Search Results - "Sergienko, M. V."

Analysis of the Dynamic Parameters of the Cancrids Meteor Shower and Its Drift Motion by Sergienko, M. V., Nefedyev, Yu. A., Andreev, A. O.

“…We consider the Cancrids meteor shower and analyze its dynamical parameters. For each branch of the shower we determined radiants, their displacements, and…”
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Multifactorial Method of Search for Small Bodies in Close Orbits by Sergienko, M. V., Sokolova, M. G., Kholshevnikov, K. V.

“…The results of the search for Apollo, Amor, and Aten asteroids with the orbits close to those of meteoroids of the δ-Cancrids meteor complex (code DCA), which…”
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Comparison of the structures of meteor streams of cometary and possible asteroidal origin by Sokolova, M. G., Sergienko, M. V.

“…The structures of the meteor streams of cometary origin—Draconids, Ursids, Perseids, and Lyrids—and the streams presumably connected with asteroids—Taurids and…”
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THE EXPERIMENT OF THE COMPLEX INSPECTION OF THE RAILROAD BRIDGE PIER by Usachenko, B. M., Sergienko, V. M., Kurochka, A. A.

“…The procedure and results of a visual inspection and vibrosonic diagnostics of the railroad bridge pier are described. The spatial model of the pier with an…”
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The κ-Cygnid Meteor Shower and Its Relationship with Near-Earth Asteroids by Sergienko, M. V., Sokolova, M. G., Nefedyev, Yu. A., Andreev, A. O.

“…— This study is focused on the relationships between the κ-Cygnid meteor shower and different groups of asteroids crossing the Earth’s orbit (the so-called…”
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Resonant oscillations of a gas in an open tube in the shock-free wave mode by Tkachenko, L. A., Sergienko, M. V.

“…Nonlinear gas oscillations excited in an open tube by a flat piston at one of the tube ends are studied. The sinusoidal piston oscillations in the shock-free…”
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Near-Earth Asteroids as Possible Parent Bodies of Meteor Streams by M.G. Sokolova, M.V. Sergienko

“…The genetic relationship of meteor streams with near-Earth asteroids (NEAs) is being actively studied. A genetic link with the asteroid is possible only for…”
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Optimal Control of an Elliptic-Parabolic System with Conjugation Conditions by I. V. Sergienko V. M. Glushkov Institute of Cybernetics, National Academy of Sciences of Ukraine, Kiev, Ukraine, Deineka, V S

“…New optimal control problems for distributed systems described by initial boundary-value problems are considered in the paper for an elliptic-parabolic…”
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