2014
DOI: 10.1016/j.jfluidstructs.2013.11.009
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Steady forces on a cylinder with oblique vortex shedding

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Cited by 12 publications
(11 citation statements)
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“…The significant reduction in the unsteadiness in the aerodynamic coefficients when the vortex shedding is oblique is very noticeable in the figure. This was explored in detail by Mittal and Sidharth (2014). Similar observations, via experiments, were also made by Williamson (1989).…”
Section: Problem Set-up and Computational Methodssupporting
confidence: 57%
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“…The significant reduction in the unsteadiness in the aerodynamic coefficients when the vortex shedding is oblique is very noticeable in the figure. This was explored in detail by Mittal and Sidharth (2014). Similar observations, via experiments, were also made by Williamson (1989).…”
Section: Problem Set-up and Computational Methodssupporting
confidence: 57%
“…It has been a subject of several earlier studies (for example, Zhao and Cheng, 2014;Sumner et al, 2004). Mittal and Sidharth (2014) investigated the flow past a cylinder at Re ¼ 100. They showed via linear stability analysis that there exist a vast number of unstable eigenmodes for the Re ¼ 100 flow past a cylinder, each corresponding to a certain angle of oblique vortices.…”
mentioning
confidence: 99%
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“…The occurrence of VIV and the possible application of the IP in this case still need to be elucidated. Previous studies concerning rigid cylinders indicate that the fluid loading caused by the slanted vortex formation in the case of oblique shedding would not lead to excitation of the body, owing to the alternating sign of the fluctuating forces along the span [35,42]. For a flexible body at a large inclination angle, the question arises whether such oblique shedding may induce vibrations (i.e.…”
mentioning
confidence: 99%
“…When a fluid flows past a cylinder, two symmetric vortices with opposing rotations are formed that increase with increasing Reynolds number of the fluid. These vortices cause a fluctuation of pressure on either side of the cylinder, resulting in vibrations perpendicular to that of the fluid flow, which grows with the Reynolds number (Mittal and Sidharth 2014). The frequency of these vortex sheddinginduced vibrations is based on the nondimensional Strouhal number, which is defined in eq 2:…”
Section: Introductionmentioning
confidence: 99%