Search Results - "Ol'shanskii, V. P."

On velocity profiles of an inhomogeneous vibrofluidized grain bed on a shaker by Tishchenko, L. N., Ol’shanskii, V. P., Ol’shanskii, S. V.

“…Consideration has been given to the dynamics of a vibrofluidized bed of grain mixture on an inclined shaker with a vibration viscosity that is a linear…”
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Vertical motion of a spherical body with decreasing mass by Ol’shanskii, V. P., Ol’shanskii, S. V.

“…The paper studies the fall and ascent in air of a spherical body with radius linearly decreasing with time. The first integral of the nonlinear equation of…”
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On the maximum of the vertical fall velocity of a homogeneous sphere whose radius changes by the exponential law by Ol’shanskii, V. P., Ol’shanskii, S. V.

“…The extreme properties of the vertical fall of a spherical body whose radius decreases with time by the exponential law have been investigated. The conditions…”
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Dynamics of Impulse-Loaded Beam with One-Sided Support Ties by Ol’shanskii, V. P., Burlaka, V. V., Slipchenko, M. V.

“…The pulsed deformation of a beam with hinged ends and discretely elastically supported span is considered. It is assumed that due to separation of the beam…”
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Lower estimate of the flight range of a fire-extinguishing liquid drop by Ol'shanskii, V P, Ol'shanskii, S V

“…A closed analytical solution of a nonlinear differential equation with variable coefficients which describes the vertical motion of an ascending evaporating…”
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Bending of a protective ring on a cylindrical shell by concentrated forces by OL'SHANSKII, V. P

“…An analytical solution of the problem on contact interaction between a cylindrical shell and a ring loaded by a system of radial forces is obtained with the…”
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Identification of the Parameters of a Nested Cylindrical Heat Source under Stationary Self-Heating of a Raw Material Mass of the Same Form by Ol'shanskii, V P

“…This paper describes a computer method for determining the coordinate of the center, the heat-release power, and the sizes of a homogeneous internal…”
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Steady-state temperature field of a cylindrical mass of raw material when it is self-heated by an ellipsoidal source by OL'SHANSKII, V. P

“…The axisymmetric distribution of the excess temperature of a fill in the case of the presence of an ellipsoidally shaped thermal source in it has been expanded…”
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WKB method for analyzing the vibrations of a Meshcherskii pendulum by Ol’shanskii, V. P., Ol’shanskii, S. V.

“…TheWKB method is used to construct an approximate analytic solution of the equation of small nonstationary vibrations of the Meshcherskii mathematical…”
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A peculiar feature in the vertical motion of a particle with variable mass in upward flow by Ol’shanskii, V. P., Ol’shanskii, S. V.

“…The reversal of the vertical motion of a spherical particle with variable mass and radius in air flow is described using the analytical solutions of the Cauchy…”
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Calculation of the dynamic deflection of a beam on inelastic impact by the Cox and Saint-Venant theories by Olashanskii, V P, Olashanskii, S V

“…A comparison of the results of a calculation of dynamicity coefficient for deflections, obtained by the Cox and Saint-Venant theories, showed them to agree…”
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Action of a concentrated force on a cylindrical shell reinforced by a stringer by OL'SHANSKII, V. P

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Asymptotic method for analysis of a conical shell under local loading by Nerubailo, B. V., Ol’shanskii, V. P.

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Bending of a rib, supporting the edge of a plane thin body, by a concentrated force by Nerubailo, B. V., Ol’shanskii, V. P., Selemeneva, Yu I.

“…We propose simple asymptotic formulas for calculating improper integrals in the zone of application of a local load, where the highest-power stressed state…”
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On the vertical ascent of a spherical body of increasing mass by Ol’shanskii, V. P., Ol’shanskii, S. V.

“…We show that if the dependence of the drag force on the velocity is quadratic and the time dependence of the radius of a spherical body is linear, then the…”
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Towards a solution of the problem of local effects on cylindrical shells-panels by Nerubailo, B. V., Ol’shanskii, V. P., Selemeneva, Yu. I.

“…We investigate the stressed-deformed state of cylindrical shells-panels with a local normal load. The state is constructed by matching solutions for…”
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Maximal deflection of cylindrical shells under a concentrated force by OL'SHANSKII, V. P

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Cylindrical shell loaded by radial forces around circular regions by Nerubailo, B. V., Ol'shanskii, V. P., Selemeneva, Yu. I.

“…An approximate solution of the problem of a stressed-deformed state of an infinitely long cylindrical shell loaded by radial forces around circular regions is…”
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Asymptotic method for analysis of a conical shell under local loading by NERUBAILO, B. V, OL'SHANSKII, V. P

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Determination of forces in a shallow shell loaded on a circular area by Ol'shanskii, V. P.

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