Convergence of a conservative differential-difference scheme of gas dynamics in Eulerian coordinates

Convergence of a conservative differential-difference scheme of gas dynamics in Eulerian coordinates

The convergence of a conservative differential-difference scheme of gas dynamics in Eulerian coordinates is investigated in the isothermal case with allowance for sources and sinks. The analysis is carried out for the Cauchy problem with periodic initial conditions, with reference made to results of...

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Veröffentlicht in:Z̆urnal vyc̆islitelʹnoj matematiki i matematic̆eskoj fiziki 1985-06, Vol.25, p.850-859
Hauptverfasser: MELADZE, G V, POTSKHISHVILI, D V
Format: Artikel
Sprache:rus
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Zusammenfassung:The convergence of a conservative differential-difference scheme of gas dynamics in Eulerian coordinates is investigated in the isothermal case with allowance for sources and sinks. The analysis is carried out for the Cauchy problem with periodic initial conditions, with reference made to results of earlier studies concerned with the convergence of differential-difference and difference schemes for the Korteweg-de Vries equations.
ISSN:0044-4669