Geometric interpretation of discretized symmetric-conservative metric for higher-order finite-difference scheme

【Author】

Yoshiaki Abe;Nobuyuki Iizuka;Taku Nonomura;Kozo Fujii;

【Abstract】

<正>The new evaluations of time metrics and Jacobian are introduced for any higher-order finite-difference method employed for the computation of fluid motion around the arbitrary body shape.They are based on two analytical forms:asymmetric- and symmetric- conservative forms whose discretizations preserve the

【Keywords】

Geometric interpretation of discretized symmetric-conservative metric for higher-order finite-difference scheme;

References

To explore the background and basis of the node document

Springer Journals Database

Total: 0 articles

Similar documents

Documents that have the similar content to the node document

More>>