Authors: Satoshi Hanamura
In this study, we will describe how one electron could consist of a two-state spin system on the basis of a previous study, wherein we obtained a model in which two spinor particles could exist in one electron. The previously reported electronic model used equations to show the energy conservation law of an electron system, which included two spinors. Herein, we will consider these two oscillators as two bases and will start the discussion from the viewpoint that one electron can be considered two-bitwise. For this purpose, we apply the two-bitwise system with a Riemann surface via an analytic continuation. This trial could explain the mixed state of up and down spin states. Furthermore, the two states in which the electron can be of either state can be selected as the disconnection of the analytic continuation of the complex analysis. To consider the magnetic gradient field which would have a force to disconnect the analytic continuation to separate the two domains, it is possible to explain how the spin is fixed in the abovementioned states.
Comments: 7 Pages.
[v1] 2019-03-31 04:01:38
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