Search Results - "Zhavoronok, S. I."

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  1. 1

    Application of Nth-Order Plate Theory to the Dispersion of Progressive Waves in a Heterogeneous Medium by Zhavoronok, S. I., Kurbatov, A. S.

    Published in Russian engineering research (2024)
    “…The generalized theory of N th-order plates is applied to the dispersion of progressive waves in a plane heterogeneous medium with large local gradients of the…”
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    Journal Article
  2. 2

    On the Theory of Shape Memory Membrane Shells Undergoing Thermoelastic Phase Transitions by Kurbatov, A. S., Zhavoronok, S. I.

    Published in Lobachevskii journal of mathematics (01-06-2023)
    “…Based on the once coupled phenomenological model of thermoelastic phase transitions, the new linearized intrinsic formulation of the theory of membrane shells…”
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    Journal Article
  3. 3

    A Stefan problem for composite materials with an arbitrary number of moving phase-transition boundaries by E. L. Kuznetsova, S. I. Zhavoronok

    “…A Stefan problem of heat transfer in semi-infinite bodies with an arbitrary number of unsteady moving boundaries during phase transitions was solved. Such…”
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    Journal Article
  4. 4

    On Various Equations of the Analytical Mechanics of Thick-Walled Heterogeneous Shells and Some of Their Applications in Wave Dispersion Problems by Zhavoronok, S. I., Kurbatov, A. S., Egorova, O. V.

    Published in Lobachevskii journal of mathematics (01-06-2023)
    “…A new variational formulation for the linear hierarchical theory of thick heterogeneous orthotropic shells resulting in the equations resolved for first-order…”
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    Journal Article
  5. 5

    The Generalized Routh Equations in the Plate Theory of th Order and their Use in Problems of Normal Wave Dispersion in Heterogeneous Waveguides by Zhavoronok, S. I., Kurbatov, A. S., Rabinskiy, L. N.

    “…Based on the variational formulation of the theory of th order of plates as two-dimensional continuum systems, the equations of motion as well as the…”
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  6. 6

    Main Problems in the Creation of Thermal-Protection Systems Based on Structurally Heterogeneous Materials and the Methods of Their Solution by Astapov, A. N., Zhavoronok, S. I., Kurbatov, A. S., Rabinskiy, L. N., Tushavina, O. V.

    Published in High temperature (01-03-2021)
    “…The review summarizes the advances of Russian and international science in the development and improvement of the properties of carbon–carbon and…”
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    Journal Article
  7. 7

    On Estimating the Bearing Capacity of Spiral Wire Clamps by Danilin, A. N., Zhavoronok, S. I., Rabinskii, L. N.

    Published in Russian aeronautics (01-10-2019)
    “…The interaction of a spiral wire clamp and a line conductor (cable, rope) is considered to estimate the bearing capacity of the wire clamp and to determine its…”
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  8. 8

    Recent Problems of Heat-Transfer Simulation in Technological Processes of Selective Laser Melting and Fusion by Zhavoronok, S. I., Kurbatov, A. S., Rabinskiy, L. N., Solyaev, Yu. O.

    Published in High temperature (01-11-2019)
    “…The thermal processes arising upon the implementation of the additive technologies of selective laser melting and the fusion of metals and alloys are analyzed…”
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  9. 9

    Investigation of Buckling Behavior for Thin-Walled Bearing Aircraft Structural Elements with Cutouts by Means of Numerical Simulation by Dmitriev, V. G., Egorova, O. V., Zhavoronok, S. I., Rabinskii, L. N.

    Published in Russian aeronautics (01-04-2018)
    “…In this paper, we develop the consistent mathematical models and appropriate lowconsuming numerical methods for investigating the nonlinear strain and buckling…”
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  10. 10

    Stability of Panels of a Thermoelastic Shell Heated at the Edge by a Mobile Point Source by Zhavoronok, S. I., Kurbatov, A. S., Orekhov, A. A., Rabinskii, L. N.

    Published in Russian engineering research (2019)
    “…The thermostability of thin-walled structures is considered by means of a thermoelasticity problem in a three-dimensional quasi-static formulation…”
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  11. 11
  12. 12

    Nonlinear deforming of laminated composite shells of revolution under finite deflections and normal’s rotation angles by Dmitriev, V. G., Biryukov, V. I., Egorova, O. V., Zhavoronok, S. I., Rabinskii, L. N.

    Published in Russian aeronautics (01-04-2017)
    “…The discretization of the boundary value problem for laminated composite shells is based on the finite difference approach using the regular mesh with the…”
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    Journal Article
  13. 13

    Stability of titanium nickelide rods loaded in the mode of martensite inelasticity by Movchan, A. A., Sil’chenko, L. G., Kazarina, S. A., Zhavoronok, S. I., Sil’chenko, T. L.

    “…The work discusses experimental studies of stability and load capacity of titanium nickelide rods in the case of their isothermal loading by compression at the…”
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