Why can't you take Newtonian gravity, add special relativity, and build a relativistic theory of gravity that matches the predictions of our accepted theory, Einstein's general relativity? Ideal for a one-semester course at junior/senior level, this student-friendly text builds on familiar physics to illuminate the structure of general relativity.
Why can't you take Newtonian gravity, add special relativity, and build a relativistic theory of gravity that matches the predictions of our accepted theory, Einstein's general relativity? Ideal for a one-semester course at junior/senior level, this student-friendly text builds on familiar physics to illuminate the structure of general relativity.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Joel Franklin is a professor in the Physics Department of Reed College, Oregon. His research focuses on mathematical and computational methods with applications to classical mechanics, quantum mechanics, electrodynamics, general relativity and its modifications. He is also the author of textbooks on Advanced Mechanics and General Relativity, Computational Methods for Physics, Classical Field Theory, and Mathematical Methods for Oscillations and Waves, all published by Cambridge University Press.
Inhaltsangabe
Preface 1. Newtonian gravity 2. Transformation and tensors 3. The Riemann tensor and Einstein's equation 4. Vacuum solutions and geodesics 5. Gravitational waves and radiation 6. Gravitational sources 7. Field theories and gravity Appendix A. Lorentz transformations and special relativity Appendix B. Runge-Kutta methods Appendix C. Curvature in D = 1, 2 References Index.
Preface 1. Newtonian gravity 2. Transformation and tensors 3. The Riemann tensor and Einstein's equation 4. Vacuum solutions and geodesics 5. Gravitational waves and radiation 6. Gravitational sources 7. Field theories and gravity Appendix A. Lorentz transformations and special relativity Appendix B. Runge-Kutta methods Appendix C. Curvature in D = 1, 2 References Index.
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