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• W3136206874 abstract "Direct numerical simulations are performed to investigate the flow around an inclined thin square plate with a chord length-thickness aspect ratio of L/td = 50. The plate is inclined around its axis of symmetry in two approaches, which are denoted as the IS (lines connecting the midpoints of opposite edges) and IL (diagonal lines) conditions, respectively. The inclination angle (α) is considered between 0° and 60°, where α = 0° refers to the condition that the flow is normal to the plate. The Reynolds number (Re) based on the equivalent diameter (ld = 4L2 cos α/π) is in the range of 50≤Re≤350. In the considered Re-α space, four flow regimes, namely, steady state, periodic state, quasi-periodic state, and chaotic state, are all observed under both the IS and IL conditions. The periodic state with a low frequency modulation is observed under the IS condition but occurs at higher Re beyond the considered range under the IL condition. Overall, the critical Reynolds numbers at different bifurcations under the IS condition are lower than those under the IL condition. Compared to the IS condition, the flow under the IL condition tends to lose symmetry more easily, even for some cases in the periodic state area at α≤15°. Furthermore, a detailed comparison suggests that the critical Reynolds numbers at different bifurcations for the square plate are generally higher than those for the circular disk." @default.
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• W3136206874 date "2021-03-01" @default.
• W3136206874 modified "2023-10-11" @default.
• W3136206874 title "Direct numerical simulations on the flow past a thin square plate" @default.
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• W3136206874 doi "https://doi.org/10.1063/5.0039595" @default.
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