Horace,
Have you considered the possibility that neutrons may be forming, a la
Widom-Larsen?
Steve
Subj: CMNS: Jan Naudts' relativistic orbital solutions and the deflated state
Date: 11/8/2009 7:25:12
From: <mailto:hheff...@mtaonline.net>hheff...@mtaonline.net
Reply-to: <mailto:c...@googlegroups.com>c...@googlegroups.com
To: <mailto:c...@googlegroups.com>c...@googlegroups.com
The existence of a small hydrogen state, in effect a sub-ground
state, is the basis for various theories of cold fusion, and for
theorizing electron screening as the means of overcoming the Coulomb
barrier in order to achieve cold fusion. Numerous cold fusion
researchers have hypothesized such small states, and thus recognized
the need for such small neutral states. However, without formation
of an actual neutron, the difficulty with some of the states proposed
is a lack of adequate binding energy to approach the nucleus. The
presence of actual neutrons in the lattice in sufficient quantities
to match excess heat observed would cause clearly visible neutron
activation of even very small amounts of common elements, and also
cause high energy signatures of nuclear reactions with lattice elements.
The deflation fusion theory (as defined here: http://
www.mtaonline.net/hheffner/DeflationFusion2.pdf) solves these
problems by noting that a brief attosecond sub-orbital state, if
repeated frequently enough, can provide a high probability of lattice
spacing distance simultaneous tunneling by the combined neutral
species, i.e. by the ground state energy bound electron and nucleus.
The Hamiltonian of the electron in the deflated state remains
unchanged until joint wavefunction collapse occurs with another
nucleus, fusion occurs, and the total charge of the combined nucleus
suddenly becomes highly positive, thus driving the electron
Hamiltonian negative by millions of electron volts, due to the
initially extremely small size of the collapsed wavefunction.
[SNIP]
Best regards,
Horace Heffner
http://www.mtaonline.net/~hheffner/
