2016
DOI: 10.1134/s2070048216030054
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Numerical simulation of the transonic turbulent flow around a wedge-shaped body with a backward-facing step

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Cited by 7 publications
(1 citation statement)
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“…2), Reynolds number Re = 20000, a grid with 103 million nodes [18], DNS of a flow in a square pipe, Re τ = 1200, grid up to 170 million nodes [19], DNS of a flow about a cylinder with a square cross section, Re = 22000, grid of 300 million nodes (Fig. 7); simulation of compressible turbulent flows on unstructured grids-a flow around a tandem of square cylinders, Re = 182000, grids up to 72 million tetrahedrons, a flow around a gap between infinite plates, Re = 40000 [20], and a flow around a wedge-shaped body with a reverse shoulder, Re = 7.2 million, grids up to 149 million tetrahedrons [21]. …”
Section: Hybrid Computation On Massively Parallel Acceleratorsmentioning
confidence: 99%
“…2), Reynolds number Re = 20000, a grid with 103 million nodes [18], DNS of a flow in a square pipe, Re τ = 1200, grid up to 170 million nodes [19], DNS of a flow about a cylinder with a square cross section, Re = 22000, grid of 300 million nodes (Fig. 7); simulation of compressible turbulent flows on unstructured grids-a flow around a tandem of square cylinders, Re = 182000, grids up to 72 million tetrahedrons, a flow around a gap between infinite plates, Re = 40000 [20], and a flow around a wedge-shaped body with a reverse shoulder, Re = 7.2 million, grids up to 149 million tetrahedrons [21]. …”
Section: Hybrid Computation On Massively Parallel Acceleratorsmentioning
confidence: 99%