The Other Side of Gravity and Geometry: Antigravity and Anticurvature

Gravity is one of the four known fundamental interactions used to study and interpret physical phenomenae. It governs diverse phenomenae, especially those connected with large-scale structures. From more than one decade, existing gravity theories have suffered from some problems, when confronting th...

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Main Author: M. I. Wanas
Format: Article
Language:English
Published: Wiley 2012-01-01
Series:Advances in High Energy Physics
Online Access:http://dx.doi.org/10.1155/2012/752613
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author M. I. Wanas
author_facet M. I. Wanas
author_sort M. I. Wanas
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description Gravity is one of the four known fundamental interactions used to study and interpret physical phenomenae. It governs diverse phenomenae, especially those connected with large-scale structures. From more than one decade, existing gravity theories have suffered from some problems, when confronting their predictions with the results of some experiments and observations. This situation has led to many suggestions, none of which is final, so far. Here, we show that the assumption of existence of another side of gravity, a repulsive gravity or antigravity, together with its attractive side, may give a satisfactory solution to gravity problems. We caught here two pieces of evidence for the existence of antigravity in nature. The first is on the laboratory scale, the COW experiment, and the second is on the cosmic scale, SN type Ia observation. On the other hand, we show how gravity theories can predict antigravity, using a new defined geometric object called Parameterized anticurvature. This shows clearly how Einstein's geometrization philosophy can solve recent gravity problems in a satisfactory and easy way. Also, it may throw some light on the mystery of physical nature of “Dark Energy.”
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spelling doaj-art-b66182a3a008447da3b4ac3d1ee2a1482025-02-03T01:33:10ZengWileyAdvances in High Energy Physics1687-73571687-73652012-01-01201210.1155/2012/752613752613The Other Side of Gravity and Geometry: Antigravity and AnticurvatureM. I. Wanas0Astronomy Department, Faculty of Science, Cairo University, Giza 12613, EgyptGravity is one of the four known fundamental interactions used to study and interpret physical phenomenae. It governs diverse phenomenae, especially those connected with large-scale structures. From more than one decade, existing gravity theories have suffered from some problems, when confronting their predictions with the results of some experiments and observations. This situation has led to many suggestions, none of which is final, so far. Here, we show that the assumption of existence of another side of gravity, a repulsive gravity or antigravity, together with its attractive side, may give a satisfactory solution to gravity problems. We caught here two pieces of evidence for the existence of antigravity in nature. The first is on the laboratory scale, the COW experiment, and the second is on the cosmic scale, SN type Ia observation. On the other hand, we show how gravity theories can predict antigravity, using a new defined geometric object called Parameterized anticurvature. This shows clearly how Einstein's geometrization philosophy can solve recent gravity problems in a satisfactory and easy way. Also, it may throw some light on the mystery of physical nature of “Dark Energy.”http://dx.doi.org/10.1155/2012/752613
spellingShingle M. I. Wanas
The Other Side of Gravity and Geometry: Antigravity and Anticurvature
Advances in High Energy Physics
title The Other Side of Gravity and Geometry: Antigravity and Anticurvature
title_full The Other Side of Gravity and Geometry: Antigravity and Anticurvature
title_fullStr The Other Side of Gravity and Geometry: Antigravity and Anticurvature
title_full_unstemmed The Other Side of Gravity and Geometry: Antigravity and Anticurvature
title_short The Other Side of Gravity and Geometry: Antigravity and Anticurvature
title_sort other side of gravity and geometry antigravity and anticurvature
url http://dx.doi.org/10.1155/2012/752613
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AT miwanas othersideofgravityandgeometryantigravityandanticurvature