Gluons | Standard Model Of Particle Physics
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love the video man
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how trust-able is this anyway?
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very interesting thanks
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"Tight Borromean rings" apparenty is the best image-searchable description for the octahedrally cube-corner-dimpled object I was trying to describe. It's basically composed of 3 orthogonally-oriented interlocking donuts. I'd suggest the dimples are similar to cube-corner reflectors in that they have a influx-directing/outflux-orien
ting property capable of greatly altering gravitational binding energy conservation in nucleons. That gravitational binding may manifest itself as the strong force. -
The eight octahedral-face-centered color-bridgover-point dimples of an octahedrally-dimpled tri-toroid knot I guess are a good basis for SU(3)-type of logic. Lines passing through one toroid, close to a dimple, by one of its three creases and through the center, pass just as close to an opposing dimple, where intersection with a different toroid (color) of the three is assured. Two directions exactly through the same dimple and the center can mix all three torii (colors), 8 independent modes.
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All three rings touch together in each of the eight face-centered dimples of the tri-toroid, implying the dimples are locii for color-exchange couplings. The low-energy-appearing regular equilateral octahedron lattice array avoids face-to-face dimples, while the space-filling lattice array of flattened octahdra maximizes face-to-face dimples.
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The centers and corners of a body-centered cubic lattice carry the vertices of a space-filling lattice of flattened octahedra, where every octahedral vertex is shared with five neighbors. A face-centered cubic lattice carries the vertices of a regular lattice of equilateral octahedra, where every octahedral vertex is shared with one neighbor, which seems to be a lower-energy type of configuration.
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Many depictions of three interlocked torii show eight three-sided dimples, each of which matches the orientation of a cube-corner in the cube-corner octhadron concept I mentioned. The toroid concept seems to have a low-energy character compared to the ribbon loop concept.
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I've seen quark triplets drawn as three interlocking torii and as the three faces of a flattened Mobius ribbon loop. I guess mesons are like two interlocking torii and the two faces of a a flattened normal ribbon loop, going further with those ideas. The torii seem like orbitals stretched in time. I like to think three is a stable configuration because there are three dimensions, which seems to give a nod to the torii concept. Seems the fermionic aspect goes well with the flattened loop concept.
Ah, now everything makes sense.
aimforcentermass 2 years ago 26
This video makes me want to get high and look through a fucking microscope.
MarvelsofaLifetime 1 year ago 4