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Space-Time Curvature Mode Quanta
1090 Wien, Austria
King of Prussia, PA, USA
- 1 1090 Wien, Austria
- 2 King of Prussia, PA, USA
Journal of Modern Physics·Volume 11 (2020)·Pages 1977–1992·Published 30 November 2020·DOI10.4236/jmp.2020.1112125
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Abstract
Einstein theorized that Gravity is not a force derived from a potential that acts across a distance. It is a distortion of space and time in which we live by masses and energy. Consistent with Einstein’s theory, a model of space-time curvature modes and associated curvature quanta in slightly warped space-time generated by a light Photon is derived. Both a Schr ? dinger and a Second Quantized representation of the space-time curvature mode quanta are calculated and are fourth rank tensors. The eigenvalues of these equations are radii of curvature, not energy. The Eigenfunctions are linear functions of the components of the tensor that describes the curvature of space-time.
KeywordsPhotonsPhononsGravityGeneral RelativitySpace-TimeRadius of CurvatureTensor
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