Summary

Vernon Nemitz Cold Nuclear Fusion: A Hypothesis

To properly grasp the full possibilities here, simply recall that a pion can interact with a nucleon in a trillionth of a trillionth of a second. That means if the whole fusion reaction takes place in a trillionth of a second, there is still time for a trillion virtual pions to zip across the distance between them! How many of those pions can kick a different electron, and give it some energy? Every time that happens, less energy is left for the fusion to cause an He-4 nucleus to break apart.
Source: Wikisource

Vernon Nemitz Cold Nuclear Fusion: A Hypothesis

It is quite logical that if hydrogen can exist in a metallic state, then it should also be able to exist as an alloying substance. So, isn't it obvious that if a hydrogen can add its sole electron into the conduction band of the palladium, no different from some other atom in an alloy donating an electron, then the extraordinarily tiny bare hydrogen nucleus will be floating in the crystal lattice of the metal—and that greater numbers of tiny nuclei can fit in a given volume of space than can fit whole hydrogen molecules there?
Source: Wikisource

Vernon Nemitz Cold Nuclear Fusion: A Hypothesis

Statistics are a huge part of QM, and this most especially applies to the position or location of a particle. In general, the less mass/energy that a particle possesses, the less exactly its location can be specified. For a very light particle like the electron, the total amount of uncertainty in specifying its location gives us the impression it might be anywhere within a rather volumous region, rather like a cloud. Indeed, QM can give us the impression that sometimes the electron should be considered as existing simultaneously at every single point within that cloud.
Source: Wikisource

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