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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 quasilinearExpand
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Two-layer completely conservative difference schemes for the equations of gas dynamics in Euler variables
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 completeExpand
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COMPLETELY CONSERVATIVE DIFFERENCE SCHEMES FOR MAGNETOHYDRODYNAMIC EQUATIONS
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
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