Shevkunov Sergey Victorovich

Publications in Math-Net.Ru

1. Spin states of electrons in quantum dots upon heating. Simulation by the Feynman path integral method. Magnetic properties
   
   TVT, 55:1 (2017),  15–23
2. Spin states of electrons in quantum dots upon heating. Simulation by the Feynman path integral method. Structure
   
   TVT, 54:6 (2016),  835–842
3. Structure and stability of hydrogen bonds under conditions of heating in nanopores
   
   TVT, 53:2 (2015),  270–283
4. Fluctuation statistical theory of nucleation in water vapors at near-critical temperatures
   
   TVT, 51:1 (2013),  86–96
5. Nucleation of water vapors at temperatures above the boiling point in the presence of ion admixtures
   
   TVT, 50:2 (2012),  274–284
6. Feinman path integral computer simulation of helium atom electron shell
   
   Mat. Model., 22:11 (2010),  79–96
7. A stochastic method for the calculation of the mean force potential in condensed media under blockade of the heat motion by a potential barrier
   
   Zh. Vychisl. Mat. Mat. Fiz., 45:12 (2005),  2283–2291
8. Spin state of an electron component for dense plasma in terms of the Feynman path integrals
   
   Zh. Vychisl. Mat. Mat. Fiz., 43:12 (2003),  1825–1834
9. Destruction of the ozone protecting layer: Charge-separation mechanism in clusters
   
   Pis'ma v Zh. Èksper. Teoret. Fiz., 76:12 (2002),  828–832
10. Interaction of electromagnetic waves with ionized air in presence of clusters ions $\mathbf H^+(\mathbf H_2\mathbf O)_\mathbf n$
    
    Mat. Model., 12:9 (2000),  45–54
11. Stability to shock compression of chain centers of homogeneous nucleation in a dense ion plasma: a numerical experiment
    
    TVT, 31:5 (1993),  704–711
12. Thermal breakdown on electron shell of $\mathrm{Be}^+$ in dense high-temperature plasma. Calculation by the Monte Carlo method
    
    TVT, 29:1 (1991),  45–55
13. Paramagnetic susceptibility of an electron pair in the thermal bath. Calculation by Monte Carlo method
    
    Mat. Model., 2:7 (1990),  3–19
14. Thermal stability of a compressed hydrogen atom at temperatures of $(1$–$2) \cdot 10^4$ K. Monte Carlo сalculation
    
    TVT, 28:1 (1990),  1–9
15. Calculating the critical size and properties of a microdrop by the Monte-Carlo method in a generalized ensemble
    
    TVT, 26:2 (1988),  246–254
16. Расчет равновесных свойств неидеальной ионной плазмы методами теории физических групп. Границы областей с различной структурой в газовой фазе
    
    TVT, 24:5 (1986),  998–999
17. Calculation of the equilibrium properties of a nonideal ionic plasma by the methods of the theory of physical clusters. I. Equilibrium concentration of clusters
    
    TVT, 21:4 (1983),  625–634
18. Thermodynamic properties of ion clusters and their effect on the mechanism of homogeneous nucleation in an ion plasma – calculation by the Monte-Carlo method in an $NpT$ ensemble
    
    TVT, 20:6 (1982),  1025–1031