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N. Ya. Moiseev - MaRDI portal

N. Ya. Moiseev

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Person:519674

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zbMath Open moiseev.n-yaMaRDI QIDQ519674

List of research outcomes

PublicationDate of PublicationType
Arbitrary-order difference schemes for solving linear advection equations with constant coefficients by the Godunov method with antidiffusion2024-03-07Paper
Discrete-analytical difference scheme for solving the nonstationary particle transport equation by the splitting method2022-08-29Paper
Analytical solutions of model kinetic radiative transfer equations and energy equation2022-06-27Paper
Erratum to: ``Semi-implicit and semidiscrete difference schemes for solving a nonstationary kinetic equation of thermal radiative transfer and energy equation2022-06-27Paper
Semi-implicit and semidiscrete difference schemes for solving a nonstationary kinetic equation of thermal radiative transfer and energy equation2022-04-26Paper
Modified method of splitting with respect to physical processes for solving radiation gas dynamics equations2017-06-27Paper
Modified splitting method for solving the nonstationary kinetic particle transport equation2017-04-05Paper
Solution of the Riemann problem in two- and three-temperature gas dynamics2016-01-06Paper
Explicit-implicit difference scheme for the joint solution of the radiative transfer and energy equations by the splitting method2013-07-17Paper
High-order accurate monotone difference schemes for solving gasdynamic problems by Godunov’s method with antidiffusion2012-07-16Paper
High-order accurate implicit running schemes2012-07-16Paper
Symmetric difference schemes of componentwise splitting and equivalent predictor-corrector scheme based on the Godunov method as applied to multidimensional gasdynamic simulation2011-05-04Paper
High-order accurate difference schemes for solving gasdynamic equations by the Godunov method with antidiffusion2009-12-17Paper
Newton’s method as applied to the Riemann problem for media with general equations of state2008-12-09Paper
https://portal.mardi4nfdi.de/entity/Q44516642004-02-29Paper

Research outcomes over time


Doctoral students

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