Calculating All Dark Energy and Dark Matter Effects through Dynamic Gravity Theory

Authors

  • Sean Michael Kinney -

DOI:

https://doi.org/10.47672/ejps.1503
Abstract views: 105
PDF downloads: 147

Keywords:

Dark Energy, Dark Matter, Dynamic Gravity, Gravity.

Abstract

Newton’s Universal Law of Gravitation was augmented by Einstein’s General Relativity to include factors such as time dilation from speed and gravity field strength. But this augmentation has proven to be incomplete as the math fails in almost all settings outside our solar system hence the need for Dark Energy and Dark Matter to resolve the math. Dynamic Gravity has new math that augments GR in much the same way GR augments Newton’s Law, and this math has the potential to completely explain the motions of all celestial bodies throughout the entire universe with zero need to correct the math with Dark Matter or Dark Energy. This paper explores the notion that gravity must obey the law of conservation of energy as all other forces in this universe have been shown to do. Explaining exactly what gravity is and how it manifests itself on a sub-atomic level. And explaining the many different implications that would be created from this theory. And finally using the math of Dynamic Gravity to calculate Dark Energy and Dark Matter effects within the Milky Way, and between the Milky Way and Andromeda to explain observations without the need of exotic measures.

 

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Author Biography

Sean Michael Kinney, -

 

 

References

Chaisson, E., & McMillan, S. (1996). Astronomy Today: Second Edition. New Jersey: Prentice Hall, Inc. (Table 12.2)

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Einstein, A. (1920). Relativity: The Special and General Theory. Methuen & Co Ltd.

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Two new ways to measure the gravitational constant. Retrieved January 9, 2023, from https://phys.org/news/2018-08-ways-gravitationalconstant.html

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Published

2023-06-18

How to Cite

Kinney, S. (2023). Calculating All Dark Energy and Dark Matter Effects through Dynamic Gravity Theory. European Journal of Physical Sciences, 6(2), 1 - 10. https://doi.org/10.47672/ejps.1503

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