Gravity : an introduction to Einstein's general relativity Upplaga 1
- Upplaga: 1a upplagan
- Utgiven: 2003
- ISBN: 9780805386622
- Sidor: 616 st
- Förlag: Addison Wesley
- Format: Inbunden
- Språk: Engelska
Om boken
I. SPACE AND TIME IN NEWTONIAN PHYSICS AND SPECIAL RELATIVITY.
1. Gravitational Physics.
2. Geometry as Physics.
3. Newtonian Physics.
4. Principles of Special Relativity.
5. Special Relativistic Mechanics.
II. THE CURVED SPACETIMES OF GENERAL RELATIVITY.
6. Gravity as Geometry.
7. Description of Curved Spacetime.
8. Geodesics.
9. The Geometry Outside a Spherical Star.
10. Solar System Tests.
11. Relativistic Gravity in Action.
12. Black Holes.
13. Astrophysical Black Holes.
14. A Little Rotation.
15. Rotating Black Holes.
16. Gravitational Waves.
17. The Universe Observed.
18. Cosmological Models.
19. Which Universe and Why?
III. THE EINSTEIN EQUATION.
20. A Little More Math.
21. Curvature and the Einstein Equation.
22. The Source of Curvature.
23. Gravitational Wave Emission.
24. Relativistic Stars.
APPENDICES.
A. Useful Constants.
B. Units.
C. Curvature Quantities.
D. Curvature Program.
E. Pedagogical Strategy.
Bibliography.
Symbols and Abbreviations.
Index.
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Mer om Gravity : an introduction to Einstein's general relativity (2003)
2003 släpptes boken Gravity : an introduction to Einstein's general relativity skriven av James Burkett Hartle. Det är den 1a upplagan av kursboken. Den är skriven på engelska och består av 616 sidor. Förlaget bakom boken är Addison Wesley.
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Referera till Gravity : an introduction to Einstein's general relativity (Upplaga 1)
Harvard
Hartle, J. B. (2003). Gravity : an introduction to Einstein’s general relativity. 1:a uppl. Addison Wesley.
Oxford
Hartle, James Burkett, Gravity : an introduction to Einstein’s general relativity, 1 uppl. (Addison Wesley, 2003).
APA
Hartle, J. B. (2003). Gravity : an introduction to Einstein’s general relativity (1:a uppl.). Addison Wesley.
Vancouver
Hartle JB. Gravity : an introduction to Einstein’s general relativity. 1:a uppl. Addison Wesley; 2003.
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