Does GR really post-dict the big bang?

In summary, the GR tensor equations have a specific solution known as the Friedmann–Lemaître–Robertson–Walker metric which describes the big bang. This theoretical basis is based on the Einstein field equations and can be simplified into ordinary differential equations called the Friedmann equations. A link has been provided for further information on this topic.
  • #1
PerpStudent
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Do the GR tensor equations have specific solutions that post-dict the big bang? I have seen references to GR providing a theoretical basis for the big bang. Exactly what is the nature of this theoretical basis? If the mathematics for this is too complex for posting on this forum, I would appreciate a link that would provide more information about this. Thanks in advance.
 
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  • #2
Yes, there is a solution to the Einstein field equations that describes the big-bang. It is called the Friedmann–Lemaître–Robertson–Walker metric, and it's not really that complicated. Here's a link to get started. It reduces to a set of simple ordinary differential equations called the Friedmann equations.
 
  • #3
Thank you. That's very helpful.
 

1. What is GR and how does it relate to the big bang theory?

GR stands for General Relativity, which is a theory proposed by Albert Einstein to explain the force of gravity. It is used to describe the behavior of large-scale objects in the universe, such as planets, stars, and galaxies. The big bang theory is a scientific model that explains the origin and evolution of the universe, and it is based on GR as it provides a framework for understanding the expansion of the universe.

2. Can GR accurately describe the events of the big bang?

GR is a well-established theory that has been tested and verified through numerous experiments and observations. However, it does have limitations when it comes to describing the extreme conditions of the big bang. It is believed that at the very beginning of the universe, the laws of physics may have been different, and a more comprehensive theory may be needed to fully understand the events of the big bang.

3. Does GR support or contradict the idea of a singularity in the big bang?

The concept of a singularity, a point of infinite density and temperature, is a crucial aspect of the big bang theory. GR predicts that under certain conditions, such as in the center of a black hole, the laws of physics break down and a singularity may occur. However, the theory also suggests that these conditions may not apply in the case of the big bang, and a more complete theory is needed to explain the singularity at the beginning of the universe.

4. Can GR explain the expansion of the universe?

GR provides the mathematical framework for understanding the expansion of the universe. It suggests that the fabric of space itself is expanding, causing galaxies to move away from each other. This expansion is not due to the movement of objects within the universe, but rather the expansion of space itself. However, there are still unanswered questions about the exact mechanisms of this expansion and whether other factors, such as dark energy, play a role.

5. Is GR the only theory that can explain the big bang?

No, GR is not the only theory that attempts to explain the events of the big bang. Other theories, such as string theory, loop quantum gravity, and inflationary theory, also offer different explanations for the beginning of the universe. However, GR is currently the most widely accepted and supported theory for understanding the big bang and the behavior of the universe as a whole.

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