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Transport Theory and Statistical Physics Volume 37, 2008 - Issue 2-4
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Original Articles

Comparison of the Efficiency of the Transport Equation Calculation Methods in Characteristics Variables

D. F. Baydin Moscow Institute of Physics and Technology, Dolgoprudny, Russia
,
E. N. Aristova Institute for Mathematical Modelling RAS, Moscow, Russia
&
V. Ya. Gol'din Institute for Mathematical Modelling RAS, Moscow, Russia
Pages 286-306 | Published online: 22 Dec 2008

Citations (7)

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Read on this site (1)

E.N. Aristova. (2008) Simulation of Radiation Transport in a Channel Based on the Quasi-Diffusion Method. Transport Theory and Statistical Physics 37:5-7, pages 483-503.
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Articles from other publishers (6)

E. N. Aristova & G. O. Astafurov. (2017) Second-order short characteristic method for solving the transport equation on a tetrahedron mesh. Mathematical Models and Computer Simulations 9:1, pages 40-47.
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E.N. Aristova & B.V. Rogov. (2015) Bicompact scheme for the multidimensional stationary linear transport equation. Applied Numerical Mathematics 93, pages 3-14.
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William A. Wieselquist, Dmitriy Y. Anistratov & Jim E. Morel. (2014) A cell-local finite difference discretization of the low-order quasidiffusion equations for neutral particle transport on unstructured quadrilateral meshes. Journal of Computational Physics 273, pages 343-357.
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E. N. Aristova & B. V. Rogov. (2013) Boundary conditions implementation in bicompact schemes for the linear transport equation. Mathematical Models and Computer Simulations 5:3, pages 199-207.
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E. N. Aristova & D. F. Baydin. (2012) Efficiency of quasi-diffusion method for calculating critical parameters of a fast reactor. Mathematical Models and Computer Simulations 4:6, pages 568-573.
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Elena Nikolaevna Aristova & Denis Fedorovich Baydin. (2011) Efficient method of the transport equation calculation in 2D cylindrical and 3D hexagonal geometries for quasi-diffusion method. Computer Research and Modeling 3:3, pages 279-286.
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