Search Results - "Mogilevskii, I. E."

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  1. 1

    Non-Newtonian Fluid Film Flowing Down an Inclined Plane with a Periodic Topography by Mogilevskii, E. I.

    Published in Fluid dynamics (01-11-2021)
    “…— Flow of the thin layer of a nonlinearly viscous fluid subject to the gravity force down an inclined plane is considered. The capillary forces are assumed to…”
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    Journal Article
  2. 2

    Instability of a liquid layer under periodic influence: Falling film in an alternating electric field by Mogilevskii, E. I.

    Published in Fluid dynamics (01-03-2017)
    “…The linear analysis of stability of a plane-parallel time-periodic flow is carried out. The numerical method which makes it possible to reduce the spectral…”
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  3. 3

    Stability Analysis of a Falling Film Flow Down a Plane with Sinusoidal Corrugations by Mogilevskii, E. I., Shkadov, V. Ya

    Published in Fluid dynamics (01-05-2018)
    “…The liquid viscous film falling down a vertical wall with sinusoidal relief is considered. The linear stability of steady-state flow with respect to…”
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  4. 4

    Stability of a falling conducting liquid film in an alternating electric field by Mogilevskii, E. I., Shkadov, V. Ya

    “…The flow of a thin viscous conducting liquid film falling along one of the plates of a vertically positioned plane capacitor is studied. The capacitor is…”
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  5. 5

    A hybrid method for numerical solution of Poisson’s equation in a domain with a dielectric corner by Bogolyubov, A. N., Erokhin, A. I., Mogilevskii, I. E., Svetkin, M. I.

    “…An electrostatic problem of determining a potential in a domain containing an incoming dielectric corner, which reduces to solving Poisson’s equation in this…”
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  6. 6

    Asymptotic representation of the electromagnetic field of a dielectric waveguide near a corner point of the line of discontinuity of permittivity by Bogolyubov, A. N., Mogilevskii, I. E., Sveshnikov, A. G.

    “…The behavior of the electromagnetic field of a waveguide near a corner point of a line of discontinuity of the permittivity is studied…”
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  7. 7

    Behavior of solutions to elliptic boundary value problems in a neighborhood of corner points of discontinuity lines of the coefficients by Bogolyubov, A. N., Mogilevskii, I. E.

    “…A representation of the solution to an elliptic boundary value problem in the vicinity of a corner point on the discontinuity line of the coefficient of the…”
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  8. 8

    Equilibrium shapes of a drop pendant in an electrostatic field by Mogilevskii, E. I., Shkadov, V. Ya, Shutov, A. A.

    Published in Fluid dynamics (01-09-2012)
    “…The stationary shapes of a conducting fluid drop in the gap between the plates of a plane capacitor are studied. The drop is held on the upper plate by the…”
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  9. 9

    Mathematical simulation of an irregular waveguide with reentering edges by Bogolyubov, A. N., Erokhin, A. I., Mogilevskii, I. E.

    “…A mathematical model is proposed to study an irregular waveguide with reentering edges. Theoretical estimates for the behavior of the solution near the…”
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  10. 10

    Instability and waves during generalized Newtonian fluid film flow down a vertical wall by Mogilevskii, E. I., Shkadov, V. Ya

    Published in Fluid dynamics (01-06-2010)
    “…The problem of linear stability of a non-Newtonian fluid film flowing down a vertical plane under the action of gravity is considered. The linear stability of…”
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  11. 11

    Thin viscous fluid film flows over rotating curvilinear surfaces by Mogilevskii, E. I., Shkadov, V. Ya

    Published in Fluid dynamics (01-04-2009)
    “…Thin viscous fluid film flows over rotating curvilinear surfaces are considered. The steady-state flow is studied for large and finite Ekman numbers. The…”
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  12. 12

    High-speed streams of the stationary solar wind and the possible mechanism by which they are generated by Mogilevskii, E. I., Nikol’skaya, K. I.

    Published in Geomagnetism and Aeronomy (01-04-2010)
    “…The velocities of the stationary extra-ecliptic solar wind are analyzed depending on the heliolatitudes, heliocentric distances, and solar activity. An…”
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  13. 13

    Professor Yu.D. Kalinin: The founder and first Editor-in-Chief of the Journal “Geomagnetism and Aeronomy” (Towards the Centenary of the Birth and to the 50th Anniversary of the Foundation of This Journal) by Raspopov, O. M., Ivanov, K. G., Mogilevskii, E. I., Shevnin, A. D.

    Published in Geomagnetism and aeronomy (01-02-2011)
    “…Information is given regarding the life, work, scientific research, and organizational activities of Professor Yu.D. Kalinin, the founder and the first…”
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  14. 14

    Effect of bottom topography on the flow of a non-Newtonian liquid film down an inclined plane by Mogilevskii, E. I., Shkadov, V. Ya

    Published in Moscow University mechanics bulletin (01-06-2007)
    “…The problem of flow of a nonlinear viscous liquid film down an inclined surface with local microtopography is considered. Numerical and approximate analytic…”
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  15. 15

    Production technology and tests of ceramic filters for refining precision alloys by Mogilevskii, E. I., Burtsev, V. I.

    Published in Refractories and industrial ceramics (01-01-2000)
    “…A technology for producing ceramic filters based on either high-Al2O3, periclase or SiO2 is described. Such filters are used for refining molten metals and…”
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  16. 16

    Effect of evaporation and diffusion of a surface-active substance on the instability of a falling liquid film by Gerasimov, S. V., Mogilevskii, E. I., Shkadova, V. P.

    Published in Moscow University mechanics bulletin (01-03-2013)
    “…The linear stability of a falling film of a surface-active solute is analyzed in an active evaporation zone. The phase velocities and the gain coefficients are…”
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  17. 17

    Calculation of the resonance frequencies of an open dielectric axially symmetric resonator of piecewise constant radius by Bogolyubov, A. N., Erokhin, A. I., Mogilevskii, I. E., Shapkina, N. E.

    Published in Moscow University physics bulletin (01-04-2009)
    “…An algorithm is suggested for calculating the resonance frequencies of open dielectric axially symmetric resonators of piecewise constant radius suitable for…”
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