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Mazhukin, Vladimir I.

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Author ID: mazhukin.vladimir-i Recent zbMATH articles by "Mazhukin, Vladimir I."
Published as: Mazhukin, V. I.; Mazhukin, Vladimir I.; Mazhukin, V.

Publications by Year

Citations contained in zbMATH Open

22 Publications have been cited 35 times in 29 Documents Cited by Year
Mathematical modeling in the technology of laser treatments of materials. Zbl 0805.35165
Mazhukin, Vladimir I.; Samarskii, Alexander A.
5
1994
Monotone difference schemes for equations with mixed derivatives. Zbl 1055.65115
Samarskii, A. A.; Matus, P. P.; Mazhukin, V. I.; Mozolevski, I. E.
4
2002
Monotone difference schemes for equations with mixed derivatives. Zbl 1012.65103
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Shishkin, G. I.
3
2001
Method of dynamical adaption for evolution-type problems with high gradients. Zbl 1075.76610
Mazhukin, V. I.; Samarskii, A. A.; Kastelianos, Orlando; Shapranov, A. V.
2
1993
An approach to adaptive grid construction for non-stationary problems. Zbl 0671.65076
Dar’in, N. A.; Mazhukin, V. I.
2
1988
Difference schemes on irregular grids for equations of mathematical physics with variable coefficients. Zbl 1022.65092
Mazhukin, V. I.; Malaphei, D. A.; Matus, P. P.; Samarskij, A. A.
2
2001
Modeling of shock waves interaction on dynamically adapting grids. Zbl 1140.76446
Breslavskiy, P. V.; Mazhukin, V. I.
2
2007
Invariant difference schemes for parabolic equations with transformations of independent variables. Zbl 0936.65101
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Rychagov, V. G.; Smurov, I.
1
1999
Accuracy enhancement in difference schemes on spatially nonuniform grids. Zbl 0961.65074
Samarskij, A. A.; Mazhukin, V. I.; Malafej, D. A.; Matus, P. P.
1
1999
\(L_2\)-conservative schemes for the Korteweg-de Vries equation. Zbl 0961.65080
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Mikhajlik, I. A.
1
1997
Stability of finite difference schemes on non-uniform spatial-time-grids. Zbl 0978.65085
Matus, Piotr P.; Mazhukin, Vladimir I.; Mozolevsky, Igor E.
1
2001
On the gas-dynamical boundary conditions on an evaporation front. Zbl 1002.76588
Mazhukin, V. I.; Prudkovskij, P. A.; Samokhin, A. A.
1
1993
Finite-difference schemes for the Korteweg-de Vries equation. Zbl 1009.65058
Mazhukin, V. I.; Matus, P. P.; Mikhailyuk, I. A.
1
2000
A finite-difference method for solving the equations of gas dynamics using adaptive nets which are dynamically associated with the solution. Zbl 0850.76437
Dar’in, N. A.; Mazhukin, V. I.; Samarskij, A. A.
1
1988
Analytical approximation of the Fermi-Dirac integrals of half-integer and integer orders. Zbl 1374.81065
Koroleva, O. N.; Mazhukin, A. V.; Mazhukin, V. I.; Breslavskiy, P. V.
1
2016
Kinetic melting and crystallization stages of strongly superheated and supercooled metals. Zbl 1374.80002
Mazhukin, V. I.; Shapranov, A. V.; Perezhigin, V. E.; Koroleva, O. N.; Mazhukin, A. V.
1
2016
Mathematical formulation of a kinetic version of Stefan problem for heterogeneous melting/crystallization of metals. Zbl 1474.80008
Mazhukin, V. I.; Shapranov, A. V.; Mazhukin, A. V.; Koroleva, O. N.
1
2016
A finite-difference method for solving the equations of gas dynamics using adaptive grids which are dynamically connected with the solution. Zbl 0683.76056
Dar’in, N. A.; Mazhukin, V. I.; Samarskij, A. A.
1
1988
Simulation of integrating discontinious solutions on dynamically adaptive grids. Zbl 1247.76054
Breslavsky, P. V.; Mazhukin, V. I.
1
2007
Molecular-dynamic modeling of thermophysical properties of the phonon subsystem of copper in wide temperature range. Zbl 07388439
Demin, M. M.; Koroleva, O. N.; Aleksashkina, A. A.; Mazhukin, V. I.
1
2020
Atomistic modeling of crystal-melt interface mobility of fcc (Al, Cu) and bcc (Fe) metals in strong superheating/undercooling states. Zbl 07388449
Mazhukin, V. I.; Shapranov, A. V.; Koroleva, O. N.
1
2020
Determination of thermal properties of gold in the region of melting-crystallization phase transition. Molecular dynamic approach. Zbl 07461148
Mazhukin, V. I.; Koroleva, O. N.; Shapranov, A. V.; Demin, M. M.; Aleksashkina, A. A.
1
2022
Determination of thermal properties of gold in the region of melting-crystallization phase transition. Molecular dynamic approach. Zbl 07461148
Mazhukin, V. I.; Koroleva, O. N.; Shapranov, A. V.; Demin, M. M.; Aleksashkina, A. A.
1
2022
Molecular-dynamic modeling of thermophysical properties of the phonon subsystem of copper in wide temperature range. Zbl 07388439
Demin, M. M.; Koroleva, O. N.; Aleksashkina, A. A.; Mazhukin, V. I.
1
2020
Atomistic modeling of crystal-melt interface mobility of fcc (Al, Cu) and bcc (Fe) metals in strong superheating/undercooling states. Zbl 07388449
Mazhukin, V. I.; Shapranov, A. V.; Koroleva, O. N.
1
2020
Analytical approximation of the Fermi-Dirac integrals of half-integer and integer orders. Zbl 1374.81065
Koroleva, O. N.; Mazhukin, A. V.; Mazhukin, V. I.; Breslavskiy, P. V.
1
2016
Kinetic melting and crystallization stages of strongly superheated and supercooled metals. Zbl 1374.80002
Mazhukin, V. I.; Shapranov, A. V.; Perezhigin, V. E.; Koroleva, O. N.; Mazhukin, A. V.
1
2016
Mathematical formulation of a kinetic version of Stefan problem for heterogeneous melting/crystallization of metals. Zbl 1474.80008
Mazhukin, V. I.; Shapranov, A. V.; Mazhukin, A. V.; Koroleva, O. N.
1
2016
Modeling of shock waves interaction on dynamically adapting grids. Zbl 1140.76446
Breslavskiy, P. V.; Mazhukin, V. I.
2
2007
Simulation of integrating discontinious solutions on dynamically adaptive grids. Zbl 1247.76054
Breslavsky, P. V.; Mazhukin, V. I.
1
2007
Monotone difference schemes for equations with mixed derivatives. Zbl 1055.65115
Samarskii, A. A.; Matus, P. P.; Mazhukin, V. I.; Mozolevski, I. E.
4
2002
Monotone difference schemes for equations with mixed derivatives. Zbl 1012.65103
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Shishkin, G. I.
3
2001
Difference schemes on irregular grids for equations of mathematical physics with variable coefficients. Zbl 1022.65092
Mazhukin, V. I.; Malaphei, D. A.; Matus, P. P.; Samarskij, A. A.
2
2001
Stability of finite difference schemes on non-uniform spatial-time-grids. Zbl 0978.65085
Matus, Piotr P.; Mazhukin, Vladimir I.; Mozolevsky, Igor E.
1
2001
Finite-difference schemes for the Korteweg-de Vries equation. Zbl 1009.65058
Mazhukin, V. I.; Matus, P. P.; Mikhailyuk, I. A.
1
2000
Invariant difference schemes for parabolic equations with transformations of independent variables. Zbl 0936.65101
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Rychagov, V. G.; Smurov, I.
1
1999
Accuracy enhancement in difference schemes on spatially nonuniform grids. Zbl 0961.65074
Samarskij, A. A.; Mazhukin, V. I.; Malafej, D. A.; Matus, P. P.
1
1999
\(L_2\)-conservative schemes for the Korteweg-de Vries equation. Zbl 0961.65080
Samarskij, A. A.; Mazhukin, V. I.; Matus, P. P.; Mikhajlik, I. A.
1
1997
Mathematical modeling in the technology of laser treatments of materials. Zbl 0805.35165
Mazhukin, Vladimir I.; Samarskii, Alexander A.
5
1994
Method of dynamical adaption for evolution-type problems with high gradients. Zbl 1075.76610
Mazhukin, V. I.; Samarskii, A. A.; Kastelianos, Orlando; Shapranov, A. V.
2
1993
On the gas-dynamical boundary conditions on an evaporation front. Zbl 1002.76588
Mazhukin, V. I.; Prudkovskij, P. A.; Samokhin, A. A.
1
1993
An approach to adaptive grid construction for non-stationary problems. Zbl 0671.65076
Dar’in, N. A.; Mazhukin, V. I.
2
1988
A finite-difference method for solving the equations of gas dynamics using adaptive nets which are dynamically associated with the solution. Zbl 0850.76437
Dar’in, N. A.; Mazhukin, V. I.; Samarskij, A. A.
1
1988
A finite-difference method for solving the equations of gas dynamics using adaptive grids which are dynamically connected with the solution. Zbl 0683.76056
Dar’in, N. A.; Mazhukin, V. I.; Samarskij, A. A.
1
1988

Citations by Year