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Publications
Bakhvalov Pavel Alexeevisch
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ORCID: 0000-0003-3416-8277

2020 year
1.  KIAM Preprint  15, Moscow, 2020
Authors: Bakhvalov P.A.
Title: Evaluation of the solution of the Gaussian impulse diffraction inside a sector with the angle 2Pi/n using its integral representation

2020 year
2.  KIAM Preprint  3, Moscow, 2020
Authors: Bakhvalov P.A.
Title: Evaluation of the solutions of Gaussian impulse propagation and diffraction on a corner 2π/n

2019 year
3.  KIAM Preprint  152, Moscow, 2019
Authors: Bakhvalov P.A., Duben A.P., Kozubskaya T.K., Rodionov P.V.
Title: EBR schemes with curvilinear reconstructions for solving two-dimensional external flow problems

2019 year
4.  KIAM Preprint  74, Moscow, 2019
Authors: Bakhvalov P.A., Surnachev M.D.
Title: Linear schemes with several degrees of freedom for the multidimensional transport equation

2019 year
5.  KIAM Preprint  73, Moscow, 2019
Authors: Bakhvalov P.A., Surnachev M.D.
Title: Linear schemes with several degrees of freedom for the 1D transport equation

2019 year
6.  KIAM Preprint  71, Moscow, 2019
Authors: Bakhvalov P.A., Surnachev M.D.
Title: On transformation of the stable matrices to a block-diagonal form

2019 year
7.  KIAM Preprint  70, Moscow, 2019
Authors: Bakhvalov P.A., Surnachev M.D.
Title: On spectral analysis of numerical schemes for the linear transport equation

2018 year
8.  KIAM Preprint  277, Moscow, 2018
Authors: Bakhvalov P. A., Gorobets A.V.
Title: On effective parallel implementation of vertex-centered schemes on sliding meshes

2018 year
9.  KIAM Preprint  127, Moscow, 2018
Authors: Bakhvalov P. A., Vershkov V.A.
Title: Edge-based schemes on moving hybrid meshes in the NOISEtte code

2018 year
10.  KIAM Preprint  124, Moscow, 2018
Authors: Bakhvalov P. A.
Title: Flow simulation in rotorstator systems with axisymmetric stator using edge-based schemes

2018 year
11.  KIAM Preprint  123, Moscow, 2018
Authors: Bakhvalov P. A.
Title: Unsteady corrector method for accuracy analysis of linear semidiscrete schemes

2017 year
12.  KIAM Preprint  144, Moscow, 2017
Authors: Bakhvalov P. A., Kozubskaya T. K.
Title: Edge-based Approximation of the Navier Stokes equations for axial symmetric flows on unstructured meshes

2017 year
13.  KIAM Preprint  135, Moscow, 2017
Authors: Bakhvalov P. A.
Title: Sound wave in an infinite circular cylinder in the presence of viscosity and heat conductivity

2017 year
14.  KIAM Preprint  134, Moscow, 2017
Authors: Bakhvalov P. A.
Title: On the long-time simulation accuracy of the discontinuous Galerkin method for 1D transport equation

2017 year
15.  KIAM Preprint  79, Moscow, 2017
Authors: Bakhvalov P. A.
Title: On the order of accuracy of edge-based schemes on meshes of a special type

2017 year
16.  KIAM Preprint  38, Moscow, 2017
Authors: Bakhvalov P. A.
Title: Implementation of the Flux Correction method on hybrid unstructured meshes

2017 year
17.  KIAM Preprint  23, Moscow, 2017
Authors: Bakhvalov P. A., Kozubskaya T.K.
Title: EBR-WENO scheme for solving gas dynamics problems with discontinuities on unstructured meshes

2016 year
18.  KIAM Preprint  140, Moscow, 2016
Authors: Bakhvalov P. A.
Title: Unsteady corrector method for accuracy analysis of linear numerical schemes for transport equation

2016 year
19.  KIAM Preprint  122, Moscow, 2016
Authors: Bakhvalov P. A.
Title: Unsteady geometric corrector and the error estimate of finite volume method on unstructured meshes

2016 year
20.  KIAM Preprint  105, Moscow, 2016
Authors: Bakhvalov P. A.
Title: Numerical estimation of accuracy order for transport equation on meshes of special structure

2016 year
21.  KIAM Preprint  79, Moscow, 2016
Authors: Bakhvalov P. A.
Title: Specification of a wave packet using initial data in a round cylindric channel for linear acoustic problems

2015 year
22.  KIAM Preprint  69, Moscow, 2015
Authors: Bakhvalov P. A., Kozubskaya T. K.
Title: Modification of Flux Corrector method for accuracy improvement on unsteady problems

2014 year
23.  KIAM Preprint  74, Moscow, 2014
Authors: Bakhvalov P. A., Kozubskaya T. K.
Title: Error structure of conservative 4-point finite-difference scheme on non-uniform meshes