Adaptive High Order Methods in Computational Fluid Dynamics
Efficient relaxation methods for high-order discretization of steady problems
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, Chapter
May, G; Jameson, A
January 1, 2011
We review the current status of solution methods for nonlinear systems arising from high-order discretization of steady compressible flow problems. In this context, many of the difficulties that one faces are similar to, but more pronounced than, those that have always been present in industrial-strength CFD computations. We highlight similarities and differences between the high-order paradigm and the mature solver technology of lower oder discretization methods, such as second order finite volume schemes.
Duke Scholars
Publication Date
January 1, 2011
Start / End Page
363 / 390
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May, G., & Jameson, A. (2011). Efficient relaxation methods for high-order discretization of steady problems. In Adaptive High Order Methods in Computational Fluid Dynamics (pp. 363–390).
May, G., and A. Jameson. “Efficient relaxation methods for high-order discretization of steady problems.” In Adaptive High Order Methods in Computational Fluid Dynamics, 363–90, 2011.
May G, Jameson A. Efficient relaxation methods for high-order discretization of steady problems. In: Adaptive High Order Methods in Computational Fluid Dynamics. 2011. p. 363–90.
May, G., and A. Jameson. “Efficient relaxation methods for high-order discretization of steady problems.” Adaptive High Order Methods in Computational Fluid Dynamics, 2011, pp. 363–90.
May G, Jameson A. Efficient relaxation methods for high-order discretization of steady problems. Adaptive High Order Methods in Computational Fluid Dynamics. 2011. p. 363–390.
Publication Date
January 1, 2011
Start / End Page
363 / 390