Criticisms of the Einstein field equation [[electronic resource] ] : the end of the 20th century physics / / Myron W. Evans ... [et al.]

• Autore: Evans Myron W (Myron Wyn), <1950->
• Pubblicazione: Cambridge, UK, : Cambridge International Science Pub., 2011
• Descrizione fisica: 1 online resource (470 p.)
• Soggetto topico: Einstein field equations; General relativity (Physics)
• Note generali: Bibliographic Level Mode of Issuance: Monograph
• Nota di bibliografia: Includes bibliographical references and index.
• Nota di contenuto: Intro -- Preface -- Contents -- Chapter 1. Introduction -- Chapter 2. A Review of Einstein-Cartan-Evans (ECE) Field Theory -- 2.1 Introduction -- 2.2 Geometrical principles -- 2.3 The Field and wave equations of ECE theory -- 2.4 Aharonov-Bohm and Phase effects in ECE theory -- 2.5 Tensor and vector laws of classical dynamics and electrodynamics -- 2.6 Spin connection resonance -- 2.7 Effects of gravitation on optics and spectroscopy -- 2.8 Radiative corrections in ECE theory -- 2.9 Summary of advances made by ECE theory, and criticisms of the standard model -- Acknowledgments -- 2.10 Appendix 1: Homogeneous Maxwell-Heaviside equations -- 2.11 Appendix 2: The inhomogeneous equations -- 2.12 Appendix 3: Some examples of Hodge duals in Minkowski space-time -- 2.13 Appendix 4: Standard tensorial formulation of the homogeneous Maxwell-Heaviside field equations -- 2.14 Appendix 5: Illustrating the meaning of the connection with rotation in a plane -- Bibliography -- Chapter 3. Fundamental Errors in the General Theory of Relativity -- 3.1 Introduction -- 3.2 Schwarzschild space-time -- 3.3 Spherical symmetry -- 3.4 Derivation of Schwarzschild space-time -- 3.5 The prohibition of point-mass singularities -- 3.6 Laplace's alleged black hole -- 3.7 Black hole interactions and gravitational collapse -- 3.8 Further consequences for gravitational waves -- 3.9 Other violations -- 3.10 Three-dimensional spherically symmetric metric manifolds - first principles -- 3.11 Conclusions -- Dedication -- Bibliography -- Chapter 4 Violation of the Dual Bianchi Identity by Solutions of the Einstein Field Equation -- 4.1 Introduction -- 4.2 Numerical procedure -- 4.3 Results and discussion -- 4.4 Exact solutions of the Einstein field equation -- 4.4.1 Minkowski metric with shifted radial coordinate -- 4.4.2 Schwarzschild metric -- 4.4.3 General Crothers metric. ; 4.4.4 Crothers metric with generalized Schwarzschild parameters -- 4.4.5 Crothers metric with Schwarzschild parameters -- 4.4.6 General spherical metric -- 4.4.7 Spherically symmetric metric with perturbation a/r -- 4.4.8 Spherically symmetric metric with general μ(r) -- 4.4.9 Spherically symmetric metric with off-diagonal elements -- 4.4.10 Reissner-Nordstrom metric -- 4.4.11 Extended Reissner-Weyl metric -- 4.4.12 Kerr metric -- 4.4.13 Kerr-Newman (Charged Kerr metric) with M = 0 -- ρ = const: -- 4.4.14 Kerr-Newman (Charged Kerr metric) with a = 0 -- 4.4.15 Goedel metric -- 4.4.16 Static De Sitter metric -- 4.4.17 FLRW metric -- 4.4.18 Closed FLRW metric -- 4.4.19 Friedmann Dust metric -- 4.4.20 Kasner metric -- 4.4.21 Generalized FLRW metric -- 4.4.22 Eddington-Finkelstein metric for black holes -- 4.4.23 Kruskal coordinates metric of black hole -- 4.4.24 Einstein-Rosen bridge metric, u coordinates -- 4.4.25 Einstein-Rosen bridge metric, r coordinates -- 4.4.26 Massless Einstein-Rosen bridge metric, r coordinates -- 4.4.27 General Morris-Thorne wormhole metric -- 4.4.28 Bekenstein-Hawking radiation metric -- 4.4.29 Multi-cosmic string metric -- 4.4.30 Multi-cosmic string metric, bicone -- 4.4.31 Einstein-Rosen type cosmic string metric -- 4.4.32 Wheeler-Misner wormhole by 2 cosmic strings -- 4.4.33 Hayward-Kim-Lee wormhole type 1 -- 4.4.34 Hayward-Kim-Lee wormhole type 2 -- 4.4.35 Simple wormhole metric -- 4.4.36 Simple wormhole metric with varying cosmological constant -- 4.4.37 Evans metric -- 4.4.38 Perfect spherical fluid metric -- 4.4.39 Carmeli metric for spiral galaxies -- 4.4.40 Dirac metric -- 4.4.41 Alcubierre metric -- 4.4.42 Homogeneous space-time -- 4.4.43 Robertson-Walker metric -- 4.4.44 Anti-Mach metric -- 4.4.45 Petrov metric -- 4.4.46 Homogeneous non-null electromagnetic fields, type 1. ; 4.4.47 Homogeneous non-null electromagnetic fields, type 2 -- 4.4.48 Homogeneous perfect fluid, spherical -- 4.4.49 Homogeneous perfect fluid, Cartesian -- 4.4.50 Petrov type N metric -- 4.4.51 Space rotationally isotropic metric -- 4.4.52 Electrovacuum metric -- 4.4.53 Spatially homogeneous perfect fluid cosmologies -- 4.4.54 The main cosmological models -- 4.4.55 Petrov type D fluid -- 4.4.56 Spherically symmetric electromagnetic field with Λ = 0 -- 4.4.57 Plane-symmetric vacuum metric -- 4.4.58 Sheared dust metric -- 4.4.59 Plane-symmetric perfect fluid metric -- 4.4.60 Spherically symmetric perfect fluid metric (static) -- 4.4.61 Spherically symmetric perfect fluid metric (dynamic) -- 4.4.62 Collision of plane waves -- Bibliography -- Chapter 5. Einstein's Great Contributions to Physics,New Cosmologies and the AlternatingTheory of the Universe, as a Replacementfor the Flawed Big Bang Theory -- 5.1 Introduction -- 5.2 Einstein's early work and how it has been extended by workers at AIAS -- 5.2.1 Einstein's miracle year and subsequent work -- 5.2.2 The photoelectric effect, quantum theory and the photon -- 5.2.3 The existence and motion of atoms -- 5.2.4 Special relativity -- 5.2.5 E = mc2 -- 5.3 Einstein and general relativity -- 5.4 Testing relativity, by observing light bending around the sun -- 5.5 Black holes, singularities and large masses -- 5.6 New cosmologies -- 5.7 Dark matter in focus -- Chapter 6. Index.
• Titolo autorizzato: Criticisms of the Einstein field equation
• ISBN: 1-283-01226-X; 9786613012265; 1-907343-29-6
• Formato: Materiale a stampa
• Livello bibliografico: Monografia
• Lingua di pubblicazione: Inglese
• Record Nr.: 9910810237503321
• Lo trovi qui: Univ. Federico II