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Buras, A.J.; Ellis, J.; Gaillard, M.K.; Nanopoulos, D.V. (1978). Aspects of the grand unification of strong, weak and electromagnetic interactions. Nuclear Phys. B 135 (1978) 66-92

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Article

The Intrinsic Derivation of the Gravitational Constant G

1Department of Mathematics, Technological University of Panama, Panama, Republic of Panama


International Journal of Physics. 2022, Vol. 10 No. 5, 252-261
DOI: 10.12691/ijp-10-5-2
Copyright © 2022 Science and Education Publishing

Cite this paper:
W. Walden, T. G.M. Gerlitz. The Intrinsic Derivation of the Gravitational Constant G. International Journal of Physics. 2022; 10(5):252-261. doi: 10.12691/ijp-10-5-2.

Correspondence to: T.  G.M. Gerlitz, Department of Mathematics, Technological University of Panama, Panama, Republic of Panama. Email: gerlitz@yahoo.com

Abstract

A mathematical investigation to derive the gravitational constant reveals new data. The concept is based on symmetry and CTP-operation together with a treatment related to the two light-speeds in the vacuum. With respect to a validity in space, an antispace incorporating matter, anti-matter and anything between this the study presents an intrinsic derivation based on natural constants alone. It does not disregard former achievements as the results strongly agree with others presented elsewhere. The advantage is the curious appearing numer for G can be demonstrated embedded in the theories touching gravity treatment in good conformance. An extension for application to already established space theories is discussed, which can then provide a basis for the Grand Unified Theories.

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