Articles with public access mandates - Grigory PanasenkoLearn more
Not available anywhere: 6
Optimization of textile-like materials via homogenization and beam approximations
J Orlik, G Panasenko, V Shiryaev
Multiscale Modeling & Simulation 14 (2), 637-667, 2016
Mandates: German Research Foundation
Steady state non-Newtonian flow in a thin tube structure: equation on the graph
G Panasenko, K Pileckas, B Vernescu
St. Petersburg Mathematical Journal 33 (2), 327-340, 2022
Mandates: Research Council of Lithuania
Viscous fluid–thin elastic plate interaction: asymptotic analysis with respect to the rigidity and density of the plate
GP Panasenko, R Stavre
Applied Mathematics & Optimization 81 (1), 141-194, 2020
Mandates: Agence Nationale de la Recherche
Asymptotic analysis of a viscous fluid layer separated by a thin stiff stratified elastic plate
J Orlik, G Panasenko, R Stavre
Applicable Analysis 100 (3), 589-629, 2021
Mandates: Agence Nationale de la Recherche
Non homogeneous Dirichlet conditions for an elastic beam: an asymptotic analysis
Z Bare, J Orlik, G Panasenko
Applicable Analysis 95 (12), 2625-2636, 2016
Mandates: German Research Foundation, Federal Ministry of Education and Research, Germany
Partial asymptotic dimension reduction for steady state non-Newtonian flow with strain rate dependent viscosity in thin tube structure
G Panasenko, K Pileckas
Journal of Mathematical Fluid Mechanics 25 (1), 11, 2023
Mandates: Research Council of Lithuania
Available somewhere: 16
ADI scheme for partially dimension reduced heat conduction models
R Čiegis, G Panasenko, K Pileckas, V Šumskas
Computers & Mathematics with Applications 80 (5), 1275-1286, 2020
Mandates: Research Council of Lithuania
Steady state non-Newtonian flow with strain rate dependent viscosity in domains with cylindrical outlets to infinity
G Panasenko, K Pileckas, B Vernescu
Nonlinear analysis: modelling and control. 26 (6), 1166-1199, 2021
Mandates: Research Council of Lithuania
Time periodic Navier–Stokes equations in a thin tube structure
R Juodagalvytė, G Panasenko, K Pileckas
Boundary Value Problems 2020, 1-35, 2020
Mandates: Agence Nationale de la Recherche
Periodic in time flow in thin structure: equation on the graph
G Panasenko, K Pileckas
Journal of Mathematical Analysis and Applications 490 (2), 124335, 2020
Mandates: Research Council of Lithuania
Steady state non-Newtonian flow with strain rate dependent viscosity in thin tube structure with no slip boundary condition
G Panasenko, K Pileckas, B Vernescu
Mathematical Modelling of Natural Phenomena 17, 18, 2022
Mandates: Research Council of Lithuania
Nonstationary Poiseuille flow of a non-Newtonian fluid with the shear rate-dependent viscosity
G Panasenko, K Pileckas
Advances in Nonlinear Analysis 12 (1), 20220259, 2022
Mandates: Research Council of Lithuania
Numerical solution of the viscous flows in a network of thin tubes: equations on the graph
É Canon, F Chardard, G Panasenko, O Štikonienė
Journal of Computational Physics 435, 110262, 2021
Mandates: Research Council of Lithuania
Reconstruction of the pressure in the method of asymptotic partial decomposition for the flows in tube structures
C Bertoglio, D Nolte, G Panasenko, K Pileckas
SIAM Journal on Applied Mathematics 81 (5), 2083-2110, 2021
Mandates: Research Council of Lithuania, European Commission
Asymptotics and discretization of a weakly singular kernel: application to viscous flows in a network of thin tubes
É Canon, F Chardard, G Panasenko, O Štikonienė
Journal of Computational Physics 491, 112327, 2023
Mandates: Research Council of Lithuania
Asymptotic Domain Decomposition Method for Approximation the Spectrum of the Diffusion Operator in a Domain Containing Thin Tubes
A Amosov, D Gómez, G Panasenko, ME Pérez-Martinez
Mathematics 11 (16), 3592, 2023
Mandates: Research Council of Lithuania
Poiseuille-Type Approximations for Axisymmetric Flow in a Thin Tube with Thin Stiff Elastic Wall
K Kaulakytė, N Kozulinas, G Panasenko, K Pileckas, V Šumskas
Mathematics 11 (9), 2106, 2023
Mandates: Research Council of Lithuania
Pressure boundary conditions for viscous flows in thin tube structures: Stokes equations with locally distributed Brinkman term
G Panasenko, K Pileckas
Mathematical Modelling of Natural Phenomena 18, 17, 2023
Mandates: Research Council of Lithuania
Steady-State Navier–Stokes Equations in Thin Tube Structure with the Bernoulli Pressure Inflow Boundary Conditions: Asymptotic Analysis
R Juodagalvytė, G Panasenko, K Pileckas
Mathematics 9 (19), 2433, 2021
Mandates: Research Council of Lithuania, Agence Nationale de la Recherche
Homogenization and multicontinuum models for high contrast composites
GP Panasenko
IOP Conference Series: Materials Science and Engineering 683 (1), 012020, 2019
Mandates: Agence Nationale de la Recherche
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