(Reprinted with permission)
Mathematical physicist Tony Bermanseder stated:
Allow me to add my understanding of basic geometric spin-properties.
Zeus is describing an elementary association between quark-lepton
constituents, which have significant application and are well
understood in the experimental apparatuses.
Rybo I wish I could draw pictures and the like but I do not have
access to the appropriate software and display agencies.
Let us take two leptons, an electron and a positron, both with
fermionic halfspin (s=1/2 in intrinsic angular momentum quantised as
If the spins are aligned or parallel, then the electron and positron
can revolve about each other and form a shortlived system called
ORTHOPOSITRONIUM, decaying in so 10^-7 seconds into THREE Photons
(which are spin1 Bosons).
Orthopositronium has a combined BOSONIC SPIN of 1 and because of
Maxwell's Equations a 1spin particle-state cannot decay into TWO
photons, as the spins of 1 and 1 cannot conserve the 1 spin of the
If the spins are antiparallel or opposite, however, exactly this
situation occurs and PARAPOSITRONIUM decays into TWO Photons with
opposite spins, cancelling each other as 1-1=0 and the spinstate of
Parapositronium decays in so 10^-10 seconds and is longer-lived in
the factor Alpha (1/137) becaiuse this is the interaction
probability between a photon and the matter/antimatter state.
Ok then. This process repeats itself in the 'Gluon-Jets' in the
The Charmonium (J/Psi-Meson) decays into THREE GLUON-JETS, each
gluon jet partitioning into quark-hadron/meson particle-showers.
The Charmonium-Meson has of course 1spin and is a high mass form of
This then is the parallel/antiparallel spin-resonance background,
where pure energy transforms between radiative (photonic) and
We transfer this into the nucleus, found in the basis of the
nucleons (proton and neutron).
Here then you find very stable Heluium-4 arrangements of nucleons as
quark extensions, forming sausage-shaped or toroidal shapes (Ikeda
Shapes I have posted this here and can resend it).
Particularly, the quark geometry becomes all spin-dependent.
first up-quark closing the circle in linking with the last down-
The importance is the symmetry between the ups and downs.
In stability (the most stable Ikeda shape is the one above), the
middle quark in either proton or neutron spins opposite the adjacent
So you have +-+-+-+-....describing the superstability of quark
Ampere's Laws and Maxwell's Equations come into it, because this
spinning occurs about a magnetoaxis, defining the spin-orientations.
I'll repost the uds-hyperon decay, for you to see the experimentally
verified nature for this.
Well, I'll do this and then you can ask questions about it.
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