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Course Information

Course Name
Turkish Genel Görelilik Kuramı
English General Relavity
Course Code
FIZ 623 Credit Lecture
(hour/week)
Recitation
(hour/week)
Laboratory
(hour/week)
Semester -
3 - - -
Course Language Turkish
Course Coordinator Neşe Özdemir
Course Objectives 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
Course Description 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
Course Outcomes 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
Pre-requisite(s)
Required Facilities
Other
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