1. Quadrant Analysis of Bubble Induced Velocity Fluctuations in a Transitional Boundary Layer
- Author
-
Yuichi Murai, Fujio Yamamoto, and Jian Huang
- Subjects
Physics ,Plane (geometry) ,Mechanical Engineering ,Quadrant analysis ,Bubble ,Reynolds number ,Mechanics ,Function (mathematics) ,Condensed Matter Physics ,Physics::Fluid Dynamics ,symbols.namesake ,Boundary layer ,Classical mechanics ,Mechanics of Materials ,Drag ,Modeling and Simulation ,symbols ,Porosity - Abstract
Our previous study showed that the frictional drag decreases with increasing void fraction at Re > 1300, while it increases at Re u '– v 'plane). Here, we focus on two specific Reynolds numbers (at Re ≈ 900 and ≈ 1410, which are close to the laminar-to-turbulent transition regime) and discuss bubble effects on sweep ( u ' > 0, v ' u ' v ' > 0) events as a function of the Reynolds number. We also illustrate velocity fluctuations in the vicinity of an individual bubble and a swarm of bubbles on the u '– v ' coordinates. The results show that a bubble swarm suppresses the velocity fluctuations at Re ≈ 1410.
- Published
- 2009
- Full Text
- View/download PDF