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This paper discusses efficient solutions for the Euler and Navier-Stokes equations applied to external flows, utilizing finite difference and finite volume formulations. It introduces a biased-flux method for solving these equations in various flow regimes, including subsonic, transonic, and supersonic, while addressing challenges like odd-and-even-point decoupling in numerical methods. The research emphasizes the importance of computational efficiency and accuracy, particularly for low Reynolds number flow

Author

Simedru Adrian Ion

Language

EN