I can't resist commenting on this speculation, because it shows I think why some people do not understand how hard the Coulomb barrier is.Axil wrote:This quote from Edmund Storms has always intrigued me. I always test and compare any new prospective Rossi reaction theory that comes up against it.
Edmund Storms: Rossi hit upon this somewhat by accident. He was using a nickel catalyst to explore ways of making a fuel by combining hydrogen and carbon monoxide and apparently, observed quite by accident, that his [?????] was making extra energy. So then he explored it from that point of view and, apparently, over a year or two, amplified the effect.
He’s exploring the gas loading area of the field. This is also a region, a method used in the heavy water, or the heavy hydrogen, system. But in this case, it was light hydrogen, ordinary hydrogen and nickel and what happens is quite amazing.
You create the right conditions in the nickel, and he has a secret method for doing that, and all you do is add hydrogen to it and it makes huge amounts of energy based upon a nuclear reaction.”
The excess heat formed in nickel catalyst tests of CH4 production may be instrumental in the production of High-Rydburg(HR) states of hydrogen when excited CH4 decomposes and interacts with lattice faults in nickel. Let me explain as follows:
A muon is something that is massive and has a negative charge. A High-Rydburg(HR) state of hydrogen can build a compound virtual particle that is very heavy and has a large negative charge. Because the group of negative hydrogen ions is coherent, they behave as a single quantum mechanical particle. I think a coherent cluster of hydrogen ions can build a compound virtual particle that can catalyze fusion reactions just like a muon can but only better.A muon with a unit negative charge can substitute for the single electron of a hydrogen atom. The muon, 207 times more massive than the electron, effectively shields and reduces the electromagnetic resistance between two nuclei and draws them much closer into a covalent bond than an electron can. The effective radius of the modified hydrogen is 207 times smaller than a normal hydrogen atom. Because the nuclei are so close, the strong nuclear force is able to kick in and bind both nuclei together.
The High-Rydburg negitive hydrogen ion theory of the Rossi reaction.
When hot high pressure hydrogen is bombarded with thermal electrons, long lived clumps of negative hydrogen ions form. High-Rydburg (HR) states produced by electron impact have been observed with lifetimes of about 100 microseconds to seconds based on their quantum excitation states.
High-Rydberg states of H2 produced via electron impact have been observed with long lifetimes. Such long-lived HR states are thought to be high orbital angular momentum (high-C) states populated via electron impact near ion threshold energies.
Preliminary measurements 'using a new experimental technique’ (Pinnaduwage, L. A., and Datskos,) show that the effective lifetimes may be Lengthened at high ambient pressures; this could be due to the collisional stabilization of vibrationally-excited core of the HR state.
In more detail, the HR clump is coherent with orbital electrons moving in circular orbits far from the ion cores. These clumps are effectively super-atoms that don’t readily react with ordinary H2 chemically. There are many ion cores enclosed within the huge orbits of HR atoms with very large quantum excitation states.
These quantum excitation states get really large as kinetic energy is added by continued atomic and further electron impacts on these clumps of negative hydrogen ions. As the quantum level of ionization grows larger, the lifetime of the ion clump increases.
These ion cores are comprised of hundreds of hydrogen nuclei with their electrons orbiting at extreme distances. When these ion core complexes find their way into the lattice defects of nickel, a catalyzed fusion process occurs.
I think that the this High-Rydberg state process is the fusion mechanism that is universal to all cold fusion processes observed in many years of countless cold fusion experiments. It operates in a way similar to muon catalyzed fusion.
On the practical side, this coherent ion state of hydrogen can be produced by dissociation of CH4 by glow discharge electron emissions. In turn this CH4 can be produced when carbon is heated and evaporates in a hydrogen atmosphere. Graphite heated in a high pressure hydrogen atmosphere will generate CH4.
The secret element in the Rossi reactor could well be carbon.
There is no comparison between muons and high Rydberg states.
Why? Muons, like electrons, screen nuclei. the advantage of muons is that being much heavier they have higher momentum and hence smaller size when doing this (you remember heisenberg?). So a muon/proton atom is very small and can get up close to another nucleus without Coulomb problems.
Rydberg states are simply atoms with electrons in high energy but bound orbitals very far from atom. These occur typically in plasmas and have exotic properties. Cooling systems down you can get solids, molecules, etc with similar exotic properties (the intra-atomic binding from these loosely coupled electrons is much weaker than normal, so you need low temperatures).
This material consists of atomic nuclei spaced much further apart than usual bound by a cloud of Rydberg electrons.
It is exactly the opposite of a muonic atom. Muonic matter has very high density due to small size of atoms. Rydberg matter has very low density due to large size of atoms. So Rydberg "shielding" does not work close up.
Which is true, from Heisenberg, of anything using electrons to shield nuclei. Equals all normal matter.
Best wishes, Tom