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Numerical Investigations of Flow Past a Partially Rotating Stepped Cylinder

Numerical Investigations of Flow Past a Partially Rotating Stepped Cylinder
Author: Ryan J. Ferris
Publisher:
Total Pages: 79
Release: 2014
Genre: Cylinders
ISBN: 9781321400540

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Abstract: Numerical investigations of flow past a partially rotating, circular cross-section, stepped cylinder in uniform flow at varying velocity ratios, diameter ratios and Reynolds Numbers are performed. The resulting flow fields are analyzed visually for the effect of rotation on the wake and numerically for the effect on lift/drag forces as well as vortex shedding rates. Simulations are run where either the large or small-diameter cylinder was rotating while the other cylinder was held stationary. Simulations were performed with end plates to minimize end effects. Results show with increasing the velocity ratio when the large cylinder rotates, vortex shedding is suppressed across the entire wake span. Comparatively, an increase in velocity ratio for the small-diameter cylinder during rotation results in increased wake activity and a larger drag force.


Experimental and Numerical Investigations of the Flow Development Over Circular Cylinders with Stepwise Discontinuities in Diameter

Experimental and Numerical Investigations of the Flow Development Over Circular Cylinders with Stepwise Discontinuities in Diameter
Author: Christopher R. Morton
Publisher:
Total Pages:
Release: 2010
Genre:
ISBN:

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Flow past circular cylinders with stepwise discontinuities in diameter was investigated experimentally and numerically for the diameter ratio D/d = 2 and three Reynolds numbers, Re = 150, 300, and 1050. The investigation was focused on the vortex shedding phenomena occurring in the wake of the cylinders. In the first series of experimental and numerical studies, the flow development past a single step cylinder was investigated. The single step cylinder model is comprised of a small diameter cylinder (d) attached coaxially to a large diameter cylinder (D). The results show that three distinct spanwise vortex cells form in the step cylinder wake: a single vortex shedding cell in the wake of the small cylinder (the S-cell) and two vortex shedding cells in the wake of the large cylinder, one in the region downstream of the step (the N-cell) and the other away from the step (the L-cell). Due to the differences in vortex shedding frequencies between the three cells, complex vortex connections occur in two vortex-interaction regions located between the adjacent cells. The region at the boundary between the S-cell and the N-cell is relatively narrow and its spanwise extent does not fluctuate significantly. In this region, vortex dislocations manifested as half-loop connections between two S-cell vortices of opposite sign. In contrast, the region at the boundary between the N-cell and the L-cell exhibits a transient behavior, with large scale vortex dislocations causing cyclic variation in the extent of N-cell vortices. For Re = 300 and 1050, small scale streamwise vortices forming in the wake complicate the vortex dynamics within the adjacent S-cell and L-cell. There is no significant Reynolds number effect on the average spanwise extent of the vortex cells and the two transition regions between neighboring cells. Finally, formation of N-cell vortices is linked to downwash fluctuations near the step. The flow development past a dual step cylinder was studied experimentally for Re = 1050. The dual step cylinder model is comprised of a small diameter cylinder (d) and a large diameter cylinder (D) mounted at the mid-span of the small cylinder. The experiments were completed for a range of large cylinder aspect ratios 0.2 ≤ L/D ≤ 17. The flow development is highly dependent on the aspect ratio of the large cylinder, L/D. The results identify four distinct flow regimes: (i) for L/D = 17, three vortex shedding cells form in the wake of the large cylinder, one central cell and two cells of lower frequency extending over about 4.5D from the large cylinder ends, (ii) for 7


Experimental and Numerical Investigations of the Flow Development Over Cylinders with Stepwise Discontinuities in Diameter

Experimental and Numerical Investigations of the Flow Development Over Cylinders with Stepwise Discontinuities in Diameter
Author: Christopher R. Morton
Publisher:
Total Pages: 123
Release: 2010
Genre:
ISBN:

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Flow past circular cylinders with stepwise discontinuities in diameter was investigated experimentally and numerically for the diameter ratio D/d = 2 and three Reynolds numbers, Re = 150, 300, and 1050. The investigation was focused on the vortex shedding phenomena occurring in the wake of the cylinders. In the first series of experimental and numerical studies, the flow development past a single step cylinder was investigated. The single step cylinder model is comprised of a small diameter cylinder (d) attached coaxially to a large diameter cylinder (D). The results show that three distinct spanwise vortex cells form in the step cylinder wake: a single vortex shedding cell in the wake of the small cylinder (the S-cell) and two vortex shedding cells in the wake of the large cylinder, one in the region downstream of the step (the N-cell) and the other away from the step (the L-cell). Due to the differences in vortex shedding frequencies between the three cells, complex vortex connections occur in two vortex-interaction regions located between the adjacent cells. The region at the boundary between the S-cell and the N-cell is relatively narrow and its spanwise extent does not fluctuate significantly. In this region, vortex dislocations manifested as half-loop connections between two S-cell vortices of opposite sign. In contrast, the region at the boundary between the N-cell and the L-cell exhibits a transient behavior, with large scale vortex dislocations causing cyclic variation in the extent of N-cell vortices. For Re = 300 and 1050, small scale streamwise vortices forming in the wake complicate the vortex dynamics within the adjacent S-cell and L-cell. There is no significant Reynolds number effect on the average spanwise extent of the vortex cells and the two transition regions between neighboring cells. Finally, formation of N-cell vortices is linked to downwash fluctuations near the step. The flow development past a dual step cylinder was studied experimentally for Re = 1050. The dual step cylinder model is comprised of a small diameter cylinder (d) and a large diameter cylinder (D) mounted at the mid-span of the small cylinder. The experiments were completed for a range of large cylinder aspect ratios 0.2 [les] L/D [les] 17. The flow development is highly dependent on the aspect ratio of the large cylinder, L/D. The results identify four distinct flow regimes: (i) for L/D = 17, three vortex shedding cells form in the wake of the large cylinder, one central cell and two cells of lower frequency extending over about 4.5D from the large cylinder ends, (ii) for 7


Applied Mechanics Reviews

Applied Mechanics Reviews
Author:
Publisher:
Total Pages: 1006
Release: 1960
Genre: Mechanics, Applied
ISBN:

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The Flow Over a Rotating Cylinder

The Flow Over a Rotating Cylinder
Author: Carlos Villeda
Publisher:
Total Pages: 104
Release: 2017
Genre:
ISBN:

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"The flow over a cylinder is an important area of research due to its application of the lift and drag coefficients to the design of airfoils and buildings. In early studies of the lift coefficient, there was debate whether or not it has a limiting value of 4[pi]. Numerical and experimental studies have shown it is possible to exceed this limit. This work analyzes the lift and drag coefficients by constructing a piecewise function of the flow. The flow field is composed of two regions. The first region is the boundary layer flow near the surface of the cylinder in which a fourth order series approximation to the steady state boundary layer equations is found under the assumption that flow separation is suppressed; and second is assumed to be the potential flow around the cylinder. The function was made to ensure that the velocities were continuous at the boundary. The lift and drag coefficients are calculated by integrating the surface pressure found by Bernoulli’s equations. This model shows that the net drag on the cylinder is zero known as D’Alembert’s paradox. The lift coefficient is found to be dependent on the rotation, Reynold’s number, and the boundary layer thickness. Letting the boundary layer thickness be a certain function of the Reynold’s number, the lift becomes independent of the boundary layer thickness and Reynold’s number. This modified lift coefficient is in agreement with the literature when rotation is high. Lifting the dependence of the Reynold’s number on the boundary layer thickness, the results show that there is an inverse relationship between then boundary layer thickness and the Reynold’s number but a direct relationship to the rotation."--