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- Publications
- Influence
On difference schemes with artificial dispersion
The interior dissipative and dispersion properties of difference schemes for non-linear hyperbolic equations are studied by analyzing the differential approximation. The examples of the quasilinear… Expand
Two-layer completely conservative difference schemes for the equations of gas dynamics in Euler variables
- A. V. Koldoba, Yu.A. Poveshchenko, Y. Popov
- Mathematics
- 1 October 1988
Abstract A family of two-layer completely conservative difference schemes is constructed for the spatially one-dimensional equations of gas dynamics. It is possible to obtain complete… Expand
Numerical investigation of liquid electrophoresis without support media
- O. Mazhorova, Y. Popov, V. I. Pokhilko, A. I. Feonychev
- Materials Science
- 1 May 1988
COMPLETELY CONSERVATIVE DIFFERENCE SCHEMES FOR MAGNETOHYDRODYNAMIC EQUATIONS
- Y. Popov, A. A. Samarskii
- Mathematics
- 1970
A class of schemes called completely conservative, which are free from this defect, exist. These schemes satisfy not only the difference analogs of the fundamental laws of the conservation of mass,… Expand
Methods for the numerical solution of the Navier-Stokes equations
- O. Mazhorova, Y. Popov
- Mathematics
- 1980