technologically conditioned water in the TEO system. Under the condition of the
second law of thermodynamics, it can be stated that it is impossible to obtain useful
work in the TEO systems due to the energy of microparticles of material flows when
they are at the stage of dynamic equilibrium. If we take the principle of entropy growth,
it can be noted that it corresponds to the irreversible transition of useful energy into
chaotic, which has an unordered form (chaos). The measure of such a transition is
entropy [7].
The authors propose the following equation for the determination of maximum
disorder of the system (S) on entropy: S = klnГ, where Г - is the characteristic of the
thermal state due to the interaction of micro-particles in the electromagnetic field and
the statistical weight of the system; k – coefficient of the Boltzmann constant for the
logarithm. It should be noted that with the growth of entropy increases, disorder in the
system increases. The increase in the disordered system continues until a dynamic
equilibrium is established in which entropy is maximal and useful work is no longer
possible. That is why all our studies of TEO are carried out with optimal and maximum
gradations of quantities that characterize the useful work of material flows of
microparticles that create the interaction of their internal energy and affect the ordering
of the TEO system. We propose to determine the limit of ordering of thermodynamic
processes of TEO systems to use the term synergetics, which is used in biophysical
studies to characterize the growth of complexity and consistency of thermodynamic
processes. We have proposed and defined a synergistic index (self-organization) for
the TEO systems, which can be varied within such limits:
•
under optimal conditions of the level of self-organization of the system of the
TEO - 0,64;
•
under critical conditions of the level of self-organization of the system of the
TEO - 0,91; it should be noted that it is observed that the additive functions of the
systems of the TEO on the redox potential are characterized by similar dynamics of
changes:
•
under optimal conditions, the level of self – organization of TEO systems –
0,48; and for critical conditions, respectively – 1,1.
This fact can be explained by the fact that the change in the structure of
microparticles affects the energy of their movement and interaction with each other.
The chaotic state of material flows under critical conditions is characterized by large
quantitative gradations of values (on the synergetic index, on the redox potential). This
is one of the principles of the real-energy theory of heat in the TEO systems.
It should be added that the studies used for comparison activated water in the
apparatus "Ilios-М".
The obtained results showed structural changes in magnetized water under the
influence of functional changes in material flows by the oxidation-reduction potential
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