Hoş Geldiniz, Misafir . Oturum Aç . English
Neredeyim: Ninova / Dersler / Fen Bilimleri Enstitüsü / FIZ 623 / Dersin Bilgileri  # Dersin Bilgileri

 Dersin Adı Türkçe Genel Görelilik Kuramı İngilizce General Relavity Dersin Kodu FIZ 623 Kredi Ders (saat/hafta) Uygulama (saat/hafta) Labratuvar (saat/hafta) Dönem - 3 - - - Dersin Dili Türkçe Dersin Koordinatörü Neşe Özdemir Dersin Amaçları Special Relativity: Concepts of space-time, inertial, non-inertial observers, 4-velocity 4-acceleration Tensor Formalism: Tensor algebra, Tensor calculus General Relativity: Principles of general relativity; equivalence, general covariance, minimal coupling, correspondence principles. Field Equations of General Relativity: Vacuum Einstein field equations, non-vacuum Einstein field equations; energy-momentum tensor, electromagnetic fields derivation of Maxwell equations Solution of Einstein Field equations: Schwarzschild solution, stationary solutions, isotropic coordinates,gravitationa waves. Tests of General Relativity: Advance of perihelion of Mercury, bending of light, time delay of light, gravitational red-shift, Eötvös experiment Cosmological Models: Friedmann models, de Sitter models Dersin Tanımı Special Relativity: Concepts of space-time, inertial, non-inertial observers, 4-velocity 4-acceleration Tensor Formalism: Tensor algebra, Tensor calculus General Relativity: Principles of general relativity; equivalence, general covariance, minimal coupling, correspondence principles. Field Equations of General Relativity: Vacuum Einstein field equations, non-vacuum Einstein field equations; energy-momentum tensor, electromagnetic fields derivation of Maxwell equations Solution of Einstein Field equations: Schwarzschild solution, stationary solutions, isotropic coordinates,gravitationa waves. Tests of General Relativity: Advance of perihelion of Mercury, bending of light, time delay of light, gravitational red-shift, Eötvös experiment Cosmological Models: Friedmann models, de Sitter models Dersin Çıktıları Special Relativity: Concepts of space-time, inertial, non-inertial observers, 4-velocity 4-acceleration Tensor Formalism: Tensor algebra, Tensor calculus General Relativity: Principles of general relativity; equivalence, general covariance, minimal coupling, correspondence principles. Field Equations of General Relativity: Vacuum Einstein field equations, non-vacuum Einstein field equations; energy-momentum tensor, electromagnetic fields derivation of Maxwell equations Solution of Einstein Field equations: Schwarzschild solution, stationary solutions, isotropic coordinates,gravitationa waves. Tests of General Relativity: Advance of perihelion of Mercury, bending of light, time delay of light, gravitational red-shift, Eötvös experiment Cosmological Models: Friedmann models, de Sitter models Önkoşullar Gereken Olanaklar Diğer Ders Kitabı 1) Gravity: An introduction to Einstein's general relativity, J.B. Hartle, Addison Wesley 2003 2) Introducting Einstein's relativity, R. d'Inverno, Oxford: Clarendon, c1992 3) Spacetime and geometry : an introduction to general relativity, Sean Carroll, San Francisco: Addison Wesley, c2004 4) A first course in general relativity, B.F. Schutz, TheCambridge University Press, 1985 5) Einstein’s General Theory of Relativity: With modern applications in cosmology, O. Grön, S. Hervik, Springer, 2007 6) The classical theory of Fields, L.D. Landau, Lifschitz, 1973 7) An introduction to general relativity, L.P. Hughston, K.P. Tod, Cambridge: Cambridge University, 1990 Diğer Referanslar

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