In this paper we approach the problem with a simple empirical observations of the fluctuations Energy under vacuum, nuclei to higt atomic number, and nuclear interactions That affect them, including the phenomena called cold fusion, We are led to believe that the oscillations of the electrons induce fluctuations in energy nuclei. With changes in energy density of the core, density variations involving definition of space between quarks and production of Higgs bosons, which decay rapidly in Z ° bosons, W bosons decaying into The problem of mergers and fission induced by cold nuclear phenomena, has been addressed in the first part of the article where they took into account nuclei with atomic number less than 4. The central point is that it takes vortices of electrons and nuclei, for nuclear reactions and mergers cold. With simple analogy with what happens in the vortex elements, and elemental analysis, we can assume vortex structures with fairly ordered, with average temperatures components of very similar. At the center of the vortex, the nuclei components can have temperatures similar enough, we can assume a state BEC for nuclei in the center of the vortex. In this case, we can assume that the fields axion produced by exchange between quarks of different nuclei in quasi-BEC and composed of photons super-luminal, may be in a state very excited, very strong, and can have a range of microns. The vortices then, can range from the size of microns to nano-meters .. The same state is conceivable BEC is obtained from exchanges assionici very strong, we can assume that trade even if the components of micrometric crystals, and in Mossbauer phenomenon .. With this approach, very simply , we obtain results that confirm the observations made from the analysis of the behavior of nuclei with atomic number less than 4. The results are the same, with a possible explanation of the phenomenon in the fullness of time decay alpha, beta and fission. We use this empirical approximations for a rigorous mathematical analysis, according to the standard parameters, involves the use of 19 free parameters standard, +9 parameters for the oscillation energy vacuum quasi-standard + 7 parameters for the Higgs bosons, + 100 parameters for self-interaction with the Higgs fields.(SUSY semplice) we must proceed with empirical experiments, for statistics calculated behavior.