The Gravity and The Quantum: A Bohr-inspired Synthesis
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An effective angular momentum quantization condition of the form $mvr=n\hbar(m/m_F)$ is used to obtain a Bohr-like model of Hydrogen-type atoms and a modified Schrödinger equation. Newton's constant, $G$, of Gravitation gets explicitly involved through the fundamental mass $m_F$ as defined in the sequel. This non-relativistic formalism may be looked upon as a ``testing ground'' for the more general synthesis of the gravity and the quantum.
4 pages, RevTex. Rejected: Reviewer's comments: ``This paper does not reach the standards needed for publication on an international journal. It contains some naive and poorly motivated speculations, and shows no awarness of the vast literature on the problem. The Authors should get a more comprehensive knowledge of the literature, before trying to work with simple ideas as in this paper.'' We would be grateful if anyone can point out whether equations (6) and (7) appear in the literature and are well known
4 pages, RevTex. Rejected: Reviewer's comments: ``This paper does not reach the standards needed for publication on an international journal. It contains some naive and poorly motivated speculations, and shows no awarness of the vast literature on the problem. The Authors should get a more comprehensive knowledge of the literature, before trying to work with simple ideas as in this paper.'' We would be grateful if anyone can point out whether equations (6) and (7) appear in the literature and are well known