The Nucleus Rotating Effect on the Electron Energy Levels via the Seiberg-Witten Map: A Semi-classical Approach

In a semi-classical approach, we relate the spin and rotation of the nucleus. We find the effect of the rotation attributed to the nucleus on the energy of the electron layers. The aim of the present work is to investigate the correction of the magnetic moment and electron vertex function in the lowest order of approximation in the presence of field correction by Seiberg-Witten's method. We will also exploit Seiberg-Witten's relations in the official method, reconstruct the sources and solve modified Maxwell's equations. Furthermore, we will show that in the first approximation of non-commutativity, Seiberg-Witten's and Bopp's shift methods are unequal. The present work is based on non-relativistic quantum mechanics; therefore, the results of this research are expected to change by applying the principles of holography and using the Schrodinger equation compatible with gravitational effects.

Keywords:

Non-commutative coordinates , Bopp' s shift , Seiberg-Witten map , \theta deformed Electrodynamics