作者: TIMOTHY BARTH , PAUL FREDERICKSON
DOI: 10.2514/6.1990-13
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摘要: High order accurate finite-volume schemes for solving the Euler equations of gasdynamics are developed. Central to development these methods construction a k-exact reconstruction operator given cell-averaged quantities and use high flux quadrature formulas. General polygonal control volumes (with curved boundary edges) considered. The formulations presented make no explicit assumption as complexity or convexity volumes. Numerical examples Ringleb flow validate methodology.