Biomedical Engineering Reference
In-Depth Information
Figure 2.5
Pauli exclusion principle. Hydrogen molecule modelled as two
protons with a composite quark structure and two electrons.
(orthogonally) between any other electrons or protons. This is a
fundamental realisation that greatly simplifies the determination of
atomic and molecular structures. Thus the four EM particles shown
in Fig. 2.5 are connected by only two (pairs of) photon streams,
two E field streams and two H field streams that must rotate in
synchronous fashion withthe electrons and protons.
This synchronous motion also applies to multi-atom configu-
rations, including solid crystal arrays. The modern version of the
double-slitexperimentcanbeeasilyunderstoodwherethetwoslits
are made of the same solid piece of material. If the two slits are
synchronous versions of each other then the slow build-up of the
final diffracted image photon by photon is no longer enigmatic.
Hence arrays of matter appear to be synchronous in their motions
in the same way as shown in Fig. 2.5.
Now the difference between a solid and a range of less rigid
arrays of atoms can be understood via the resonance of the binding
photons. As these binding photons change their resonant phase
length over integer multiples of
π/
2, the whole array becomes less
and less rigid until the array can resemble a liquid. This process can
continueuntilthewholearraybecomesdisassociatedandeachatom
isindependent in agaseous phase.
Ashortsummaryofthemathematicalandbasicphysicalfindings
of SFT is as follows. On the basis of the motion of the photon
within the hydrogen atom SFT can be used to obtain an analytic
expressionfor
m
γ
,themassofthephoton,andprovide atheoretical
rationale for
α
, the fine-structure constant. Recently, SFT was used
to derive actual motions of the electron and proton within the
hydrogen atom in the form of eigensolutions to a system of partial
