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As all the
possibilities of new energies and fuels based on the quantum mechanics
and relative mathematics already had been studied from hundred
thousands of technicians, like part of contracts of the American Energy
Department, the Prof. Santilli proposed in 1980, like fundamental step,
the construction of one generalization of quantum mechanic under the
name of Hadronic mechanic, that is one mechanical conceived for the
study of the structure of interactions particles, called "hadrons".
In fact, the base reactor of this technology is called Hadronic Reactor. Understanding how was not possible to develop a truly new mechanical without a new mathematic, and it was not possible to develop a truly new mathematic without new numbers, as member of the Department of Mathematics at Harvard University, Prof. Santilli, despite being a theoretical physicist and not a mathematician, made preliminarily mathematic studies, discovering completely new numbers, today called "Santilli-isonumbers".
These new numbers are characterized by an unit that is not the number 1 anymore, but an arbitrary amount E = 1/T and their product is not that conventional one nxm, but the product n*m = nxTxm for which E is in fact the new unit, E*n = (1/T)xTxn = n = n*E = nxTx(1/T).
Relying on the discoveries of these new numbers, the Prof. Santilli constructed an entire new mathematic based on new spaces, new algebras, new geometries, etc. well-know today all over the scientific world.
Several exquisitely technical monographs, written by scientists of several countries, subsequently appeared, bringing back the name "Santilli" in their title.
As an example, Chinese mathematician Prof. C.-X. Jiang has written a monography on the new Santillian numbers; Santillian algebras have been studied in monography written by Greek mathematicians G. Tsagas and D. Sourlas, spanish ones A. Nunze and American ones T. Gill and W. Wess.
Due to the new mathematic, Hadronic Mechanics construction was a mere consequence.
In fact, the new mechanical allowed the Prof. Santilli and its associates to generalize Newton's equations, Hamilton's mechanics and quantum mechanics.
At a second stage, these generalizations were extended to Superconductivity and more recently to Hadrons Chemistry.
The primary function of Hadronic mechanics is the following.
Quantum mechanics can only represent particles as punctiform entities only subordinates to at a distance interactions.
In physical reality, particles as protons and neutrons are instead extended objects that have not only interactions at a distance, but also contact interaction (because extended in the space, otherwise pure punctiform objects without dimensions cannot have a contact) which last interactions are at 0 radius, not derivable from potential so absolutely not rappresentable by quantum mechanics.
The primary function of the Hadronic mechanics is thus to represent through the new unit E not only the true shape of particles (generally ellipsoid), but also contact interactions.
The same Quantum mechanics is not exact for all the structures whose distances are small in relation to dimensions of particles, as hadrons structure, nuclei and molecules structures.
After one century, the quantum mechanics has not been able yet to represent in an exact way nuclear magnetic moments (with an embarrassing 1% shunting line for deuterium and even more for heavy nuclei).
Similarly, after a century of faulty trials, quantum chemistry has NOT been able to catch "an exact" representation of molecular bond energies, lacking an historical 2% value (without, of course, base axioms alteration or academics- based arbitrary parameters, etc.).
The most important Hadronic Mechanics achievement is that has been the one to allow completely new hadrons structure models, nuclei and molecules, whose models for the first time in the history of science are an INVARIANT and EXACT representation of ALL physical characteristics of hadrons, nuclei and molecules.
These studies are the result of hundred of scientists all over the world under guide and coordination of Prof. Santilli.
Such studies have produced beyond 30,000 pages of technical article and roughly twenty monographs.
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