Exploring Quantum Dynamics of Dissipative Systems in Living Organisms | Chapter 4 | Advanced Research in Biological Science Vol. 9

The functional information of dissipative systems in Living Matter correlates with both the physical and mathematical regularities defining its material and quantum operational levels. The quantum operational level of Living Matter necessitates employing mathematical models to describe spaces of high dimensions. The physical significance of such an approach helps ascertain the meaning of “action information” as the “quantum information” of dissipative systems. Homeostasis is an integrative dynamic process regulating the functional and morphological (morphofunctional) relative internal constancy of a living organism.32 Tissue homeostasis ensures the preservation of the relative stability of the total number of cells, an optimal ratio between dividing cells, differentiated, and apoptotic (undergoing apoptosis) cells within the tissue composition. The competitive balance between a living organism's metabolism and homeostasis is determined by the quantum characteristics of dissipative systems. The characteristics of "quantum information" in dissipative systems show broad patterns that can be used to analyze the mathematical and physical underpinnings of "quantum computers" and materials created using "quantum dots."

Author(s) Details:

Igor Orzhelskyi,
CME Swiss AG, Dorfstrasse 28, Switzerland.

Andrey Kuznetsov,
Russian Academy of Medical and Technical Sciences, Moscow, Russian Federation.

Elena Van Dijk,
Private Clinic, Pezinok, Slovakia.

Please see the link here: https://stm.bookpi.org/ARBS-V9/article/view/13644

Significance of Water for Foundation of Dissipative Regulation of a Living Organism | Chapter 3 | Advanced Research in Biological Science Vol. 9

Water regulates homeostasis and supports metabolism by maintaining the balance of “bound-free” water phases. Dissipative processes of self-organization occur in both living and non-living matter. The same laws govern living and non-living matter, but the mechanism of their manifestation is different. The distinctive feature of living matter is “functional information,” which is an attribute characteristic only of living matter. The ideas of synergetics of self-organization are widespread in modern science. On their basis, the unity of living and non-living nature and the unity of micro- and macrocosms are established—the unity of the two opposites of chaos and order. Functional information is a purposeful indication of the change in the structural-functional state of the living matter. Feedback plays an essential role in self-organization and the dynamic balance of dissipative systems. Self-organization is based on positive feedback (PF). Dynamic equilibrium of the system is ensured by negative feedback (NF). There is a constant competitiveness between the two typ es of feedback - PF and NF. In biological systems, the balance of PF and NF is maintained based on auto-oscillatory homeostasis processes. In the hydration-dehydration processes of biopolymers, the dynamics of the ratio of bound to free water phases coincides with the regulating role of homeostasis. Water sustains the balance of the bound-free water phase ratio, which in turn maintains homeostasis.

Author(s) Details:

Igor Orzhelskyi,
CME Swiss AG, Dorfstrasse 28, 9248 Bichwil, Switzerland.

Andrey Kuznetsov,
Russian Academy of Medical and Technical Sciences, St. Krupskaya 4, 119311, Moscow, Russian Federation.

Elena Van Dijk,
S.R.O, Gogolova 14, 90201 Pezinok, Slovakia.

Please see the link here: https://stm.bookpi.org/ARBS-V9/article/view/13643

Study on Principle Extremum of Full Action| Chapter 7| Newest Updates in Physical Science Research Vol. 12

 A new variational principle extremum of full action is added to the Lagrange formalism on dissipative systems. When friction forces are taken into consideration, this idea can be used to electrical engineering and mechanics. It also mentions electrodynamics and hydrodynamics as applications. The proposed variational principle can be conceived of as a novel formalism for constructing and solving physical equations. The method involves building a functional with a single saddle line, and the equation that defines it is a dynamic equation.variables in a particular physics domain The solution method is a search for a global saddle line for stated conditions of a physical problem. See [1,2,3] for previous work on this subject.

Author (S) Details

Dr. Solomon I. Khmelnik
Independent Researcher, Israel.

View Book :-https://stm.bookpi.org/NUPSR-V12/article/view/2636