 |
|
|
 |
The cosmic expansion is a
property
of space, which is equal for each and any point of space. Occasionally,
from this developed the idea, everything existing should be included in
this universal expansion. This assumption is true only very limitedly.
There are many “realities” which are almost not influenced by the
gravitation
force, but which depend on other natural forces such as nuclear forces
and locally acting electromagnetic forces. So, we can assume with high
probability, atoms and elementary particles have, since their creation
in the early universe, maintained their size. The situation is
different
for structures that essentially are defined by gravitation forces as,
e.
g. planets circling around a central star. Since their paths only are
defined
by the gravitation force ( and, naturally, by their pertinent masses,
the
radius r of their path should, similar to the expansion of the
universe,
expand with time. If this is pertinent for a world obeying the CTH,
will
be tested in the following.
Fig. 12: Expanding local structures in the cosmos
As we see (Fig. 12), there indeed
results an enlargement of the planet paths with time, proportional to
the
expansion of the universe, namely: r ~ R ~ t 2/3
(23)
Today’s wee changes of all
time-dependent
cosmic values, as well as the not calculable influence of masses which
regularly exist in the vicinity of a two- masses- system, and the not
exactly
known tide forces, presently make it completely out of perspective to
verify
the hypothetically demanded enlargement of the radius of the planet
paths
experimentally.
In the ideal case(of a pure two-
masses system, e. g., the path radius earth- moon would increase by
only
1.7 cm, and that of sun- earth by about 7 cm per year! The laws active
in a two- masses- system naturally also apply to structures having a
continuous
mass, i. e. the interior of stars and planets.
|
|
|
|