13th Computational Fluid Dynamics Conference 1997
DOI: 10.2514/6.1997-2101
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A preconditioned dual-time, diagonalized ADI scheme for unsteady computations

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Cited by 42 publications
(21 citation statements)
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“…Many of the low Mach number preconditioning methods have been summarized by Turkel [73][74][75]. The present work implements a preconditioned dual-time scheme in the diagonalized approximate factorization framework, described by Buelow et al [76] and Pandya et al [77]. The preconditioning is based on the one developed by Turkel [73].…”
Section: Low Mach Preconditioningmentioning
confidence: 99%
“…Many of the low Mach number preconditioning methods have been summarized by Turkel [73][74][75]. The present work implements a preconditioned dual-time scheme in the diagonalized approximate factorization framework, described by Buelow et al [76] and Pandya et al [77]. The preconditioning is based on the one developed by Turkel [73].…”
Section: Low Mach Preconditioningmentioning
confidence: 99%
“…The simplifications that can be introduced in the explicit stage linearization are likely to induce a loss of intrinsic efficiency which will have to be balanced through a lower unit cost, so as to preserve the global efficiency. Following this line of idea, Pulliam and Chaussee proposed in 1981 a diagonalized implicit treatment applied to alternate direction factorization method [3], which was next extended to the case of preconditioned schemes within a dual-time framework and successfully applied to the computation of unsteady low-Mach number flows on structured grids [4][5][6][7].…”
Section: Introductionmentioning
confidence: 99%
“…At low Mach numbers, 3 AIAA-99-0084 the jet will be compressed by the inlet air. This will decrease the cross-sectional area of the jet streamtube and cause some of the inlet air to flow around the splitter plate and not enter the combustor.…”
Section: Aiaa-99-0084mentioning
confidence: 99%