Difference between revisions of "Planck scale"

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The notion of [[wikipedia:Planck scale|Planck scale]]<ref>https://www.symmetrymagazine.org/article/the-planck-scale</ref> is a unit of energy at around <math>1.22 * 10^{19}</math> GeV, and it is essential to all of physics and even [[meta physics]]. According to [[Wikipedia:wikipedia|wikipedia]], one may found the statement below:
The notion of [[wikipedia:Planck scale|Planck scale]]<ref>https://www.symmetrymagazine.org/article/the-planck-scale</ref> is a unit of energy at around <math>1.22 * 10^{19}</math> GeV, and it is essential to all of physics and even [[meta physics]]. According to [[Wikipedia:wikipedia|Wikipedia]], one may found the statement below:
  At this scale, present descriptions and theories of sub-atomic particle interactions in terms of quantum field theory break down and become inadequate, due to the impact of the apparent non-renormalizability of gravity within current theories.
  At this scale, present descriptions and theories of sub-atomic particle interactions in terms of quantum field theory break down and become inadequate, due to the impact of the apparent non-renormalizability of gravity within current theories.


It is also a kind of [[invariance|invariant]] that can be used to assess the boundaries or [[limit]]s of [[causal relation]]s.
It is also a kind of [[invariance|invariant]] that can be used to assess the boundaries or [[limit]]s of [[causal relation]]s.





Latest revision as of 09:17, 3 September 2021

The notion of Planck scale[1] is a unit of energy at around GeV, and it is essential to all of physics and even meta physics. According to Wikipedia, one may found the statement below:

At this scale, present descriptions and theories of sub-atomic particle interactions in terms of quantum field theory break down and become inadequate, due to the impact of the apparent non-renormalizability of gravity within current theories.

It is also a kind of invariant that can be used to assess the boundaries or limits of causal relations.


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