2016-Sustainable Industrial Processing Summit
SIPS 2016 Volume 4: Santilli Intl. Symp. / Mathematics Applications
| Editors: | Kongoli F, Gaines G, Georgiev S, Bhalekar A |
| Publisher: | Flogen Star OUTREACH |
| Publication Year: | 2016 |
| Pages: | 320 pages |
| ISBN: | 978-1-987820-42-3 |
| ISSN: | 2291-1227 (Metals and Materials Processing in a Clean Environment Series) |
CD shopping page
On The Nuclear Stability/Instability Using Closed Packing Of Isonucleons Envisaged In Santilli’s Models Of Isonuclides
Anil Bhalekar1; Ruggero Santilli2;1R. T. M. NAGPUR UNIVERSITY,, Nagpur, India; 2CEO AND CHIEF SCIENTIST OF THUNDER ENERGIES CORPORATION, Palm Harbor, United States;
Type of Paper: Regular
Id Paper: 463
Topic: 38
Abstract:
Santilli in past decades developed the structure of neutron in terms of (as a compressed hydrogen atom, originally suggested by E. Rutherford) an union of isoproton and isoelectron and the nuclear structure of deuteron in terms of hadronic interactions between 2 isoprotons and one isoelectron (that is a hadronic union of compressed hydrogen atom and a proton). Inspired by this basic and successful development we have recently developed nuclear configuration of 279 stable nuclides from atomic number 1 to 82, that is from the isotopes of hydrogen up to those of lead, in terms of isonucleons in two ways namely Method-I and
Method-II. Method-I describes nuclear configuaration by taking stable isodeuterons of spin 1
and isoneutrons and isoprotons both of spin 1/2 as nuclear constituents and they are oriented in such a way to match the observed nuclear spin. Whereas in Method-II the same is described in terms of isoprotons of spin 1/2 and isoelectrons with spin zero. The number of isoprotons, equal to the mass number, A, of a nuclide are divided into two groups of up and down spin such that the net spin matches with the experimental value. The next obvious aspect that we have investigated is to describe stability/instability of nuclides based on these nuclear configurations. We found that it is fruitful to arrange isoprotons and isoelectrons of an isonuclide in a closed geometrical packing with maximum hadronic interaction and minimum electrostatic repulsion among its isonucleons. In this paper we have described the last stated aspect for stable and two unstable isotopes flanked on the either sides of each of them. Each closed packing has been analyzed for stability in terms of constituent structures, which are the ones of stable He-4 and He-3 isonuclides and unstable Triton in majority of cases. It appears that our method of ascertaining nuclear stability is a shed superior over the traditional ones, for example, those based on magic numbers and nuclear shell model, etc. Our presentation do suggest possible new routes of nuclear syntheses.