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Abstracts - KTH Mechanics

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174<br />

BUBBLE DYNAMICS IN A CYLINDRICAL LAMINAR COUETTE<br />

FLOW<br />

Y. Juaneda, C. Colin a<br />

Some results concerning bubble dynamics and migration at low and moderate<br />

bubble Reynolds numbers ReB in a laminar shear flow are presented. Experiments are<br />

performed in normal gravity in laboratory and also in microgravity conditions in<br />

parabolic flights. An experimental device is especially designed to create a shear flow<br />

between two rotating horizontal cylinders of 12 cm and 20 cm diameter. Isolated<br />

bubbles of a few millimeters diameter are injected in the gap between the two<br />

cylinders. In normal gravity, the bubbles may have a stable equilibrium position, which<br />

is used to determine the drag and lift coefficients from a force balance on the bubble.<br />

The effect of bubble deformation and wall vicinity is highlighted. For spherical<br />

bubbles far from the wall, the experimental results (Figure 1) are in agreement with<br />

those of the litterature 1. Near the wall of one cylinder, the lift coefficient drops. The<br />

experimental results are compared to the theoretical study of Magnaudet et al. 2 at low<br />

ReB. For the drag coefficient a good agreement is found between theory and<br />

measurements even for ReB values greater than 1. For the lift coefficients some<br />

discrepancies are oberved close to the wall with the theoretical results at low ReB.<br />

The bubble migration is also investigated. Experiments performed in normal and<br />

microgravity conditions with bubbles of different sizes cover a wide range of bubble<br />

Reynolds numbers ReB from 0.001 to 10. The migration of the bubbles at low ReB has<br />

been theoretically studied in a previous paper 3 and the experimental results are<br />

compared to this study.<br />

Figure 1: Drag coefficients (left) and Lift coefficients (right).<br />

a Institut de Mécanique des Fluides de Toulouse, France<br />

1 Legendre, D., Magnaudet, J., J. Fluid Mech. 368, 81 (1998).<br />

2 Magnaudet et al., J. Fluid Mech., 476, 115 (2003)<br />

3 Juaneda, Y., Colin, C., Mécanique et Industries, 5, 565 (2004).

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