SIMULATION of Electron BINDING AND IONIZATION with Photon Mediated Transitions

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Aug 2020

SIMULATION of Electron BINDING AND IONIZATION with Photon Mediated Transitions

The free electron is a two-dimensional current disc of zero thickness comprising a continuum of azimuthal circular currents elements confined to a limiting disc radius in the xy-plane that matches the de Broglie wavelength. These circular current elements transform into a semispherical basis element current vector field (BECVF) comprising great circle current elements, and the BECVF in turn serves as a basis element to form a uniform two-dimensional spherical shell of current of zero thickness. The current motion of the free electron gives rise to angular momentum vectors with projections of Lz = hbar, Lx = Ly = 0. The current motion of the bound electron gives rise to angular momentum vectors with projections of Lz = hbar/2, Lx = -Ly = hbar/4. The precession of either electron state in a magnetic field gives rise to a Bohr magneton of magnetic moment along the applied field axis that can only be parallel or antiparallel to the magnetic field wherein flux of the magnetic flux quantum (h/2e) is linked in the quantized spin transition in order to conserve angular momentum. The corresponding energy of the flux linkage gives rise to the electron g factor which is derived to an accuracy only limited by the accuracy of the fine structure constant of the exact solution of g.
The photon comprises orthogonal great circle electric and magnetic field basis elements of a partial spherical covering that vector projects as rotating transverse orthogonal fields at light speed relative to an observer. The photon possesses an angular momentum of hbar in its electric and magnetic fields and an energy of hbar omega. Photon mediated quantized electronic transitions cause the electron angular velocity and energy to changed identically to that of the photon resulting in a spherically and time harmonically rotating charge density wave in the uniform electron current corresponding to orbital angular momentum and electron spin angular momentum, respectively. The lifetime of an electronic excited state is given by the ratio of the power to the energy of the transition.

Referring to Mills GUTCP, the exact equations of the bound and free electron are given in Chapters 1 and 3, respectively, the exact equations of photons are given in Chapter 4, and the exact equations of excited states and their lifetimes are given in Chapter 2 [https://brilliantlightpower.com/book-download-and-streaming/].