User Settings
Open AccessPreprint

The effect of buoyancy in controlling vortex breakdown in swirling jets

Jacob Cohen,Dina Mourtazin-2008-03-06-DSpace (Centre National De La Recherche Scientifique)

TL;DRAbstract

In this study we explore the effect of buoyancy in controlling vortex breakdown (VB) in swirling jets. The experimental apparatus consists of a vertical swirling water jet which discharges into a large tank, in which the temperature difference between the jet and its surrounding is controlled. Three non-dimensional parameters govern the flow: the jet exit Reynolds number, the swirl ratio and the Richardson number (buoyancy). Vector maps of the vertical mid-plane and horizontal cross-sections are obtained by PIV measurements. It is demonstrated that VB can be effectively suppressed (enhanced) by prescribing a negative (positive) temperature difference between the jet core and its surrounding fluid. Moreover, the experimental critical swirl ratio for the appearance of VB agrees with a value predicted by simple criterion. Finally, the transition of VB from a closed bubble to an open cone configuration is mapped in terms of the Reynolds and Richardson numbers.

Chat with Paper

AI Agents for this Paper

In this study we explore the effect of buoyancy in controlling vortex breakdown (VB) in swirling jets. The experimental apparatus consists of a vertical swirling water jet which discharges into a large tank, in which the temperature difference between the jet and its surrounding is controlled. Three non-dimensional parameters govern the flow: the jet exit Reynolds number, the swirl ratio and the Richardson number (buoyancy). Vector maps of the vertical mid-plane and horizontal cross-sections are obtained by PIV measurements. It is demonstrated that VB can be effectively suppressed (enhanced) by prescribing a negative (positive) temperature difference between the jet core and its surrounding fluid. Moreover, the experimental critical swirl ratio for the appearance of VB agrees with a value predicted by simple criterion. Finally, the transition of VB from a closed bubble to an open cone configuration is mapped in terms of the Reynolds and Richardson numbers.

Keywords

BuoyancyMechanicsJet (fluid)VortexReynolds numberPhysicsRichardson numberBubble

Chat

Click to start Chat