![](data:image/png;base64,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)
confined case (which can be taken as the W=21 cm case
[11]) occurs for smaller bubble sizes in the case of the mean
rise velocity as compared with the mean aspect ratio of the
bubble. This can be particularly noticed in the W=7 cm
case, for which the departure from the mean rise velocity of
unconfined occurs already at d≈0.7 cm, while for bubbles
of that size the value of χis the same in that confinement as
compared with the unconfined case. More generally, if one
defines dcV (W)(resp. dcχ(W)) as the diameter for which the
effect of the confinement begins to be noticed in Vb(resp.
χ) for a given W, then dcV (W)<dcχ(W).
For sufficiently confined bubbles, there is a small size
range for which the bubble rises with shape oscillations but
with a vertical center of mass trajectory. This regime is not
observed in the unconfined case because the trajectory of
the bubble eventually becomes unstable and begins to show
oscillations, which may or may not be regular. The lateral
confinement thus provides a stabilizing effect to the move-
ment of the bubble in this scenario.
For bubbles with both path and shape oscillations the fun-
damental frequency fis that corresponding to the path osci-
llations. This frequency, fis related with the frequency fχ,
corresponding to shape oscillations, being f=fχ/2 (Fig.
3). This indicates that the bubble aspect ratio has two os-
cillations at every period of path oscillation, which in turn
reflects the symmetry of the path. In contrast, in the case of
bubbles that only have shape oscillations the only frequency
will be fχ. We present, then, in Fig. 7the frequency values
corresponding to the shape oscillations, for all the bubbles
studied in this work.
FIG. 7: Frequency fχas a function of d. The symbol convention is
the same as in Fig. 5.
For each W, the values of fχfor bubbles in the regime of
only shape oscillations are close to those of the biggest bub-
bles showing path oscillations. This means that, even if the
characteristics of the rise regime are completely different,
the frequency of the shape oscillations does not change bet-
ween the two regimes.
Moreover, the frequency of oscillation does not depend
on the cell width (except for the most confined cases, ξ<
0.6, for which a “bouncing” effect appears [11]). The same
can be said for the amplitude of oscillation of the vertical
component of the velocity (Fig. 8). This means that the cha-
racteristic velocity scale that controls those parameters is
the relative velocity between the bubble and the fluid and
not the bubble mean rise velocity [11].
FIG. 8: Amplitude of oscillation of the vertical component of the
velocity, Vy, as a function of d. The symbol convention is the same
as in Fig. 5.
It is interesting to point out some similarities between the
laterally confined cases and the problem of a bubble rising
in a thin-gap cell that is laterally unbounded, in the presen-
ce of a moderate counterflow. In that problem, it was found
[14] that the bubble velocity slows down in the presence
of a counterflow of mean velocity Uc f , its final rise velo-
city being Vb−Uc f (where Uc f was always smaller than Vb).
This means that the mean relative velocity between the bub-
ble and the fluid remains unchanged with respect to the case
of the bubble rising freely (in the absence of counterflow),
as it is the case in the laterally confined cases. Moreover,
the velocity amplitudes and frequency of oscillation also
remain the same regardless of the counterflow, as it is the
case with the lateral confinement. However, some differen-
ces arise, particularly with respect to the bubble shape. The
presence of a counterflow barely modifies the mean aspect
ratio χof the bubble, while it was seen (Fig. 6) that the la-
teral confinement produces a decrease in the value of χfor
a bubble of a given size. A similar behavior can be seen in
the amplitude of the orientation of the bubble (not shown
in this work), which is in fact a magnitude that is strongly
related to χ[11].
IV. CONCLUSIONS
We investigated the oscillatory motion of inertial bubbles
rising in a thin-gap cell with an additional lateral confine-
ment. The influence of the cell width Won the bubble rise
velocity, shape and oscillations was characterized. A mean
relative velocity between the bubble and the fluid was in-
troduced and shown to be independent of W. The analogy
with the results for a counterflow experiment without lateral
confinement was discussed. Finally, for strong enough late-
ral confinements we also showed the existence of a regime
for which the bubble exhibits only shape oscillations.
ACKNOWLEDGMENTS
The authors are grateful to G. Ehses, G. Albert and L.
Mouneix for building the IMFT experimental set-up and
to S. Cazin for his help with the optical technique. This
collaboration was possible thanks to the financial support
from CONICET and Universidad de Buenos Aires, Argenti-
na and from INPT, Toulouse (SMI fundings 2016 and 2018)
and became part of the IRP CNRS-CONICET IVMF in
Pavlov et al. / Anales AFA - XVI Meeting on Recent Advances of Physics of Fluids and its Applications 66-70 69