Conferences
Proceedings and abstracts by year
2023
K.B. Tsiberkin, V.K. Henner, E.I. Kovycheva. Numerical and analytical averaging of the Abragam trial functions. Abstracts of Int. Conf. “Modern Development of Magnetic Resonance - 2023” (MDMR 2023), Kazan, 2023
E.I. Kovycheva, K.B. Tsiberkin, V.K. Henner. Modeling the magnetic response of a functionalized carbon sphere. Abstracts of Int. Conf. “Modern Development of Magnetic Resonance - 2023” (MDMR 2023), Kazan, 2023
Tsiberkin K.B. Parametric excitation of magnetization waves in continuum model of diluted magnetic semiconductor. Abstracts of Int. Conf. “Spin Physics, Spin Chemistry and Spin Technology - 2023” (SPCT 2023), Kazan, 2023
E. I. Kovycheva, K. B. Tsiberkin. Electronic density waves in hydrodynamic mode. Proc. of “Physics for Perm Region–2023”, Perm, PSU, 2023. pp. **-**. In Russian
Novikova O.A, Tsiberkin K.B. stationary flow of electrons in hydrodynamic mode under magnetic field. Proc. of “Physics for Perm Region–2023”, Perm, PSU, 2023. pp. **-**. In Russian
Tsiberkin K.B. Parametric instability of magnetization of diluted magnetic semiconductor in continuum model. Proc. of the 9th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 04–06 October 2023, pp. **–**. In Russian
Kovycheva E.I., Tsiberkin K.B. Nonstationary one-dimensional electron flows in hydrodynamic mode. Proc. of the 9th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 04–06 October 2023, pp. **–**. In Russian
2022
Tsiberkin K.B., Kovycheva E.I. Electronic and magnetic properties of spherical carbon shells. Abstracts of VIII Euro-Asian Symposium “Trends in Magnetism” EASTMAG-2022. – 22-26 August 2022, Kazan, Russia, pp. 73–74.
2021
Strunina Ya.Yu., Tsiberkin K.B. Magnetism of dimer system with random coupling energy. Abstracts of SPFKS-21, 18–25 March 2021, Yekaterinburg. In Russian.
Tsiberkin K.B. Magnetization waves in diluted system. Abstracts of SPFKS-21, 18–25 March 2021, Yekaterinburg. In Russian.
Tsiberkin K., Kovycheva E. Response of diluted magnetic composite: classical spin and continuous medium models, Abstracts of NPCM – 2021, p. 128 (Electronic resource).
K. Tsiberkin, E. Kovycheva, A. Sosunov, R. Ponomarev, V. Henner. Spin-wave and classical modeling of diluted magnetic composite. Abstracts of the International Conference “Modern Development of Magnetic Resonance”. – Kazan, 1–5 November, 2021. – pp. 102–103.
2020
Tsiberkin K.B. Multiscale mangetization dynamics of paramagnetic with dipolar interaction. Abstracts of Kourovka–XXXVIII. Yekateringburg, 23-29 February 2020, p. 45. In Russian.
Tsiberkin K.B. Thermal waves in convective plume near fluid and porous medium interface. XIXth school “Nonlinear waves – 2020”, Nizhnij Novgorod, 29 February – 6 March 2020. Abstracts of "NW-2020", pp. 273-275. In Russian
Strunina Ya.Yu., Tsiberkin K.B. Magnetism of dimer system with random exchange. Proc. of “Physics for Perm Region–2020”, Perm, PSU, 2020. pp. 176-181. In Russian
Golubchikov E.A, Tsiberkin K.B. Magnetization waves in continuous paramagnetic. Proc. of “Physics for Perm Region–2020”, Perm, PSU, 2020. pp. 152-156. In Russian
Tsiberkin K.B. Travelling magnetic waves in diluted magnetic materials. Proc. of the 7th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 22–24 October 2020, pp. 434–437. In Russian
2019
Tsiberkin K., Tyulkina I. Two-dimensional flows in fluid coupled with porous medium. Abstracts of InterPore2019, Valencia, 06-10 May 2019. Abstract N. 896
Tsiberkin K., Tyulkina I. Boundary layers at ”fluid - porous medium” interface. Abstracts of InterPore2019, Valencia, 06-10 May 2019. Abstract N. 897
Tsiberkin K., Tyulkina I. Flat convective plume on interface between the free fluid and porous medium. 21th Winter School in Continuous Media Mechanics, Perm-Yekaterinburg, ICMM UB RAS, 18-22 February 2019. Abstracts of 21th Winter School in CMM, p. 309. In Russian
Strunina Ya.Yu., Tsiberkin K.B. Magnetoresonance response of crystals with indirect exchange. Proc. of “Physics for Perm Region–2019”, Perm, PSU, 2019. p. 101-106. In Russian
Tyulkina I.V., Tsiberkin K.B. Convective boundary layers near the interface between fluid and porous medium. Proceedings of the XIIth All-Russian congress on basic problems of theoretical and applied mechanics, Vol. 2. Ufa, 2019, pp. 1254–1255. In Russian
Tsiberkin K.B. Structure and stability of 2D flow at the interface between fluid and porous medium. Proceedings of the XIIth All-Russian congress on basic problems of theoretical and applied mechanics, Vol. 2. Ufa, 2019, pp. 1278–1279. In Russian
Tsiberkin K.B. Staibilty analysis of stationary boundary layers near the fluid and porous medium interface. Proc. of the 5th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 26–29 September 2018, pp. 314–316. In Russian
Tsiberkin K.B. Numerical simulation and stability analysis of convective plume at the interface between fluid and porous medium. Abstr. of Xth International School of Young Scientists "Waves and Vortices in Complex Media", Moscow, Russia, 03-05 December 2019, pp. 315–318. In Russian.
2018
Tsiberkin K.B., Henner V.K. Spin waves in paramagnetic crystal with dipolar interaction. XVIIIth school “Nonlinear waves – 2018”, Nizhnij Novgorod, 26 February – 4 March 2018. Abstracts of "NW-2018", p. 201-202. In Russian
Apkin A.D., Tsiberkin K.B. Modeling of electron localization at one-dimensional lattice defects. Proc. of “Physics for Perm Region–2018”, Perm, PSU, 2018. p. 125-127. In Russian
Tsiberkin K.B. Magnetization waves in dipolar coupled paramagnetic. Proc. of the 5th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 26–29 September 2018, pp. 314–316. In Russian
Lopatina K.M., Tsiberkin K.B. Convection regimes of liquid with modulated internal heating in square cavity. Proc. of the 5th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 26–29 September 2018, pp. 171–173. In Russian
Tsiberkin K.B. On inertial terms contribution into filtration equation // Proc. of the 5th All-Russian Conference “Perm Hydrodynamic Scientific Readings”, Perm, Russia, 26–29 September 2018, pp. С. 317–319. In Russian
Tsiberkin K.B., Tyulkina I.V. Structure of non-parallel flows near interface of pure fluid and saturated porous medium. The 9th International School of Young Scientists "Waves and Vortices in Complex Media", Moscow, 05-07 December, 2018. In Russian.
2017
Tsiberkin K.B. On inertial term effect in filtration equation in system with interfaces. Proceedings of the International Symposium “Non-equlibrium processes in continuous media”, Perm, Russia, 15-17 May 2017, pp. 230–233. In Russian
2016
Tsiberkin K.B. Nonlinear regimes of admixture extraction from the saturated porous medium by overlying flow. XVIIth school “Nonlinear waves – 2016”, Nizhnij Novgorod, 27 February – 4 March 2016. Abstracts of "NW-2016", p. 151. In Russian
Tyulkina I., Tsiberkin K. Convective boundary layer between the liquid and porous medium. Proceedings of “Physics for Perm Region–2016”, Perm, 2016. p. 124-127. In Russian
Volyntsev A.B., Ponomarev R.S., Sosunov A.V., Tsiberkin K.B. Phenomenological model of plastic deformation in LiNbO3 under the varying load. Proceedings of All-Russian Scientific Conference of Physics Students VNKSF–22, Rostov-on-Don, 21–28 April 2016, pp. 197–198. In Russian
Antonova N., Tsiberkin K., Podtaev S., Paskova V., Velcheva I., Chaushev N. Comparative study between microvascular tone regulation and rheological properties of blood in patients with type 2 diabetes mellitus. Abstracts of the 18th Conference of the European Society for Clinical Hemorheology and Microcirculation, 5–8 June 2016, OC41.
Tsiberkin K.B. Stability of two-layer system of homogeneous fluid and porous medium: influence of porous layer thickness. Proceedings of All-Russian Conference “Mathematical modeling in natural science – 2016”, Perm, Perm State Technical University, 5–8 October 2016, pp. 416–420.
Tsiberkin K. Spin wave description of ultracold 2D paramagnetic crystal. Journal of Material Science and Engineering, 2016, Vol. 5 (9) (Suppl), p. 73. Abstracts of the 2nd International Conference and Exhibtion on Mesoscopic and Condensed Matter Physics. Chicago, IL, USA, 26–28 October 2016.
Tsiberkin K.B. On basic functions for convective stability problem in the spherical cell. The 4th All-Russian Conference “Perm Hydrodynamic Scientific Readings - 2016”, Perm, Russia, 09–10 December 2016. Proceedings of PHSR-2016, pp. 103–104. In Russian
Tsiberkin K.B., Podtaev S. Ju., Antonova N., Velcheva I. Comparative studies of indices of microvascular tone and blood rheology. The 4th All-Russian Conference “Perm Hydrodynamic Scientific Readings - 2016”, Perm, Russia, 09–10 December 2016. Proceedings of PHSR-2016, pp. 105–106. In Russian
Samartsev V.A, Gavrilov V.A, Podtaev S.Ju., Sidorenko A.Ju., Tsiberkin K.B., Kuznetsova M.P. Endothelial dysfunction in patients with pancrehatogenic peritonitis. Proceedings of the IX All-Russian Conference of General Surgeons, Yaroslavl, Russia, 18–19 May 2016, pp. 398–399. In Russian
2015
Tsiberkin K., Lyubimova T. Stability of flow over saturated porous medium under quasistationary contaminant leaching. 19th Winter School in Continuous Media Mechanics, Perm-Yekaterinburg, ICMM UB RAS, 24-27 February 2015. Abstracts of 19th Winter School in CMM, p. 341. In Russian
Tsiberkin K., Lyubimova T., Lepikhin A. Modeling of saturated potassium chloride solution infiltration from the industrial storage to the surface water. 19th Winter School in Continuous Media Mechanics, Perm-Yekaterinburg, ICMM UB RAS, 24-27 February 2015. Abstracts of 19th Winter School in CMM, p. 342. In Russian
Tsiberkin K., Podtaev S., Antonova N. Blood rheology interdependence on cold test results with diabetes of the 2nd kind. 19th Winter School in Continuous Media Mechanics, Perm-Yekaterinburg, ICMM UB RAS, 24-27 February 2015. Abstracts of 19th Winter School in CMM, p. 343. In Russian
Kolchanova E.A., Lyubimova T.P, Tsiberkin K.B. Interaction of homogeneous flow and flow in porous medium: stability with different model and contaminant diffusion. Proceedings of the Fluxes and Structures in Fluids-2015, Kaliningrad, 2015, pp. 255-258.
Keywords: flow over porous medium, two-layer system, bimodality, flow instability, admixture transport, Brinkman model
Lopatina K., Tsiberkin K. Increment spectra of the low-mode convection model of convection of fluid with oscillating volume heating. Proceedings of Physics for Perm Region-2015, Perm, 2015. p. 74-76. In Russian
Keywords: convection, volume heat sources
Kolchanova E.A., Lyubimova T.P, Tsiberkin K.B. On the boundary conditions between the homogeneous fluid and porous medium. Abstracts of the XIth All-Russian congress on basic problems of theoretical and applied mechanics, Kazan, 2015, p. 296. In Russian
Kolchanova E.A., Lyubimova T.P, Tsiberkin K.B. On the boundary conditions between the homogeneous fluid and porous medium. Proceedings of the XIth All-Russian congress on basic problems of theoretical and applied mechanics, Kazan, 2015, pp. 4020-4022. In Russian
Keywords: flow over porous medium, two-layer system, bimodality, flow instability, admixture transport, Brinkman model
Tsiberkin K. Interaction of coupled flows in fluid and porous medium in the boundary layer framework: stationary solution. All-Russian Conference "Perm Hydrodynamic Scientific Readings". Perm, Russia, 13-14 November 2015. Abstracts of PHSR-2015. In Russian
Tsiberkin K., Kolchanova E., Lyubimova T. Verification of the boundary condition at the porous medium-fluid interface. International Conference "Experimental Fluid Mechanics - 2015". Prague, Czech Republic, 17-20 November 2015. Proceedings of EFM-2015, pp. 817-822. Printed in European Physical Journal: Web of Conferences (2016).
2014
Tsiberkin K., Lyubimova T. Convective instability of sludge storage under evaporation and solar radiation. European Geosciences Union General Assembly - 2014. Vienna, Austria, 26 April - 2 May 2014. Geophysical Research Abstracts, Vol. 16, EGU2014-481, 2014.
Abstract: The sludge storages are an important part of production cycle at salt manufacturing, water supply, etc. A quality of water in the storage depends on mixing of pure water and settled sediment. One of the leading factors is thermal convection. There are two main mechanisms of the layer instability exist. First, it is instability of water due to evaporation from the free surface. It cools the water from upside, increases the particles concentration and leads to the instability in the near-surface layer. Second, the sediment absorbs a solar radiation and heats the liquid from below making it unstable in the near-bottom area. We assume the initial state is the mechanical equilibrium. The water and sediment particles are motionless, the sediment forms a uniform sludge layer, there are no evaporation and heating by solar energy, and the temperature has a linear profile is determined by fixed upper and bottom temperatures of the layer. Taking into account the evaporation and solar radiation absorption, we obtain a non-stationary solution for the temperature using Fourier series method. The local temperature gradients increases rapidly with time, and local Rayleigh number can be estimated by thermal conduction length. Local Rayleigh number reaches the critical value at finite time and water motion begins. The maximal power of solar radiation in visible band equals 230 Wt/m2 at the latitude of "Uralkalii" salt manufacturer (Berezniki, Perm Region, Russian Federation). We neglect IR and UV radiation because of its' huge absorption by water. The evaporation speed is found using results for shallow water reservoir and meteorological data for Berezniki. We get the t~10 min for the layer of 1 m depth and t~40 min for the layer of 10 m depth. Dynamic of the system is studied by the Galerkin–Kantorovich method. We introduce an infinite family of low-mode approximations of the full model. We found the parameter deviations from initial state grow rapidly with Ra>0 and oscillate with Ra<0 at the lowest order. Here, Ra is defined by temperature difference between upper and bottom sides of the layer under pure evaporation. The lowest order model does not describe the system in full, because the unstable areas are localized within layer.
Keywords: salt mining, slugde storage, salt pond, convection, sediment mixing
Lyubimova T., Lepikhin A., Tsiberkin K., Parshakova Ya. Self-oscillations in large storages of highly mineralized brines. European Geosciences Union General Assembly - 2014. Vienna, Austria, 26 April - 2 May 2014. Geophysical Research Abstracts, Vol. 16, EGU2014-10785, 2014.
Abstract: One of the stages of the production process at large enrichment plants is settling of aqueous solutions in large technological storages. The present work is devoted to the modeling of hydrodynamic regimes of large storage of highly mineralized brines. The density of brines in these objects depends not only on the content of dissolved macrocomponents, but also on the concentration of fine particulate matter. This leads to the need to consider the dynamics of the suspended sediment under significant density stratification, which greatly complicates the problem. Because of that it is important to develop hydrodynamical models of these objects. A peculiarity of these systems is the possibility of self-oscillatory regimes the mechanism of which is as follows. In warm sunny days, with high solar insolation, the heating of the sediments and bottom water takes place. The bottom water warming and the decrease of its density give rise to flow. The slurry particles composing the sediments are involved in the flow. The heated particles entrained by the flow transfer the heat to the surrounding liquid and increase the absorption of the solar radiation in the volume, which leads to equalization of temperature and convective flow damping. After the particle settling on the bottom the process is repeated. We study the stability of equilibrium of the horizontal liquid layer containing heavy insoluble particles in the presence of evaporation from the free surface and solar radiation absorption by insoluble particles. The time-dependent solution of heat transfer problem is obtained and used for estimate of time of instability onset. It is found that for the layer of saturated brines of potassium chloride of the thickness about 10 m the time for instability onset is about one hour. By using analytical estimates based on the empirical model of turbulence by Prandtl we confirmed the time for the onset of instability and obtained the estimates for the period of self-oscillations. Numerical simulation of the dynamics of suspended sediment in the storage is performed within the framework of two-dimensional unsteady approach taking into account the temperature jumps due to the water evaporation from the free surface and the radiation heating of the sediments. The dynamics of sediment in a rectangular cavity of the length 500 m and depth 10 m is considered. Initially, the water is assumed to be motionless and nonuniformly heated. The calculations show that in the first stage of the process the flows arise near the boundaries of the heated areas. Next, the large-scale vortices with the characteristic size equal to the depth of the storage are formed. The sediment located at the bottom sets into motion and only some portion of sediment located near the bottom remains motionless. Throughout several hours the mass fraction of the suspended particles in water increases, then the flow decays and the sedimentation of particles is observed.
Keywords: salt mining, slugde storage, salt pond, convection, sediment mixing
Tsiberkin K. Instability of uniform gas flow within liquid-saturated porous medium. European Geosciences Union General Assembly - 2014. Vienna, Austria, 26 April - 2 May 2014. Geophysical Research Abstracts, Vol. 16, EGU2014-9962, 2014.
Abstract: Problem of flow instability in porous media are important for applied fields like mining, water supply, etc. There is a fundamental interest to mechanisms are influence on flow too. E.g., a viscous fingering is typical phenomenon of displacement processes in porous medium. The instability of gas flow in liquid-saturated domain have no wide studies but it can make significant influence on heat and mass transport. If the one phase have a high saturation, the other phase will form the droplets are break and captured within pores due to the capillary forces. It is possible to neglect the capillarity if the saturation of both fluids exceed a percolation thresholds. We consider an infinite flat layer of uniform porous medium is saturated with gas and liquid have close saturation. Its upper boundary is impermeable for liquid phase and gas can pass freely through the border, and the down boundary is permeable for both phases. The temperature and pressure are fixed at the top while their gradients are fixed at the bottom side. Neglecting the capillarity, gas solubility, liquid evaporation and any phase transitions, we obtain a steady solution and study its’ stability. Analyzing the perturbations, we found that a long-wave instability realizes in the system. The critical Peclet number is near 200 in the methane–water system. An error of the dependence is of order of gas to water density ratio at small k. The main mechanism of instability development is only an interaction of conductive and convective heat transfer in fluid flows. Thermal expansion of the liquid does not change the flow stability threshold rapidly.
Keywords: porous medium, two-phase flow, hydrodynamic instability
Lopatina K., Tsiberkin K. Stability of horizontal fluid layer with oscillating volume heating. Proceedings of Physics for Perm Region-2014. p. 48-50. In Russian
Keywords: convection, volume heat sources
Tsiberkin K., Lyubimova T. Natural methane hydrate instability with respect to its inhomogeneities. International Conference on Numerical and Mathematical Modeling of Flow and Transport in Porous Media. Dubrovnik, Croatia, 29 September - 3 October 2014. Book of Abstracts of NM2PorousMedia. p. 54.
Abstract: We present the studies of multiphase flows with phase transitions in porous medium contains water, methane and methane hydrate. The main goal of the work is analysis of methane hydrate stability in natural systems. We consider several kinds of hydrate layer perturbations. First, a localised spherical inclusion (a bubble) of fluids within hydrate is studied. It does not lead to instability with small initial radius and matrix permeability. An analytical self-similar solution of sphere solidification problem and bubble lifetime estimates are obtained. The simulations of large-scale bubbles shows the strong fluid flows exist and make hydrate unstable in that case. Second, the dynamics of vertical channel penetrating the methane hydrate is simulated. Large channel in high-permeable medium causes an upward flow of warm gas from underlying layers, and hydrate dissociation begins at the layer top. Finally, the criteria of gas flow instability within liquid-saturated medium are determined. It corresponds with bubble instability simulation results. The numerical modelling is performed with our own FORTRAN-90 code uses explicit finite-difference schemes and OpenMP parallel technique.
Keywords: porous medium, methane hydrates, multiphase flow analysis, spherical Stefan problem
Tsiberkin K., Lyubimova T. Convection excitation in silted reservoir under solar irradiation. All-Russian theoretical and practical Conference "Actual Problems of Mechanics of Continuous Media". Perm, Russia, 18 - 19 November 2014. Book of Abstracts of APMCM-2014. p. 46. In Russian
Tsiberkin K., Lyubimova T. Influence of the nonlinear resistance force on the stability of flow over saturated porous medium. All-Russian Conference with International Participation "Perm Hydrodynamic Scientific Readings". Perm, Russia, 2-4 December 2014. Abstracts of PHSR-2014 (CD). In Russian
Tsiberkin K. Long-order forming in particle system in viscous liquid under the circular vibrations. All-Russian Conference with International Participation "Perm Hydrodynamic Scientific Readings". Perm, Russia, 2-4 December 2014. Abstracts of PHSR-2014 (CD). In Russian
2013
Tsiberkin K. Dissociation of methane hydrate grain within a porous matrix. Abstracts of Russian Scientific Conference of Physics Students VNKSF-19, Archangel'sk, 28 March-5 April, 2013. pp. 426-427. In Russian
Tsiberkin K., Lyubimova T., Lyubimov D., Zikanov O. Evolution of a gas bubble in porous matrix filled by methane hydrate. European Geosciences Union General Assembly - 2013. Vienna, Austria, 7-12 April 2013. Geophysical Research Abstracts, Vol. 15, EGU2013-10770, 2013.
Abstract: Behavior of a small isolated hydrate-free inclusion (a bubble) within infinite hydrate-bearing porous matrix is studied analytically and numerically. A small spherical hydrate-free bubble of radius R0 exists at initial moment within the matrix due to overheating relative to the surrounding medium. There is no continuing heat supply within the bubble, so new hydrate forms on its boundary, and its radius decreases with time. The process is analysed in the framework of the model that takes into account the phase transition and accompanying heat and mass transport processes and assumes spherical symmetry. It is shown that in the case of small (~1cm) bubbles, convective fluxes are negligible and the process is fully described by heat conduction and phase change equations. A spherically symmetric Stefan problem for purely conduction-controlled evolution is solved analytically for the case of equilibrium initial temperature and pressure within the bubble. The self-similar solution is verified, with good results, in numerical simulations based on the full filtration and heat transfer model and using the isotherm migration method.
Keywords: porous medium, methane hydrates, Stefan problem
Tsiberkin K., Lyubimova T. Instability of binary mixture in plane layer under evaporation. The 4th International School of Young Scientists "Waves and Vortices in Complex Media", Moscow, 26-29 November, 2013.
2012
Lyubimova T., Tsiberkin K. Decomposition of methane hydrate grain within a porous matrix. Abstracts of Nonequilibrium Processes in Continuous Media - 2012, Perm, PSU, 16-17 November 2012. p. 79. In Russian
2011
Lyubimov D., Tsiberkin K. Modeling of gas hydrate dynamics. Perm-Yekaterinburg, ICMM UB RAS, 28 February - 3 March 2011. Abstracts of 17th Winter School in Continuous Media Mechanics, p. 207.
Lyubimova T., Lyubimov D., Ivantsov A., Tsiberkin K., Zikanov O. Hydrodynamic Models of the Dynamics of Methane Release by Natural Hydrates. San-Francisco, California, USA, 5-9 December 2011. AGU Fall Meeting Abstracts 1, 0427, 2011.
Abstract: The results of a broad study of the dynamics of natural deposits of methane hydrates in response to global warming are presented. Particular attention is given to the hydrodynamic aspects of the process associated with instability and deformation of boundaries and filtration of released methane to the surface. The study is computational and is based on a novel physical model that fully takes into account the nonlinear three-dimensional dynamics of the processes of heat and mass transfer that control the dissociation of natural hydrates.
Keywords: methane hydrate, global warming, hydrate instability, porous media
2010
Ivantsov A.O., Lyubimov D.V., Lyubimova T.P., Tsiberkin K.B. Numerical modeling of gas release process from methane hydrates. XXXVIII Summer School - Conference "Advanced problem in mechanics", St. Petersburg (Repino), 1-5 July 2010. Book of Abstracts APM-2010, p. 65.
Ivantsov A., Lyubimov D., Lyubimova T., Tsiberkin K. Simulation of hydrate-free vertical channel within a gas hydrate layer. Abstracts of Nonequilibrium Processes in Continuous Media - 2010, Perm, PSU, 26-27 November 2010. p. 94. In Russian
Ivantsov A., Lyubimov D., Lyubimova T., Tsiberkin K. Simulation of hydrate-free vertical channel within a gas hydrate layer. Proceedings of Nonequilibrium Processes in Continuous Media - 2010, Perm, 2010. pp. 154-157. In Russian
2009
Tsiberkin K. Vibrations and noise influence on the Lorenz system. Abstracts of 16th Winter School in CMM, Perm-Yekaterinburg, ICMM UB RAS, 24-27 February 2009. p. 322. In Russian.
Lyubimov D., Tsiberkin K. Simulation of hydrate-free inclusions within a hydrate-saturated porous medium. Abstracts of Nonequilibrium Processes in Continuous Media - 2009, Perm, PSU, 4-5 December 2009. p. 56. In Russian
Lyubimov D., Tsiberkin K. Simulation of hydrate-free inclusions within a hydrate-saturated porous medium. Proceedings of Nonequilibrium Processes in Continuous Media - 2009, Perm, PSU, 4-5 December 2009. pp. 161-165. In Russian
2008
Tsiberkin K. Vibrations and noise influence on the Lorenz system. Proceedings of Nonequilibrium Processes in Continuous Media - 2008, Perm, PSU, 5-6 December 2008. pp. 293-296. In Russian.