Quantum Gravity and String Theory

   

The Gravitational Quantum Limit of the Inverse Square Law

Authors: Kurt L. Becker

This paper attempts to give a theoretical foundation for the Modified Newtonian Dynamics equations developed by M. Milgrom Ref.1. It will show that there is a cross sectional limit, below which 1/r2 asymptotically changes to 1/r. When the cross section of a distant star falls below the minimum cross section of the geodesics of the paths of gravitons, then the inverse square law is no longer valid. Gravitational attraction then depends on the distance travelled by the gravitons and will result in the force of gravity varying as 1/r. Also, the mass, GM, used in Newton’s Law of Universal Gravitation will change to √0. This is due to multiple paths of gravitons merging into one path. Geodesics have very small cross sections which resonate and continuously adjust to changes in space-time.

Comments: 8 Pages.

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Submission history

[v1] 2019-03-26 10:25:50

Unique-IP document downloads: 17 times

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