Effects of particle concentration on the partitioning of suspensions at small divergent bifurcations

被引:29
作者
Ditchfield, R
Olbricht, WL
机构
[1] School of Chemical Engineering, Cornell University, Ithaca, NY
来源
JOURNAL OF BIOMECHANICAL ENGINEERING-TRANSACTIONS OF THE ASME | 1996年 / 118卷 / 03期
关键词
D O I
10.1115/1.2796009
中图分类号
Q6 [生物物理学];
学科分类号
071011 ;
摘要
Experimental results are reported for the low Reynolds number flow of a suspension of spherical particles through a divergent capillary bifurcation consisting of a straight tube of circular doss-section that splits to form two tubes of equal diameter. The partitioning of particles between the downstream branches of the bifurcation is measured as a function of the partitioning of total volume (particles + suspending fluid) between the branches. Two bifurcation geometries are examined: a symmetric Y-shaped bifurcation and a nonsymmetric T-shaped bifurcation. This experiment focuses on the role of hydrodynamic interactions between particles on the partitioning of particles at the bifurcation. The particle diameter; made dimensionless with respect to the diameter of the branch tubes, ranges from 0.4 to 0.8. Results show that hydrodynamic interactions among the particles are significant at the bifurcation, even for conditions where interactions are unimportant in the straight branches away from the bifurcation. As a result of hydrodynamic interactions among particles at the bifurcation, the partitioning of particles between the branches is affected for particle volume fractions as small as 2 percent. The experimental results show that the effect of particle volume fraction is to diminish the inhomogeneity of particle partitioning at the bifurcation. However, the magnitude of this effect depends strongly on the overall shape of the bifurcation geometry, and in particular on the angles between the branches.
引用
收藏
页码:287 / 294
页数:8
相关论文
共 10 条
[1]   THE MOTION OF MODEL CELLS AT CAPILLARY BIFURCATIONS [J].
AUDET, DM ;
OLBRICHT, WL .
MICROVASCULAR RESEARCH, 1987, 33 (03) :377-396
[2]   PHASE SEPARATION IN SUSPENSIONS FLOWING THROUGH BIFURCATIONS - SIMPLIFIED HEMODYNAMIC MODEL [J].
BUGLIARELLO, G ;
HSIAO, GCC .
SCIENCE, 1964, 143 (360) :469-&
[3]   INFLUENCE OF VESSEL DIAMETER ON RED-CELL DISTRIBUTION AT MICROVASCULAR BIFURCATIONS [J].
CARR, RT ;
WICKHAM, LL .
MICROVASCULAR RESEARCH, 1991, 41 (02) :184-196
[4]   MODEL STUDIES ON DISTRIBUTION OF BLOOD-CELLS AT MICROVASCULAR BIFURCATIONS [J].
CHIEN, S ;
TVETENSTRAND, CD ;
EPSTEIN, MAF ;
SCHMIDSCHONBEIN, GW .
AMERICAN JOURNAL OF PHYSIOLOGY, 1985, 248 (04) :H568-H576
[5]   RATIO OF CELLS AND PLASMA IN BLOOD FLOWING PAST BRANCHES IN SMALL PLASTIC CHANNELS [J].
DELLIMORE, JW ;
DUNLOP, MJ ;
CANHAM, PB .
AMERICAN JOURNAL OF PHYSIOLOGY, 1983, 244 (05) :H635-H643
[6]   A NUMERICAL STUDY OF PLASMA SKIMMING IN SMALL VASCULAR BIFURCATIONS [J].
ENDEN, G ;
POPEL, AS .
JOURNAL OF BIOMECHANICAL ENGINEERING-TRANSACTIONS OF THE ASME, 1994, 116 (01) :79-88
[7]   STOCHASTIC FLOW IN CAPILLARY BLOOD-VESSELS [J].
FUNG, Y .
MICROVASCULAR RESEARCH, 1973, 5 (01) :34-48
[8]   RED-CELL DISTRIBUTION AT MICROVASCULAR BIFURCATIONS [J].
PRIES, AR ;
LEY, K ;
CLAASSEN, M ;
GAEHTGENS, P .
MICROVASCULAR RESEARCH, 1989, 38 (01) :81-101
[9]   A 3-DIMENSIONAL ANALYSIS OF PLASMA SKIMMING AT MICROVASCULAR BIFURCATIONS [J].
YAN, ZY ;
ACRIVOS, A ;
WEINBAUM, S .
MICROVASCULAR RESEARCH, 1991, 42 (01) :17-38
[10]   EFFECT OF VELOCITY DISTRIBUTION ON RED-CELL DISTRIBUTION IN CAPILLARY BLOOD-VESSELS [J].
YEN, RT ;
FUNG, YC .
AMERICAN JOURNAL OF PHYSIOLOGY, 1978, 235 (02) :H251-H257