Understanding the behavior of gas and water vapor flow through the microchannel gas flow passages of a proton-exchange membrane (PEM) fuel cells is critical to reliable fuel cell operation. Recent research efforts have illustrated the importance of capillarity on the behavior of two-phase flow (gas-liquid) in low Bond number systems; that is, systems where capillary forces are important relative to gravitational forces. Such systems include capillary tubes and microchannels as well as the gas flow channels of a PEM fuel cell. The key characteristic scaling factors for two-phase flow in capillaries have been determined. The choice of length scales and velocity scales in dimensionless groups used to characterize two-phase flow is critical to correctly delineating phase distribution. Traditional scaling for these types of flows have considered the interaction between gas and liquid phases to be primarily inertial in nature. The role of liquid film stability where the phase interaction is a combination of viscous and capillary effects is shown to be a more appropriate scaling for low-Bond number, low-Suratman number two-phase flows. Microscopic visualization at high frame rates has been used to identify the flow regime under various gas-liquid mass ratios, channel geometries and surface energies. The observations collected via high speed microscopy and corresponding pressure measurements are reported for square and circular cross-sectional microchannels with contact angles of 20 degrees (hydrophilic) and 70 degrees (hydrophobic). The effect of geometry and contact angle on the phase distribution and the pressure drop are dramatic.

1.
Abbasov
M.
,
Zorin
Z. M.
, and
Churaev
N. V.
.
Displacement of immiscible liquids in fine quartz capillaries. displacement under the influence of a pressure differential
.
Kolloidnyi Zh.
,
51
(
4
):
634
639
,
1989
.
2.
Allen
Jeffrey S.
and
Hallinan
K. P.
.
Liquid blockage of vapor transport lines in low bond number systems due to capillary-driven flows in condensed annular films
.
International Journal of Heat and Mass Transfer
,
44
:
3931
3940
,
2001
.
3.
Jeffrey S. Allen and Sang Young Son. Observation of low bond number two-phase flow regime transition from slug to annular wavy flow in a microchannel, April 24–25 2003.
4.
Jeffrey S. Allen, Sang Young Son, and Kenneth D. Kihm. Characterization and control of two-phase flow in microchannels (pem fuel cell channels and manifolds) research for design annual report. Technical report, National Center for Microgravity Research, November 2003.
5.
A. Arriola, G. P. Willhite, and D.W. Green. Trapping of oil drops in a noncircular pore throat and mobilization upon contact with a surfactant. Society of Petroleum Engineers J., pages 99–114, 1983.
6.
Aul
R. W.
and
Olbricht
W. L.
.
Stability of a thin annular film in pressure-driven, low-reynolds-number flow through a capillary
.
J. Fluid Mechanics
,
215
:
585
599
,
1990
.
7.
Everett
D. H.
and
Haynes
J. M.
.
Model studies of capillary condensation; 1. cylindrical pore model with zero contact angle
.
J. Colloid and Interface Science
,
38
(
1
):
125
137
,
1972
.
8.
Gauglitz
P. A.
and
Radke
C. J.
.
An extended evolution equation for liquid film breakup in cylindrical capillaries
.
Chemical Engineering Science
,
43
(
7
):
1457
1465
,
1988
.
9.
Gauglitz
P. A.
and
Radke
C. J.
.
The dynamics of liquid film breakup in constricted cylindrical capillaries
.
Journal of Colloid and Interface Science
,
134
(
1
):
14
40
,
1990
.
10.
Goren
S. L.
.
The instability of an annular thread of fluid
.
J. Fluid Mechanics
,
12
:
309
319
,
1962
.
11.
Hammond
P. S.
.
Nonlinear adjustment of a thin annular film of viscous fluid surrounding a thread of another within a circular cylindrical pipe
.
J. Fluid Mechanics
,
137
:
363
384
,
1983
.
12.
Lee
H. J.
and
Lee
S. Y.
.
Pressure drop correlations for two-phase flow with horizontal rectangular channels with small heights
.
International Journal of Multiphase Flow
,
27
:
783
796
,
2001
.
13.
Newhouse
L. A.
and
Pozrikidis
C.
.
The capillary instability of annular layers and liquid threads
.
J. Fluid Mechanics
,
242
:
193
209
,
1992
.
14.
H. J. Park, S. Y. Son, M. C. Choi, G. Lim, I. Song, and J. J. Pak. Temperature-dependent property effects on laminar flow characteristics in a rectangular microchannel (mems- 23865). In ASME International Mechanical Engineering Conference and Exhibition (IMECE), New York, NY, 2001. ASME.
15.
Ransohoff
T. C.
,
Gauglitz
P. A.
, and
Radke
C. J.
.
Snap-off of gas bubbles in smoothly constricted noncircular capillaries
.
AIChE J.
,
33
(
5
):
753
765
,
1987
.
16.
Weislogel
Mark M.
.
Fluid interface phenomena in a low-gravity environment: Recent results form drop tower experimentation
.
Space Forum
,
3
:
59
86
,
1998
.
17.
Mark M. Weislogel and John B. McQuillen. Hydrodyamic dryout in two-phase flows: Observations of low bond number systems. In 1998 Space Technology and Applications International Forum (STAIF-98), volume AIP Conference Proceedings 420, pages 413–421, Alburqurque, New Mexico, 1998.
18.
Young, F. Best, and Kurwitz. Modeling of two-phase flow in manifolds under microgravity conditions. In SpaceTechnology and Applications International Forum (STAIF99), Albuqurque, New Mexico, 1999. APS.
This content is only available via PDF.
You do not currently have access to this content.