Search Results - "Gorodtsov, V. A."

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  1. 1

    Auxetics among Materials with Cubic Anisotropy by Gorodtsov, V. A., Lisovenko, D. S.

    Published in Mechanics of solids (01-07-2020)
    “…— The article provides a brief overview of studies on crystalline materials with negative Poisson’s ratio (crystalline auxetics) with cubic anisotropy. It has…”
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  2. 2

    Elastic Properties of Two-Layered Tubes from Seven-Constant Tetragonal Crystals by Volkov, M. A., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Mechanics of solids (01-12-2023)
    “…The present study analyzes effective elastic properties of two-layered composite tubes from seven-constant tetragonal crystals under tension. Analytical…”
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  3. 3

    Out-of-Plane Tension of Thin Two-Layered Plates of Identically Oriented Hexagonal Crystals by Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-02-2021)
    “…In the framework of the theory of anisotropic elasticity, a theoretical analysis of the out-of-plane extension of thin two-layered plates of hexagonal crystals…”
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  4. 4

    Equilibrium diamond-like carbon nanostructures with cubic anisotropy: Elastic properties by Lisovenko, D. S., Baimova, J. A., Rysaeva, L. Kh, Gorodtsov, V. A., Rudskoy, A. I., Dmitriev, S. V.

    “…Diamond‐like carbon nanostructures with cubic anisotropy made by joining fullerene‐like molecules of different types via valence bonds are studied by means of…”
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  5. 5

    Modeling of the Mechanical Properties of Chiral Metallic Nanotubes by Bryukhanov, I. A., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-11-2020)
    “…The work studies the mechanical properties of chiral metallic nanotubes by the molecular statics method. The atomic structure of nanotubes was obtained by…”
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  6. 6

    Auxetics among Two-Layered Composites Made of Cubic Crystals. Analytical and Numerical Analysis by Demin, A. I., Volkov, M. A., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Mechanics of solids (01-02-2023)
    “…The results of calculations of the effective Young’s modulus of longitudinally stretched two-layered plates made of identically oriented cubic crystals are…”
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  7. 7

    Thin Homogeneous Two-Layered Plates of Cubic Crystals with Different Layer Orientation by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S., Volkov, M. A.

    Published in Physical mesomechanics (01-07-2019)
    “…The paper provides a theoretical analysis of axially stretched rectangular thin plates composed of two differently oriented layers of cubic crystals. In one…”
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  8. 8

    Elastic Properties of Chiral Metallic Nanotubes Formed from Cubic Crystals by Bryukhanov, I. A., Volkov, M. A., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-04-2021)
    “…The study analyzes the elastic properties of chiral metallic nanotubes formed by rolling up thin crystal plates with the [011] and [111] orientations within…”
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  9. 9

    Drag increment of internal waves generated by horizontally moving spheroid in supercritical regime by Xu, Zhaoting, Xu, Hao, Gorodtsov, V. A.

    Published in Acta mechanica Sinica (01-04-2008)
    “…A theory on the drag increment of internal waves with a spheroid moving horizontally at a high velocity (or for large internal Froude number) in uniformly…”
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  10. 10

    Spherical Inclusion in an Elastic Matrix in the Presence of Eigenstrain, Taking Into Account the Influence of the Properties of the Interface, Considered as the Limit of a Layer of Finite Thickness by Gorodtsov, V. A., Lisovenko, D. S., Ustinov, K. B.

    Published in Mechanics of solids (01-07-2019)
    “…Previously, the authors proposed a model of surface elasticity, in which the internal boundary was considered as a thin structured layer endowed with its own…”
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  11. 11

    Equilibrium structures of carbon diamond-like clusters and their elastic properties by Lisovenko, D. S., Baimova, Yu. A., Rysaeva, L. Kh, Gorodtsov, V. A., Dmitriev, S. V.

    Published in Physics of the solid state (01-04-2017)
    “…Three-dimensional carbon diamond-like phases consisting of sp 3 -hybridized atoms, obtained by linking of carcasses of fullerene-like molecules, are studied by…”
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  12. 12

    Poynting’s effect of cylindrically anisotropic nano/microtubes by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-07-2016)
    “…The paper analyzes Poynting’s effect for chiral cylindrically anisotropic nano/microtubes of cubic, tetragonal and orthorhombic crystals. It is shown based on…”
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  13. 13

    Torsion of cylindrically anisotropic nano/microtubes from seven-constant tetragonal crystals. Poynting’s effect by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-10-2016)
    “…In the paper presented, we continue the research in the elastic properties of seven-constant tetragonal crystals and nano/microtubes. Our previous study…”
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  14. 14

    Two-layer tubes from cubic crystals by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S., Volkov, M. A.

    “…Effective Young’s moduli and Poisson’s ratios of two-layer tubes from cubic crystals have been analyzed theoretically. It is shown (using derived formulas for…”
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  15. 15

    The anomalous diffusion of wave disturbances in hydrodynamic-type systems by Gorodtsov, V.A.

    “…It is shown that solutions of many model non-linear equations of the hydrodynamic type (including the Navier-Stokes equations in the theory of a viscous fluid)…”
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    Finite speed of diffusion propagation in a two-component continuous medium by Gorodtsov, V.A.

    “…It is shown that the problem of the finite propagation speed of disturbances of the impurity concentration in a multicomponent fluid may be related to the…”
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  18. 18

    Young’s modulus and Poisson’s ratio for seven-constant tetragonal crystals and nano/microtubes by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S.

    Published in Physical mesomechanics (01-07-2015)
    “…In the paper, the elasticity theory was applied to consider the mechanical properties of rectilinearly anisotropic seven-constant tetragonal crystals and their…”
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  19. 19

    Negative Poisson’s ratio for cubic crystals and nano/microtubes by Goldstein, R. V., Gorodtsov, V. A., Lisovenko, D. S., Volkov, M. A.

    Published in Physical mesomechanics (01-04-2014)
    “…The paper systemizes numerous cubic crystals which can have both positive and negative Poisson’s ratios (the so-called partial auxetics) depending on the…”
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