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
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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
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