@StephenC,
Thank you for you VERY INTERESTING questions.
The experimental findings of Holmlid are quite solid and well documented. His interpretation has become a bit self-referential since no one seems to share it.
The neutral particle he sees and he is trying to make a sense of has strong analogies with my Hyd. In the article "Spontaneous ejection of high-energy particles from ultra-dense deuterium D(0)" published in 2015 (but also in other earlier articles), Holmlid suggests, in accordance with the theory of J. E. Hirsch that:
- there is a narrow bound state between a hydrogen nucleus and an electron,
- the state has no orbital angular momentum,
- the state is somehow "planar",
- the state has a unitary spin.
- the radius of the electron in it is 193[fm],
- the speed of the charge is the speed of light.
WELL, IT IS PRECISELY THE DESCRIPTION OF MY HYD.
The theory of Holmlid proposes a state without orbital angular momentum and with the size of the Zitterbewegung; is this an orbital, or is more of a new particle?
When I first developed my theory I was not aware of the theory of J. E. Hirsch.
Holmlid writes: “... the electrons which give the ultra-dense matter structure have no orbital motion, but only a spin motion. This electron spin motion may be interpreted as a motion of the charge with orbit radius rq=ħ/2mec=0.192 pm and with the velocity of light c (‘zitterbewegung’) [33]. This spin motion is centred on the D atoms and may give a planar structure for the DeD pairs as in the case of the planar clusters for ordinary Rydberg matter.”
The formula of the electron radius is the one I use and Hirsch uses references to works of D. Hestenes about the Zitterbewegung I use as well.
I am not an expert in Rydberg Matter (RM), but I doubt that the formation of H(0)/Hyd needs first the formation of ordinary RM. The simplest reason is that CF happens in very different systems and RM is not that omnipresent … In addition to that the size of ordinary RM is huge in comparison to a H(0)/Hyd, and the energy difference is … immense. What could provide all that binding energy? You need a mechanism, or something ...
While QM predicts (common) Rydberg matter, the condensed Rydberg matter Holmlid and Hirsch suggest is only a guess, and it is not based on rigorous QM. My theory is not formulated in the rigorous framework of QM either, but at least provides a basic explanation for why compact neutral particles (not neutrons) can form.
In common RM it is like you say, the electrons behave pretty much as planets around a star and there are no states with zero angular momentum.
I do not see what common RM shares with H(0)/Hyd. Hirsch suggests a path between the two, but I think the common thread is too thin.
My theory suggests that Holmlid is producing Hyd thanks to the presence of K in a Fischer–Tropsch catalyst (the styrene catalyst Shell S-105 he uses). The hydrogen molecule is broken in two pieces by the catalyst and one of the two protons, probably helped by the impinging laser light, is accelerated and captures an electron from the K to form a Hydronius. Then probably the Hyd gather in clusters possibly thanks to the magnetic attraction that stationary protons in neighbouring Hyd should feel.
I agree with Hirsch that probably superconductivity (at least that at “high temperatures”) originates from the same mechanism of cold fusion, but I don't think he is pointing at the right one.