Introduction to General Relativity
International Series of Monographs in Natural Philosophy
- 232 pages
- English
- PDF
- Available on iOS & Android
Introduction to General Relativity
International Series of Monographs in Natural Philosophy
About This Book
Introduction to General Relativity is an introductory text on the concepts and modes of calculation used in general relativity. Topics covered range from Newton's laws of motion and the Galilean transformation to tensor analysis, equations of motion of free particles, electromagnetism, and gravitational fields and waves. Solutions of the field equations are also given. The emphasis is on the actual performance of relativistic calculations, rather than on mathematical rigor or exhaustive completeness. This volume is comprised of nine chapters and begins with an overview of the theory of relativity, which includes special relativity and general relativity. The discussion then turns to Newton's laws of motion and the Galilean transformation, electromagnetism and the Galilean transformation, and the Lorentz transformation. Subsequent chapters explore tensor analysis; equations of motion of free particles; gravitational fields and waves; relativity in cosmology; and unified theories and quantized theories of general relativity. The final chapter is devoted to Minkowski's coordinates and orthogonal transformations. This book will be a valuable resource for students of physics.
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Table of contents
- Front Cover
- Introduction to General Relativity
- Copyright Page
- Table of Contents
- Preface
- Chapter 1. Introduction
- Chapter 2. Tensor Analysis
- Chapter 3. Equations of Motion of Free Particles
- Chapter 4. Solutions of the Field Equations
- Chapter 5. Electromagnetism in General Relativity
- Chapter 6. Gravitat~onal Fields and Waves
- Chapter 7. Relcitivity in Cosmology
- Chapter 8. Unified Theories and Quantized Theories of General Relcitivity
- Chapter 9. Minkowski's Coordinates and Orthogonal Transformations
- Appendix I: Numerical Data and Physical Constants
- Appendix II
- Appendix III: Euler's Equation of the Calculus of Variations
- Author Index
- Subject Index
- Other Titles in the Series in Icitural Philosophy