On the Ehrenfest Paradox in the Bohr Atomic Model toward the Quantization of Gravitation
Fima Ardianto Putra(1*)
(1) Department of Physics, Universitas Jenderal Soedirman
(*) Corresponding Author
Abstract
Ehrenfest Paradox has been studied in the Bohr Atomic Model as the theoretical procedure such a way that we can express the coordinate curvature i.e. gravitational aspect in the electromagnetic coupling constant. The strength of the curvature depends on the principal quantum number which shows that the value of curvature is quantized. For , the value is . The curvature value in the Bohr atomic model can be a standard to measure how strong the curvature of all system are, by comparing them with this value. We also get the understanding that the change of the curvature will manifest the curvature propagation in the form of quantum energy, i.e. . This theory can be considered to enlarge the unification theory between quantum and gravitation. Another consequence of this theory is the quantization of Equivalence Principle.
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- Eisberg R, Resnic R. Quantum Physic of Atom, Molecul, Solid, Nuclei, and Particle. John Wiley & Sons, Inc.; 1985.
- Winterberg F, Naturforsch Z. 53a; 1998.
- Beiser A. Concept of Modern Physics. 6th ed. McGraw-Hill Companies, Inc.; 1992.
- Ryder L. Introduction to General Relativity. United Kingdom: Cambridge University Press; 2009.
- D H, Resnic R. Fisika. Jakarta: Erlangga; 1985.
- Giancolli C, Douglas. Fisika. Jakarta: Erlangga; 2001.
- Hobson MP, Efstathlou G, Lasenby N. General Relativity: An Introduction for Physicists. Cambridge: Cambridge; 2008.
- Ortin T. Gravity and String. Cambridge: Cambridge; 2004.
DOI: https://doi.org/10.22146/jfi.v22i1.34275
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