THE STOCHASTIC RESETTING AND MASTER NONLINEAR FOKKER-PLANCK IN DISCRETE SPECTROSCOPY OF ULTRATHIN SILICON DIOXIDE FILM

In this paper, we consider a particle (carrier) which is stochastically reset to its initial position at a constant rate r. It leads toward a non-equilibrium stationary state with non-Gaussian fluctuations for the particle position and enhance escape rate of particles through the ultrathin film. Here we explore strongly-correlated random sequences. It is based on Master - nonlinear Fokker-Planck and chemical reaction equations. In that case compounding moments can set useful constraints to synchrotron radiation spectra of ultrathin film (SRSUTF). This mechanism is explained within a fitting process where both diffusion and reaction occur in discrete cells, and with both Si and O-2 treated as moving and reacting species for the very thin oxides.