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GDavila
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How are the tensors of General Relativity simplified and operated? And can someone give me a mathematical example of General Relativity being done with just some basic values being plugged in for G=kT?
GDavila said:How are the tensors of General Relativity simplified and operated? And can someone give me a mathematical example of General Relativity being done with just some basic values being plugged in for G=kT?
General Relativity is a theory of gravity that was developed by Albert Einstein in 1915. It describes how mass and energy affect the curvature of space and time, and how objects move in this curved space-time.
Mathematical Operations, such as tensor calculus and differential geometry, are used in General Relativity to describe the curvature of space-time and the motion of objects within it. These operations allow us to solve complex equations and make predictions about the behavior of matter and energy in the universe.
The Equivalence Principle is a cornerstone of General Relativity, stating that the effects of gravity are indistinguishable from the effects of acceleration. This principle allows us to understand how gravity affects objects and how it is related to the curvature of space-time.
According to General Relativity, massive objects cause a curvature in space-time. When light travels near these objects, it follows the curvature of space-time and appears to bend. This phenomenon is known as gravitational lensing and has been observed and confirmed by numerous experiments.
General Relativity is a highly successful theory that has been used to make accurate predictions and explain many phenomena in the universe, such as the motion of planets and the bending of light. However, it is not a complete theory and does not account for the behavior of particles at the quantum level. Therefore, it is not yet able to fully explain the behavior of the entire universe.