Boundary conditions on the quantum scalar field system with a fluctuation’s impulse operator of the vacuum state in living cells Theoretical field analysis of the concrete quantum field system with an impulse effect in the elementary living cells

Authors

  • Ts. D. TSVETKOV International Scientific Fund, Sofia, Bulgaria Author
  • G. PETROV International Scientific Fund, Sofia, Bulgaria Author
  • A. HADZHY International Scientific Fund, Sofia, Bulgaria Author

Keywords:

Casimir effect, elementary living cells, lyophilization, nanophysics, singularities, automodality principle, vacuum state

Abstract

The mathematical description of the world is based on the fine play between the continuity and discrete. The discrete is more remarkable than the continuity things as any one-wave quantum field vacuum state defined on the algebraic entities. They can be singularities, bifurcations and autoremodality of this ground state. The classical field theory is a theory of the continuity also describes the principle of the shot-range interaction in the nature. The twenty century has given the quantum field theory that is the theory of the discrete world of the quantum entities. The global effects from the quantum field theory by the interactions of the elementary particle are the appearances of a vacuums structure of every one-quantum field system, e g. the relativistic quantum field.
The question above the possibility to find the complicate appearances connected with the existence of the life and the living systems his place in the mathematical frame by the intersection between the classical and the quantum describing of the world of any one concrete quantum field theory by the contemporary ground state of the theoretical biological and nanophysics problems is open by the consideration of high topographical complementarities by the London- and Casimir forces involved importantly in the highly specific and strong but purely classical physical thermodynamically and quantum physically complexity of elementary living cells by enzymes with substrates, of antigens with antibodies, etc. From the new results by the contributions of the environmental freezing-drying and vacuum sublimation (Zwetkow, 1985; Tsvetkov and Belоus 1986, Tsvetkov et al., 1989; Tsvetkov et al., 2004-2011) is hopped that by the great form expressed e.g. by the automodality (scaling) behaviors of the invariant entities by the energy impulse tensor described the elementary living cells and systems will be possibly to describe the biological expressions at the standpoint of the nanophysics by means the behavior of the concrete quantum field system, e.g. sea virtual quantum scalar particles in the physical vacuum with a boundary conditions on every one surface S too.
It is possibly that in this processes in the theory will be introduced an elements of the non locality (similar to the Coulomb forces in the Quantum electrodynamics and the Casimir force as global appearances by the interaction of the quantum electromagnetic field with the classical objects e.g. classical boundary conditions or the so called string objects in the Quantum chromo dynamics). On essential result of the perturbation theory in the relativistic quantum fields is the importance of the non-local operator’s expansion on the light cone describing by the quantum chromo dynamics (understanding in the sense of quantum electrodynamics) with the concept of the automodality principle by the autoremodality of the vacuum. This can be understood by means the consideration of the micro causality conditions for the invariance entities in the sense of the maximal singularity considered by the S-matrix
theory (Bogolubov et al., 1987) in the deep inelastic scattering of the lepton and hadrons without model consideration, e.g. quantum electrodynamics (Bogolubov et al., 1976).
At the molecular level (Mitter and Robaschik, 1999) the thermodynamics behavior is considered by quantum electromagnetic field system with additional boundaries as by the Casimir effect between the two parallel, perfectly conducting square plates (side L, distance d, L > d), embedded in a large cube (side L) with one of the plates at face.

 

References

Belaus, A.M. and Ts.D. Tsvetkov, 1985. Nauchnie Ocnovi Tehnology Sublimatsionova Konservanija. Kiev, Naukova Dumka, 208 pp. (Ru).

Bogolubov, N. N., A. A. Logunov, A. I. Oksak and I. T. Todorov, 1987. Obshie Prinzipi Kvantovoi Teorii Polya. 615 pp. (Ru).

Bogolubov, P. N., V. A. Matveev, G. Petrov and D. Robaschik, 1976. Causality properties of form factors. Rept. Math. Phys, 10: 195 – 202.

Bordag, M., L., Kaschluhn, G. Petrov andD.Robaschik, 1983. On nonlocal light-cone expansion in QCD. Yd. Fiz. 37 (1): 193 – 201.

Bordag, M., G. Petrov and D. Robaschik, 1984. Calculation of the Casimir effect for scalar fields with the simplest non-stationary boundary conditions, Yd. Fiz., 39: 1315 – 1320.

Geyer, B., G. Petrov and D. Robaschik, 1977. Kausalitaetseigenschaften von Formfaktoren und kinematische Bedingungen. Wiss. Z. Karl-Matx- Univ., Leipzig, Math.-Naturwiss. R. 26: 101 – 122.

Goodwin, B. C., 1963. Temporal Organisation in cells, (A Dynamik Theory of Cellular Control Processes). Academic Press London and New York, 251 pp.

Mitter, H. and D. Robaschik, 1999. Eur. Phys. J. B., 13: 335-340.

Petrov, G., 1974. The causality of the form factors of the virtually Compton Scattering amplitude, I. Scientific Symposium. of Bulg. students, Berlin, 10- 12 May.

Petrov, G., 1978. Restrictions on the light-cone singularity imposed by causality. Karl-Marx-Univ., Leipzig, L. 856/78 III/8/1 767

Petrov, G., 1985. Calculation of Casimir Effect for the electromagnetic field with the Non-stationary Boundary Conditions. Bulg. J. Phys., 12 (4): 355 –363.

Petrov, G., 1989. Casimir relativistic effect for massless scalar field with uniformly moving mirrors. Rev. Roum. Phys., 34 (5): 453 – 460.

Petrov, G., 1992. Impulsive moving mirror Model in a Schrödinger Picture with impulse Effect in a Banach space. Dubna, JINR E2-92-272.

Petrov, G., 1992. Impulsive moving mirror Model and Impulse differential equations in Banach space. Dubna, JINR E2-92-276.

Petrov, G., 2010. Non Equilibrium thermodynamics by the concrete quantum field system with a impulse effect in the nanophysics. Agriculture and Biology Journal of North America ISSN Print: 2151-7517, ISSN Online: 2151-7525.

Tsvetkov, Ts. D. and G. Petrov, 2004. Non equilibrium Thermodynamic and Fields Effects in the Cellular Cryobiology and Anhydrobiology. Bulgarian Journal of Agricultural Science, 10: 527-538.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2005. Non equilibrium Thermodynamics by the Concrete Quantum Field Systems in the Cellular Cryobiology an Anhydrobiology. Bulgarian Journal of Agricultural Science, 6: 387-403.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2005. Non equilibrium Thermodynamics by the Vacuum Waves in the Banach Space for the See Scalar’s Systems in the Cellular Cryobiology an Anhydrobiology. Bulgarian Journal of Agricultural Science, 6: 645 – 6602.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2006. Non equilibrium Thermodynamics for the Interactions of the see quantum scalar’s system with the classical bio fields in the cellular cryobiology and anhydrobiology. Bulgarian Journal of Agricultural Science, 12: 621 – 628.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2007. Non Equilibrium Thermodynamics of the Cryobiology and Quantum Field theoretical Methods in the Temporal Organization in Cells. Bulgarian Journal of Agricultural Science, 13: 379-386.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2007. Causality implies the Lorenz group for cryobiological “freezing-drying” by the vacuum sublimation of living cells. Bulgarian Journal of Agricultural Science, 13: 627 -634.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2008. Non Equilibrium Thermodynamics by Vacuum Energy Momentum Tensor of Interacting Quantum Fields and Living Cells. Bulgarian Journal of Agricultural Science, 14: 351 – 356.

Tsvetkov, Ts. D., G. Petrov and P. Tsvetkova, 2009, Causality Properties of the Energy-Momentum Tensor of the Living Cells by the low temperatures. Bulgarian Journal of Agricultural Science, 15: 487 – 493.

Tsvetkov, Ts. D., G. Petrov and A. Hadzhy, 2011. Theoretical field analysis of the concrete quantum field system with AN impulse effect in the elementary living cells. Bulgarian Journal of Agricultural Science, 17: 1-10.

Tsvetkov, T. D., L. I. Tsonev, N. M. Tsvetkova, E. D. Koynova and B. G. Tenchov, 1989. Cryobiology, 26: 162-169.

Zwetkow, Zw. D., 1985. Vakuumgefriertrocknung, VEB Fachbuchverlag Leipzig, 245 pp.

Downloads

Published

30.04.2012

Issue

Section

Problems of Science and Practice

How to Cite

Ts. D. TSVETKOV, PETROV, G., & HADZHY, A. (2012). Boundary conditions on the quantum scalar field system with a fluctuation’s impulse operator of the vacuum state in living cells Theoretical field analysis of the concrete quantum field system with an impulse effect in the elementary living cells. Bulgarian Journal of Agricultural Science, 18(2), 147-152. https://agriacad.eu/ojs/index.php/bjas/article/view/5484