Introduction to black hole physics [[electronic resource] /] / Valeri P. Frolov & Andrei Zelnikov

• Autore: Frolov V. P (Valerii Pavlovich)
• Pubblicazione: Oxford ; ; New York, : Oxford University Press, 2011
• Descrizione fisica: 1 online resource (505 p.)
• Disciplina: 523.8/875
• Soggetto topico: Black holes (Astronomy); Gravitational collapse; Stars - Evolution
• Soggetto genere / forma: Electronic books.
• Altri autori: ZelnikovAndrei
• Note generali: Description based upon print version of record.
• Nota di bibliografia: Includes bibliographical references and index.
• Nota di contenuto: Cover; Contents; 1 Black Holes: Big Picture; 1.1 Gravity and Black Holes; 1.2 Brief History of Black Holes; 1.3 'Dark Stars' vs. Black Holes; 1.4 Final State of Stellar Evolution; 1.5 Equilibrium of Gravitating Systems; 1.6 Important Notions of Astrophysics; 1.7 Black Holes in Astrophysics and Cosmology; 1.8 Stellar-Mass Black Holes; 1.9 Supermassive Black Holes; 1.10 Primordial Black Holes; 1.11 Black Holes in Theoretical Physics; 1.12 Black Holes and Extra Dimensions; 2 Physics in a Uniformly Accelerated Frame; 2.1 Minkowski Spacetime and Its Symmetries ; 2.2 Minkowski Spacetime in Curved Coordinates2.3 Uniformly Accelerated Reference Frame; 2.4 Homogeneous Gravitational Field; 2.5 Causal Structure; 2.6 Wick's Rotation in the Rindler Space; 3 Riemannian Geometry; 3.1 Differential Manifold. Tensors; 3.2 Metric; 3.3 Covariant Derivative; 3.4 Lie and Fermi Transport; 3.5 Curvature Tensor; 3.6 Parallel Transport of a Vector; 3.7 Spacetime Symmetries; 3.8 Submanifold; 3.9 Integration; 4 Particle Motion in Curved Spacetime; 4.1 Equations of Motion; 4.2 Phase Space; 4.3 Complete Integrability; 5 Einstein Equations; 5.1 Einstein-Hilbert Action ; 5.2 Einstein Equations5.3 Linearized Gravity; 5.4 Gravitational radiation; 5.5 Gravity in Higher-Dimensions; 6 Spherically Symmetric Black Holes; 6.1 Spherically Symmetric Gravitational Field; 6.2 Schwarzschild-de Sitter Metric; 6.3 Global Structure of the Schwarzschild Spacetime; 6.4 Black Hole Interior; 6.5 Painlevè-Gullstrand Metric; 6.6 Eddington-Finkelstein Coordinates; 6.7 Charged Black Holes; 6.8 Higher-Dimensional Spherical Black Holes; 7 Particles and Light Motion in Schwarzschild Spacetime; 7.1 Equations of Motion; 7.2 Particle Trajectories; 7.3 Kepler's Law; 7.4 Light Propagation ; 7.5 Ray-Tracing in Schwarzschild Spacetime7.6 Black Hole as a Gravitational Lens; 7.7 Radiation from an Object Moving Around the Black Hole; 7.8 Equations of Motion in 'Tilted' Spherical Coordinates; 7.9 Magnetized Schwarzschild Black Hole; 7.10 Particle and Light Motion Near Higher-Dimensional Black Holes; 8 Rotating Black Holes; 8.1 Kerr Spacetime; 8.2 Ergosphere. Horizon; 8.3 Particle and Light Motion in Equatorial Plane; 8.4 Spinning up the Black Hole; 8.5 Geodesics in Kerr Spacetime: General Case; 8.6 Light Propagation; 8.7 Hidden Symmetries of Kerr Spacetime ; 8.8 Energy Extraction from a Rotating Black Hole8.9 Black Holes in External Magnetic Field; 9 Classical and Quantum Fields near Black Holes; 9.1 Introduction; 9.2 Static Field in the Schwarzschild Spacetime; 9.3 Dimensional Reduction; 9.4 Quasinormal Modes; 9.5 Massless Fields in the Kerr Spacetime; 9.6 Black Hole in a Thermal Bath; 9.7 Hawking Effect; 9.8 Quantum Fields in the Rindler Spacetime; 9.9 Black Hole Thermodynamics; 9.10 Higher-Dimensional Generalizations; 10 Black Holes and All That Jazz; 10.1 Asymptotically Flat Spacetimes; 10.2 Black Holes: General Definition and Properties ; 10.3 Black Holes and Search for Gravitational Waves
• Sommario/riassunto: What is a black hole? How many of them are in our Universe? Can black holes be created in a laboratory or in particle colliders? Can objects similar to black holes be used for space and time travel? This text discusses these and many other questions providing the reader with the tools required to explore the Black Hole Land independently.
• Titolo autorizzato: Introduction to black hole physics
• ISBN: 0-19-100322-0
• Formato: Materiale a stampa
• Livello bibliografico: Monografia
• Lingua di pubblicazione: Inglese
• Record Nr.: 9910465135903321
• Lo trovi qui: Univ. Federico II