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A family of finite-difference schemes for one-dimensional magnetic gas dynamics equations (viscous barotropic case)
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A. A. AMOSOV
Published/Copyright:
November 19, 2009
Published Online: 2009-11-19
Published in Print: 1988
Walter de Gruyter
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- A family of finite-difference schemes for one-dimensional magnetic gas dynamics equations (viscous barotropic case)
- Analysis of numerical techniques of the direct simulation Monte Carlo method in the rarefied gas dynamics
- Spectral problems for matrix pencils. Methods and algorithms. II.
- Domain decomposition method to realize an implicit difference scheme for the one-phase Stefan problem
- Quasi-polynomial finite elements in elliptic problems with small parameters
Articles in the same Issue
- A family of finite-difference schemes for one-dimensional magnetic gas dynamics equations (viscous barotropic case)
- Analysis of numerical techniques of the direct simulation Monte Carlo method in the rarefied gas dynamics
- Spectral problems for matrix pencils. Methods and algorithms. II.
- Domain decomposition method to realize an implicit difference scheme for the one-phase Stefan problem
- Quasi-polynomial finite elements in elliptic problems with small parameters
