orbits and the Deflection of Light.
- Section 48. The Action Principle.
- Section 49. Action and Coaction.
- Section 50. The Nordström-Toupin Ether Relation and the Minkowskian Metric.
- 8. General Relativistic Theory of Electromagnetism.
- Section 51. Maxwell’s Equations in General Relativistic Form.
- Section 52. The Maxwell-Lorentz Ether Relation and the Minkowskian Metric I: Toupin’s Uniqueness Theorem.
- Section 53. The Maxwell-Lorentz Ether Relation and the Minkowskian Metric II: Basic Properties and Preliminary Lemmas.
- Section 54. The Maxwell-Lorentz Ether Relation and the Minkowskian Metric III: Toupin’s Existence Theorem.
- Section 55. The Electromagnetic Action and the Electromagnetic Stress-Energy-Momentum Tensor.
- Section 56. Electrogravitational Fields of an Electrically Charged Mass Point.
- Selected Reading for Part B.