Theory of objectivity
133
6.20 Particle decay
We still have to get rid of a fundamental misunderstanding. It concerns the problem of the
time dilatation. Here the model domain doesn't give us any difficulty, because it dictates a
constant and therefore by us definable time. In the relativistic view however should in
moving systems clocks go wrong! But how does one want to explain a time dilatation
physically, if it merely represents a purely mathematical result of the actually taking place
length contraction on the one hand and the postulate of a constant speed of light on the
other hand?
Nobody has troubled more about the physical interpretation than Einstein himself. But he
had as less as we nowadays the possibility to verify the so-called
phenomenon experimen-
tally, by accelerating a laboratory clock to values close to the speed of light.
Only atomic particles can, e.g. in accelerator systems, be brought on such high speeds and
then be observed for their properties. But also these experiments don't have any power of
proof, as long as we don't know the atomistic structure of the particles and there exists the
danger of misinterpretations.
So the slowing down of the rate of decay of instable. particles at high speeds willingly is
cited as "proof for time dilatation
. "The most cited example for the time dilatation is
the "long-living" meson. The
is a charged particle, which exists only 2,2 * 10
-6
seconds if it is observed in rest. Then it decays ... About 10 % of the mesons reach the
earth' s surface. Even if they fly with approximately the speed of light, they at least must
have used 30 • 2,2 * 10
-6
seconds, in order to reach the earth. Their "life" therefore by the
movement has been extended for a multiple... to the supporters of the theory of relativity
here the time dilatation is revealed..."
This "proof however is worthless, as long as "the structure and the mechanism of decay
of the particle are not known", like W. Theimer
expresses himself.
On the basis of the new field theory the approach standing on the left page is dared (fig.
6.20). Accordingly the particles don't decay by themselves, but only by a corresponding
disturbance from the outside, which for instance is triggered by the high-frequency fields
of flying past neutrinos. The closer the neutrinos fly past the particle, the sooner it will
decay. But the distance becomes the larger, the smaller the particle is. If the particle thus
experiences a relativistic length contraction, then it will, statistically seen, to the same
extent become more stable!
That has nothing to do at all with time dilatation, as this proposal for an interpretation
shows (fig. 6.20). The same effect of course also occurs, if atomic clocks are taken for a
fly in a plane and compared to identically constructed clocks on earth.
The time was stipulated by us and therefore should be able to keep its universal validity.
We are entitled
to demand a simultaneity, after all we are the ones, who tell what
simultaneity is!
An interesting technical use would be the acceleration of the rate of decay in order to
dispose of radioactively contaminated waste. For that the waste has to be irradiated by
collecting and focussing free neutrinos or with the help of a neutrino transmitter, like one
which will be discussed in chapter 9. After such a neutrino shower dangerous radioactive
waste would be reusable or at most be harmless domestic refuse.
proof
135
7. Proof
Ample evidence is available for the correctness of the theory of objectivity. The field
dependent change in length is observed and used as magnetostriction or electrostriction.
If a ferromagnetic material, e.g. a nickel rod, is brought into an alternating magnetic field,
then field dependent longitudinal length oscillations are observed. In the same manner
barium titanate or quartz crystal oscillates in the electric field if a high-frequency
alternating voltage is applied.
A practical application forms the production of ultrasound.
In this chapter are, as already announced, the quantum properties of the elementary
particles calculated and in this way is furnished perhaps the most convincing proof for the
existence of potential vortices and for the correctness of the field-theoretical approach
and the theory which is based on it.
A special challenge represents the calculation of the particle mass. This mass stretches
from 207 electron masses of the myon over 1839 of the neutron into the order of
magnitude of 18513 electron masses (Y°). Doing so not only can be tested, if the
calculated values correspond with the measured ones. Also the gaps have to correspond,
i.e. where there doesn't exist a discrete mathematical solution also no particle should exist.
The fig. 7.0 standing on the left page anticipates the result and shows that even this strict
condition is fulfilled! The agreement of the calculated with the measured results is
excellent. If in individual cases small deviations become visible, we always have to bear in
mind that the measurements as a rule are analysed statistically and the results are falsified
if small particles creep in unrecognized. Particle physics nowadays has at its disposal
extremely precise gauges, but even here remaining errors can't be excluded.
Quantum physics is occupied with further taking apart the elementary particles into
hypothetic particles, the quarks, and to sort these according to properties and symmetries.
Seen strictly causal this procedure thus corresponds to the quantum physical approach.
We however have taken the field-theoretical approach, and this excludes the introduction
of hypothetic particles from the start. It should be our goal to derive and to explain the
quantum structure as a field property. Yes, we even want to calculate it, with which we
would have overtaken quantum physics in the scientific competition with one leap!
Strong support our approach has experienced by current experiments, in which matter was
transformed in electromagnetic waves - practically the reversal of the rolling up of waves
to vortices. To do so at the Massachusetts Institute of Technology (David Pritchard and
others) sodium atoms were dematerialized in waves by lattice scattering
. According to
Einstein one surely could have blown the whole M.I.T. in the air with the occurring mass
defect; but don't worry, no emission of energy whatsoever has been observed, entirely as
predicted by the vortex theory.
: J. Teuber: Materie und Energie, Ganze Atome wurden zu
Energiewellen,
Illustrierte Wissenschaft Nr. 7 (1996), S. 56