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• W4383269410 endingPage "653" @default.
• W4383269410 startingPage "626" @default.
• W4383269410 abstract "We show the simplest form with which one can express the gravity force, and that still gives all the same predictions of observable phenomena as does standard Newton gravity and general relativity theory. In addition, we show a new field equation that gives all the same predictions as general relativity theory, but that it is simpler as the only constant needed is the speed of light and that also gives quantum gravity. This new form to express gravity, through quantum gravitational energy, requires less constants to predict gravity phenomena than standard gravity theory. This alone should make the physics community interested in investigating this approach. It shows that gravitational energy, and other types of energy are a collision-length in their most complete and deepest form and that quantization of gravity is related to the reduced Compton frequency of the gravitational mass per Planck time. While general relativity theory needs two constants to predict gravity phenomena, that is G and c, our new theory, based on gravity energy, only needs one constant, cg, that is easily found from gravitational observations with no prior knowledge of any constants. Further, we will show that, at the deepest quantum level, quantum gravity needs two constants, cg and the Planck length, while the standard formulation here needs c, h and lp. Thus our theory gives a reduction in constants and simpler formulas than does standard gravity theory. Most important we by this seems to have a fully consistent framework for quantum gravity." @default.
• W4383269410 created "2023-07-06" @default.
• W4383269410 creator A5059755887 @default.
• W4383269410 date "2023-01-01" @default.
• W4383269410 modified "2023-10-12" @default.
• W4383269410 title "Quantum Gravitational Energy Simplifies Gravitational Physics and Gives a New Einstein Inspired Quantum Field Equation without &lt;i&gt;G&lt;/i&gt;" @default.
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• W4383269410 doi "https://doi.org/10.4236/jhepgc.2023.93052" @default.
• W4383269410 hasPublicationYear "2023" @default.
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