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hadronic mathematics, mechanics and chemistry - Institute for Basic ...

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HADRONIC MATHEMATICS, MECHANICS AND CHEMISTRYxiiiserious scrutiny. In fact, the theory that proved to be fully valid <strong>for</strong> the Mendeleevclassification of atoms into families, classical <strong>mechanics</strong>, had to be replaced witha covering theory, quantum <strong>mechanics</strong>, <strong>for</strong> the dramatically different conditionsof the structure of each individual atom of a given Mendeleev family.It appears that history is repeating itself <strong>for</strong> the case of hadrons because thetheory so effective <strong>for</strong> their classification into families, quantum <strong>mechanics</strong>, hasto be replaced with a covering theory <strong>for</strong> the dramatically different problem ofthe structure of individual hadrons of a given SU(3) family. This is the case <strong>for</strong>numerous reasons studied in these volumes, such as:a) Quantum <strong>mechanics</strong> can only represent particles as dimensionless points,which feature is fully acceptable <strong>for</strong> the classification of hadrons but fundamentallyinsufficient <strong>for</strong> the <strong>hadronic</strong> structure since the constituents have extendedwavepackets in condition of total mutual penetration;b) The fundamental Galileo <strong>and</strong> Poincaré symmetries of quantum <strong>mechanics</strong>are indeed fully effective <strong>for</strong> a planetary-type classification of point-like hadrons,but they are basically insufficient <strong>for</strong> the structure because, <strong>for</strong> instance, hadronsdo not have keplerian nuclei;c) Action-at-a-distance, Hamiltonian interactions are fully sufficient <strong>for</strong> theclassification of hadrons as point-particles moving in vacuum (as empty space),while being dramatically insufficient <strong>for</strong> the dynamics within the densest mediameasured by mankind in laboratory until now, the hyperdense media in theinterior of hadrons.In the same way as quantum <strong>mechanics</strong> made historical contributions to mankindthat were unthinkable with Newtonian <strong>mechanics</strong>, <strong>hadronic</strong> <strong>mechanics</strong> has alreadypermitted industrial contributions there are unthinkable with quantum<strong>mechanics</strong>, <strong>and</strong> additional contributions are under study, precisely in view of thepossibility of stimulating <strong>hadronic</strong> constituents to be produced free, thus permittingthe conception of basically new clean energies.Another important contribution of <strong>hadronic</strong> <strong>mechanics</strong> is the termination of theongoing theological beliefs on neutrinos <strong>and</strong> their replacement with quantitativescience. Enrico Fermi introduced the hypothesis of the neutrino (meaning ”littleneutron” in Italian) <strong>for</strong> the specific intent of salvaging the validity of quantum<strong>mechanics</strong> in the synthesis of the neutron, p + + e − → n + ν, because quantum<strong>mechanics</strong> does not allow the spin 1/2 of the neutron from any possible quantumbound state of two particles each having spin 1/2. This signaled the birth of thetheory of weak interactions that is now part of history.However, Ruggero Maria Santilli pointed out in 1978 that, despite the neutrinohypothesis, quantum <strong>mechanics</strong> remains fundamentally <strong>and</strong> completely inapplicable<strong>for</strong> the neutron synthesis because the mass of the neutron is 0.78 MeVbigger than the sum of the rest energies of the proton <strong>and</strong> of the electron, underwhich conditions the Schrodingerś equation does not give physical solutions due

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