D. Tkachev

发表

Study of the stability in the problem on flowing around a wedge. The case of strong wave

A. Blokhin, D. Tkachev, L. Baldan, 2006 .

Stability of the Poiseuille-type flow for a MHD model of an incompressible polymeric fluid

A. Blokhin, D. Tkachev, 2019, European Journal of Mechanics - B/Fluids.

Local Solvability of the Problem of the Van Der Waals Gas Flow Around an Infinite Plane Wedge in the Case of a Weak Shock Wave

A. M. Blokhin, D. Tkachev, A. Yegitov, 2018, Siberian Mathematical Journal.

Linear asymptotic instability of a stationary flow of a polymeric medium in a plane channel in the case of periodic perturbations

A. M. Blokhin, D. Tkachev, 2014, Journal of Applied and Industrial Mathematics.

On Linearly Unstable Steady States of an MHD Model of an Incompressible Polymeric Fluid in the Case of Absolute Conductivity

A. Blokhin, D. Tkachev, 2022, Siberian Advances in Mathematics.

Spectrum and linear Lyapunov instability of a resting state for flows of an incompressible polymeric fluid

D. Tkachev, 2022, Journal of Mathematical Analysis and Applications.

On Linearly Unstable Steady States of an MHD Model of an Incompressible Polymeric Fluid in the Case of Absolute Conductivity

A. Blokhin, D. Tkachev, 2022, Siberian Advances in Mathematics.

Lyapunov instability of stationary flows of a polymeric fluid in a channel with perforated walls

A. Blokhin, D. Tkachev, 2022, Sbornik: Mathematics.

Lyapunov instability of the stationary flows of a polymeric fluid in an infinite plane channel with constant flow rate

A. M. Blokhin, D. L. Tkachev, A. V. Yegitov, 2022 .

Lyapunov instability of the stationary flows of polymeric fluid with constant flow rate

A. Blokhin, D. Tkachev, 2021, ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik.

MHD model of an incompressible polymeric fluid. Linear instability of the resting state

A. Blokhin, D. Tkachev, 2020, Journal of Physics: Conference Series.

An MHD Model of an Incompressible Polymeric Fluid: Linear Instability of a Steady State

A. Blokhin, D. Tkachev, A. S. Rudometova, 2020, Journal of Applied and Industrial Mathematics.

Stability of Poiseuille-type flows in an MHD model of an incompressible polymeric fluid

A. Blokhin, D. Tkachev, 2019, Fluid Dynamics.

Spectral asymptotics of a linearized problem about flow of an incompressible polymeric fluid. Base flow is analogue of a Poiseuille flow

A. Blokhin, D. Tkachev, 2018 .

Asymptotic stability of the stationary solution for a new mathematical model of charge transport in semiconductors

A. Blokhin, D. Tkachev, 2012 .

Justification of the stabilization method for a mathematical model of charge transport in semiconductors

A. Blokhin, D. Tkachev, 2011 .

Local-in-time well-posedness of a regularized mathematical model for silicon MESFET

A. M. Blokhin, D. L. Tkachev, A. Blokhin, 2010 .

Well-posedness of a modified initial-boundary value problem on stability of shock waves in a viscous gas. Part II

A. Blokhin, D. Esipov, D. Tkachev, 2007 .

Local Solvability of the Problem of the Van Der Waals Gas Flow Around an Infinite Plane Wedge in the Case of a Weak Shock Wave

A. Blokhin, D. Tkachev, A. Yegitov, 2018, Siberian Mathematical Journal.

Asymptotics of the Spectrum of a Linearized Problem of the Stability of a Stationary Flow of an Incompressible Polymer Fluid with a Space Charge

A. Blokhin, D. Tkachev, A. Yegitov, 2018 .

Asymptotics of the Spectrum of a Linearized Problem of the Stability of a Stationary Flow of an Incompressible Polymer Fluid with a Space Charge

A. M. Blokhin, D. Tkachev, A. Yegitov, 2018, Computational Mathematics and Mathematical Physics.

Linear instability of solutions in a mathematical model describing polymer flows in an infinite channel

A. Blokhin, D. Tkachev, A. Yegitov, 2015 .

Spectral asymptotics of a linearized problem for an incompressible weakly conducting polymeric fluid

A. Blokhin, D. Tkachev, A. Yegitov, 2018 .

Analogue of the Poiseuille flow for incompressible polymeric fluid with volume charge. Asymptotics of the linearized problem spectrum

A. Blokhin, D. Tkachev, 2017 .

Feasibility analysis of neutral stability for shock waves in a nonideal gas flow about a wedge

A. Blokhin, D. Tkachev, 2015 .

Two‐phase states of the generalized van der Waals gas: Conditions of absolute and neutral shock wave stability

A. Blokhin, D. Tkachev, Anna S. Rudometova, 2022, ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik.

Local well-posedness in the problem of ow about in nite plane wedge with inviscous non-heat-conducting gas

A. Blokhin, D. Tkachev, 2017, 2017 Days on Diffraction (DD).

Stability of a supersonic flow past a wedge with adjoint weak neutrally stable shock wave

A. Blokhin, D. Tkachev, 2017 .

Stability condition for strong shocks in flows over an infinite planar wedge satisfying the Lopatinski condition

A. Blokhin, D. Tkachev, 2015 .

Stability of a supersonic flow over a wedge containing a weak shock wave satisfying the Lopatinski condition

A. Blokhin, D. Tkachev, 2014 .

Stability of a supersonic flow about a wedge with weak shock wave

A. Blokhin, D. Tkachev, 2009 .

Stability condition for strong shock waves in the problem of flow around an infinite plane wedge

A. Blokhin, D. Tkachev, Y. Pashinin, 2008 .

The problem of flow about infinite plane wedge with inviscous non-heat-conducting gas. Linear stability of a weak shock wave

A. Blokhin, D. Tkachev, 2016, 2016 Days on Diffraction (DD).

The Strong Shock Wave in the Problem on Flow Around Infinite Plane Wedge

A. Blokhin, D. Tkachev, Y. Pashinin, 2008 .

Stability of a supersonic flow past a wedge with adjoint weak neutrally stable shock wave

A. M. Blokhin, D. Tkachev, 2017, Siberian Advances in Mathematics.

Courant-Friedrichs' Hypothesis and Stability of the Weak Shock Wave Satisfying the Lopatinski Condition

A. Blokhin, D. Tkachev, 2013 .

Justification of the Courant-Friedrich's hypothesis in the case of a weak shock. Part I. Presentation of solution to linear problem

A. Blokhin, D. Tkachev, 2009 .

Linear stability of a weak shock wave appearing in flow over an infinite plane wedge (Lopatinski condition is fulfilled on the shock)

A. Blokhin, D. Tkachev, 2016 .

A mixed problem for the wave equation in coordinate domains. I. mixed problem for the wave equation in a quadrant

A. Blokhin, D. Tkachev, 1996 .

Regularity of the solution and well-posedness of a mixed problem for an elliptic system with quadratic nonlinearity in gradients

A. Blokhin, D. Tkachev, 2012 .

The Spectrum and Lyapunov Linear Instability of the Stationary State for Polymer Fluid Flows:The Vinogradov–Pokrovskii Model

D. Tkachev, D. L. Tkachev, 2023, Siberian Mathematical Journal.