The dynamics of vortex rings generated within confined domains are relevant to important hydrodynamic processes such as flow past heart valves or severe arterial constrictions. However, despite their importance, these flows have not received much attention to date. This study examines the development and evolution of radially confined vortex rings. Time-resolved digital particle image velocimetry was used to investigate two levels of radial confinement and a range of vortex ring strengths. We found that for severely confined vortex rings, the formation time and peak circulation values were unaffected for L/D (0) < 4 cases and slightly affected for larger L/D (0) cases. After pinch-off, circulation decay was observed with an approximately constant normalized circulation decay rate. We found that with increasing circulation strength, the nondimensional time delay between the pinch-off and the onset of circulation decay reduced due to an increased vortex ring diameter within the confinement domain and a reduction in the necessary time for the surface induced and core vorticity regions to interact. This study uncovers the dynamics of radially confined vortex rings and show that the nondimensional rate of circulation decay is dependent on the vortex ring confinement ratio (ratio of the vortex ring orifice diameter to the diameter of the outer cylinder), and the time delay between the vortex pinch-off and the onset of circulation is dependent on the vortex ring circulation strength.
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Univ Rouen, Lab Math Raphael Salem, F-76801 St Etienne, FranceUniv Rouen, Lab Math Raphael Salem, F-76801 St Etienne, France
Danaila, Ionut
Kaplanski, Felix
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Tallinn Univ Technol, Lab Multiphase Media Phys, EE-12618 Tallinn, EstoniaUniv Rouen, Lab Math Raphael Salem, F-76801 St Etienne, France
Kaplanski, Felix
Sazhin, Sergei
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Univ Brighton, Sch Comp Engn & Math, Sir Harry Ricardo Labs, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen, Lab Math Raphael Salem, F-76801 St Etienne, France
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Univ Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, FranceUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, France
Danaila, I
Luddens, F.
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Univ Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, FranceUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, France
Luddens, F.
Kaplanski, F.
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Univ Brighton, Adv Engn Ctr, Sir Harry Ricardo Labs, Sch Comp Engn & Math, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, France
Kaplanski, F.
Papoutsakis, A.
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Univ Brighton, Adv Engn Ctr, Sir Harry Ricardo Labs, Sch Comp Engn & Math, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, France
Papoutsakis, A.
Sazhin, S. S.
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Univ Brighton, Adv Engn Ctr, Sir Harry Ricardo Labs, Sch Comp Engn & Math, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne Du Rouvray, France
机构:
Univ Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne, FranceUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne, France
Danaila, Ionut
Kaplanski, Felix
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Tallinn Univ Technol, Ehitajate Tee 5, EE-12616 Tallinn, Estonia
Univ Brighton, Sch Comp Engn & Math, Adv Engn Ctr, Sir Harry Ricardo Labs, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne, France
Kaplanski, Felix
Sazhin, Sergei S.
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h-index: 0
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Univ Brighton, Sch Comp Engn & Math, Adv Engn Ctr, Sir Harry Ricardo Labs, Brighton BN2 4GJ, E Sussex, EnglandUniv Rouen Normandie, Lab Math Raphael Salem, F-76801 St Etienne, France