Chapter 7
G' quantum constant
The presence of
the temporalist constant in the various quantum phenomena that we have just analyzed
(Josephson effect, photoelectric effect, constant of fine structure) rises from
our proposal e = h/2µ x To from where e
/ h/2µ = To or h / e
= 2µ /To.
The way that we
have taken from chapter 5 in order to find the temporalist constant To, i.e.
the relationship between the speed of the light c and the constant of
gravitation (temporalist) G', seems now to be a pragmatic approach but
nonfundamental.
The fundamental
theoretical step starts from the concept of To, quantum restrictive constant,
similar to h, e or c. This constant, as we have just seen it, which establishes
a relation between e and h, plays a major role in quantum electrodynamics. It
also makes it possible to connect between them the constants e, h and G' by
posing the relation G' = c / To, relationship between 2 quantum restrictive
constants. G' thus seems a quantum size. We will examine, in chapter 9, its
macroscopic and gravitational significance.
The preceding
chapters enabled us to note that, in accordance with the temporalist assumption,
fundamental quantum phenomena depend directly on the temporalist constant To,
as much in dimension as in numerical value. Reaching this point of our
argumentation, we noted that one can eliminate the gravitational origin from
the parameter To. Its purely quantum significance and value are not dependent
any more on the constant of gravitation G'. The presence of constant To in the
heart of the quantum phenomena is a powerful argument in favour of the
temporalist assumption which seems impossible to circumvent. It does not appear
possible to explain differently numerical coincidences of the ratios c / G' and
e / h, relationship between independent constants. No other
explanatory alternative appears plausible.
Next : 8 The redshift z - Theoretical prediction of the Hubble Constant
Ho
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