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Kolotilov Vadim Alekseevich

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Science activity

Articles - 3 , Conference theses - 1 , Conference attendances - 2


Articles (3) More info

1 Mishchenko P.A. , Gimon T.A. , Kolotilov V.A.
Application of the CABARET and WENO Schemes for Solving the Nonlinear Transport Equation in the Problem of Simulating the Propagation of a Sonic Boom Wave in the Atmosphere
Computational Mathematics and Mathematical Physics. 2024. V.64. N5. P.1076-1088. DOI: 10.1134/s096554252470026x WOS Scopus РИНЦ OpenAlex
2 Kolotilov V.A. , Kurganov A.A. , Ostapenko V.V. , Khandeeva N.A. , Chu S.
On the Accuracy of Shock-Capturing Schemes Calculating Gas-Dynamic Shock Waves
Computational Mathematics and Mathematical Physics. 2023. V.63. N7. P.1341-1349. DOI: 10.1134/S0965542523070060 WOS Scopus РИНЦ OpenAlex
3 Ostapenko V.V. , Kolotilov V.A.
Application of the CABARET Scheme for Calculating Discontinuous Solutions of a Hyperbolic System of Conservation Laws
Doklady Mathematics. 2021. V.104. N3. P.369-373. DOI: 10.1134/S1064562421060120 WOS Scopus РИНЦ OpenAlex

Conference theses (1) More info

1 Chu S. , Kolotilov V.A. , Kurganov A. , Ostapenko V.V. , Khandeeva N.A.
Different convergence types of shock-capturing schemes
In compilation Marchuk Scientific Readings 2022. 2022. – C.46. – ISBN 978-5-901548-47-9. DOI: 10.24412/cl-35065-2022-1-00-43 РИНЦ

Conference attendances (2) More info

1 Kolotilov V.A. , Ostapenko V.V. , Kurganov A. , Khandeeva N.A. , Chu S.
Different convergence types of shock-capturing schemes
Workshop-II Development of high-order methods for hyperbolic PDEs 15-19 Mar 2024
2 Chu S. , Kolotilov V.A. , Kurganov A. , Ostapenko V.V. , Khandeeva N.A.
Different convergence types of shock-capturing schemes
International Conference “Marchuk Scientific Readings 2022” 03-07 Oct 2022