Русский
Y. A. Poveschenko, V. O. Podryga, Y.S. Sharova
Integral-consistent methods for calculating self-gravitating and magnetohydrodynamic phenomena
Keldysh Institute Preprints. 2018. № 160. Pages: 21. Language: russian
Citations in Crossref: 9
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Yu.A. Poveshchenko, A.Y. Krukovskii, V.O. Podryga and P.I. Rahimly
Convergence of Some Difference Schemes of the Support Operator Method for Repeated Rotational Operations
Publisher: Computational Mathematics and Mathematical Physics, 2024, Volume 64, Issue 1, Page 22
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Conference paper
Y.A. Poveshchenko, Y.S. Sharova, V.O. Podryga and V.A. Gasilov
Integrally-consistent techniques for modeling of magneto-hydrodynamic phenomena in gravitationally-bounded structures
Publisher: PROCEEDINGS OF THE 45TH INTERNATIONAL CONFERENCE ON APPLICATION OF MATHEMATICS IN ENGINEERING AND ECONOMICS (AMEE’19), 2019, Volume 2172, Page 070016
Citations: 0
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M.E. Ladonkina, Y.A. Poveshenko, O.R. Ragimli and Haochen Zhang
Theoretical Analysis of Fully Conservative Difference Schemes with Adaptive Viscosity
Publisher: Zhurnal Srednevolzhskogo Matematicheskogo Obshchestva, 2021, Volume 23, Issue 4, Page 412
Citations: 1
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M.E. Ladonkina, Y.A. Poveshenko, O.R. Ragimli and Haochen Zhang
Theoretical study of stability of nodal completely conservative difference schemes with viscous filling for gas dynamics equations in Euler variables
Publisher: Zhurnal Srednevolzhskogo Matematicheskogo Obshchestva, 2022, Volume 34, Issue 3, Page 317
Citations: 0
Article
Yu.A. Poveshchenko, V.A. Gasilov, V.O. Podryga, O.R. Rehimly and Yu.S. Sharova
Two-Layer Completely Conservative Difference Schemes for the Gasdynamic Equations in Eulerian Coordinates with Adaptive Solution Regularization
Publisher: Differential Equations, 2019, Volume 55, Issue 7, Page 976
Citations: 0
Book
Orkhan Rahimly, Viktoriia Podryga, Yury Poveshchenko, Parvin Rahimly and Yulia Sharova
Lecture Notes in Computer Science
Publisher: Large-Scale Scientific Computing, 2020, Volume 11958, Page 618
Citations: 5
Article
Yury Poveshchenko, Viktoriia Podryga and Parvin Rahimly
On Convergence of Support Operator Method Schemes for Differential Rotational Operations on Tetrahedral Meshes Applied to Magnetohydrodynamic Problems
Publisher: Mathematics, 2022, Volume 10, Issue 20, Page 3904
Citations: 0
Article
Y.A. Poveschenko, M.E. Ladonkina, V.O. Podryga, O.R. Rahimly and Y.S. Sharova
On a two-layer completely conservative difference scheme of gas dynamics in Eulerian variables with adaptive regularization of solution
Publisher: Keldysh Institute Preprints, 2019, Issue 14, Page 1
Citations: 10
Article
Y.A. Poveschenko, M.N. Koleva, O.R. Rahimly, V.O. Podryga and P.I. Rahimly
On convergence of difference schemes of support operator method for rotational operations of vector analysis on tetrahedral meshes
Publisher: Keldysh Institute Preprints, 2022, Issue 26, Page 1
Citations: 0