Forced oscillator model for entropic potential in the context of superconductivity

Abstract

The wave function chosen to establish the superconductivity seems to behave as an order parameter at <i>T</i>=<i>T</i>_c. Hereafter, the research of the cooled and cooling depth penetration allows us to obtain the differential equation governing the entropic potential. As similar to the law of the forced macroscopic oscillator, the plurality of the derivative extremums concerning the entropic potential with regard to the quadratic product of the energy, will lead to the matrix nature of the entropy after the centesimal zero. Such differential equation implies that the reduced entropy components will appear as eigen frequencies of the entropic potential. The macroscopic oscillator concept is introduced to express that the distance between the energy levels, will be decomposed univocally on an extremal length scale and multi locally as an inner length scale.