To the non-local theory of cold nuclear fusion.

Boris V Alexeev

doi:10.1098/rsos.140015

Abstract

In this paper, we revisit the cold fusion (CF) phenomenon using the generalized Bolzmann kinetics theory which can represent the non-local physics of this CF phenomenon. This approach can identify the conditions when the CF can take place as the soliton creation under the influence of the intensive sound waves. The vast mathematical modelling leads to affirmation that all parts of soliton move with the same velocity and with the small internal change of the pressure. The zone of the high density is shaped on the soliton's front. It means that the regime of the ‘acoustic CF’ could be realized from the position of the non-local hydrodynamics.

Highlights

In 1989, two electro-chemists, Martin Fleischmann and Stanley Pons [1] announced about nuclear fusion reactions between deuterium nuclei in a table-top experiment, under ordinary conditions of temperature and pressure, by using electrochemistry
The following criteria need to be met in order to establish conventional thermonuclear deuterium fusion unquestionably: (1) the experiment has been repeatable by other investigators; (2) there has to be a significant neutron emission statistically well above background level; 2014 The Authors
(1) As it can be expected in the soliton theory, all soliton parts move with the same velocity—the condition u = 1 fulfils with high accuracy

Summary

We revisit the cold fusion (CF) phenomenon using the generalized Bolzmann kinetics theory which can represent the non-local physics of this CF phenomenon. This approach can identify the conditions when the CF can take place as the soliton creation under the influence of the intensive sound waves. The zone of the high density is shaped on the soliton’s front. It means that the regime of the ‘acoustic CF’ could be realized from the position of the non-local hydrodynamics

Introduction

Investigation of the soliton movement under action of the sound wave

Numerical simulation

Discussion

Conclusion