2003
DOI: 10.1016/s0142-727x(02)00208-4
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Three-dimensional study of flow past a square cylinder at low Reynolds numbers

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Cited by 230 publications
(114 citation statements)
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“…The computer simulations at Re = 200 reported by Sohankar et al [7] showed that St increased gradually from ca 0. as shown by Sohankar et al [8], Saha et al [9], and Luo et al [10]. Such transitions have been extensively explored in wakes of circular cylinders; see e.g.…”
Section: E-mail Address: Hatefkhaledi@ntnuno (Ha Khaledi)mentioning
confidence: 88%
“…The computer simulations at Re = 200 reported by Sohankar et al [7] showed that St increased gradually from ca 0. as shown by Sohankar et al [8], Saha et al [9], and Luo et al [10]. Such transitions have been extensively explored in wakes of circular cylinders; see e.g.…”
Section: E-mail Address: Hatefkhaledi@ntnuno (Ha Khaledi)mentioning
confidence: 88%
“…3 and 4, respectively. Some numerical results of Davis and Moore [24], Franke et al [25], Sohankar et al [26], Robichuax et al [27] and Saha et al [28] are also plotted in the figure for comparison. It is seen that the present calculation for the mean drag coefficient at Re = 250 is very close to the experimental data of Shimizu and Tanida [22].…”
Section: Computer Code Validationmentioning
confidence: 99%
“…This assumption is valid by the fact that the Reynolds number of the current study is lower than the critical Reynolds number for the onset of three-dimensional instability, which is Re = 161 according to the Floquet stability analysis of Robichaux et al [13]. Numerical investigations of Saha et al [14], Blackburn and Lopez [15] and experimental investigations of Luo et al [16,17] also confirmed that the flow over a bluff body became three-dimensional when the Reynolds number was Re > 160 . Additionally, Sohankar et al [18] also agreed that there was no difference between two-and three-dimensional simulations of flow around a single square cylinder at Re = 150 .…”
Section: Flow Simulationsmentioning
confidence: 62%