Abstract
Though not well-known, Einstein endeavored much of his life to general-relativize quantum mechanics, (rather than quantizing gravity). Albeit he did not succeed, his legacy lives on. In this paper, we begin with the general relativistic field equations describing flat spacetime, but stimulated by vacuum energy fluctuations. In our precursor paper, after straightforward general relativistic calculations, the resulting covariant and contravariant energy-momentum tensors were identified as n-valued operators describing graviton excitation. From these two operators, we were able to generate all three boson masses (including the Higgs mass) in precise agreement as reported in the 2010 CODATA (NIST); moreover local, as-well-as large-scale, accelerated spacetimes were shown to naturally occur from this general relativized quantum physics approach (RQP). In this paper, applying the same approach, we produce an n-valued Coulombs Force Law leading to the energy spectrum for atomic hydrogen, without assuming quantized atomic radii, velocity and momentum, as Bohr did.
Highlights
In our precursor paper [1], we carried out Einstein’s general relativized quantum mechanics approach byHow to cite this paper: Christensen Jr., W.J. (2015) Relativized Quantum Physics Generating N-Valued Coulomb Force and Atomic Hydrogen Energy Spectrum
By assuming the two energy momentum operators described above can be detached from the general relativistic wave equations, and applied to more extreme spacetime conditions where gravitons can be excited into higher energy states, in our precursor paper we were able to generate all three boson masses in precise agreement with CODATA (NIST) [10]
relativized quantum physics approach (RQP) is able to provide a theoretical reason as to why discrete energy emission and absorption arise from n-valued mass. This is immediately understood via the relationship between the covariant and contravariant energy momentum tensor-operators, which reveal that the gravitational fields continually undergo constructive and destructive spacetime interference:
Summary
In our precursor paper [1], we carried out Einstein’s general relativized quantum mechanics approach by. After a straightforward general relativistic calculation on the modified metric, the covariant and contravariant energy momentum tensors emerged as raising and lowering operators describing n-valued graviton excitement From these operators, we were able to generate all three boson masses (including the Higgs mass) in precise agreement with 2010 CODATA (NIST) [4]; accelerated spacetimes were shown to naturally manifest from this approach. Continuing on with the general relativized quantum physics approach, in this paper, we produce an n-valued Coulombs Force Law, which leads directly to light quanta generating the atomic energy spectrum of hydrogen. We are able to accomplish this without artificially assuming, as Bohr did, quantized: momentum, radii, or velocity for the orbiting electron Such n-valued atomic energy states emerge naturally from the general relativistic equations (acting on the modified flat spacetime metric), just as Einstein had hoped they would
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