1983
DOI: 10.1017/s0022112083000397
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The effects of yaw and finite length upon the vortex wakes of stationary and vibrating circular cylinders

Abstract: The present investigation considers the vortex wakes behind finite-length yawed cylinders that are stationary or vibrating transversly in a uniform flow. In the Reynolds-number range 160–103 a number of three-dimensional and nominally two-dimensional wake flows are observed and attributed to the dominance of end conditions over rather large spans of the cylinder (aspect ratios up to 100).

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Cited by 194 publications
(133 citation statements)
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“…In the absence of vibration, the spanwise vortex rows forming downstream of the cylinder are not parallel to its axis. Such oblique vortex shedding, also observed for fixed rigid cylinders (Ramberg 1983;Thakur et al 2004;Willden & Guerbi 2010), is not captured by the IP. It can be noted that the obliquely shed vortices are not perpendicular to the oncoming flow and the shedding angle remains lower than the inclination angle, as also reported in previous works (e.g.…”
Section: Introductionmentioning
confidence: 88%
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“…In the absence of vibration, the spanwise vortex rows forming downstream of the cylinder are not parallel to its axis. Such oblique vortex shedding, also observed for fixed rigid cylinders (Ramberg 1983;Thakur et al 2004;Willden & Guerbi 2010), is not captured by the IP. It can be noted that the obliquely shed vortices are not perpendicular to the oncoming flow and the shedding angle remains lower than the inclination angle, as also reported in previous works (e.g.…”
Section: Introductionmentioning
confidence: 88%
“…The influence of body inclination on the system behavior was quantified in the above mentioned studies, especially by assessing the validity of the independence principle (IP). The IP, which was also thoroughly analyzed in the case of inclined rigid cylinders, either fixed or forced to oscillate (Van Atta 1968;Ramberg 1983;Thakur et al 2004;Zhao et al 2009;Willden & Guerbi 2010), assumes that the flow dynamics is determined by the component of the oncoming flow perpendicular to the cylinder and that the component aligned with the cylinder axis, the axial component, has a negligble impact. As a result, the IP states that the system behaviors in the inclined and normal configurations should match once the physical quantities (e.g.…”
Section: Introductionmentioning
confidence: 99%
“…Applying the 'cosine law' (Ramberg 1983;Hayashi & Kawamura 1995) or the independence principle to calculate the drag yields…”
Section: Formation Of Water Rivuletsmentioning
confidence: 99%
“…Ramberg (1983), por sua vez, no estudo de cilindros rígidos levantou questões importantíssimas sobre a validade do PI, sendo que notou a grande sensibilidade que o sistema possui de acordo com as condições de contorno nas extremidades. Este fato deve-se à tridimensionalidade intrínseca aos escoamentos ao redor de cilindros inclinados como, por exemplo, o escoamento apresentado na Figura 2.17.…”
Section: A Questão Da Inclinação Em Relação Ao Perfil De Correnteza: unclassified
“…Extraído de Ramberg (1983). (b) Esquematização da esteira obtida por Ramberg para cilindros inclinados de comprimento finito.…”
Section: A Questão Da Inclinação Em Relação Ao Perfil De Correnteza: unclassified