CORIOLIS-INDUCED SECONDARY FLOW IN SEDIMENTATION FIELD-FLOW FRACTIONATION

被引:17
作者
SCHURE, MR [1 ]
WEERATUNGA, SK [1 ]
机构
[1] NASA,AMES RES CTR,NUMER AERODYNAM SIMULAT GRP,MOFFETT FIELD,CA 94035
关键词
D O I
10.1021/ac00022a015
中图分类号
O65 [分析化学];
学科分类号
070302 ; 081704 ;
摘要
In an attempt to examine the effect of smaller channel breadth in sedimentation field-flow fractionation channels, computer simulations of zone profiles are reported which utilize the complete fully developed flow field obtained from Navier-Stokes calculations. The flow field displays Coriolis-induced secondary flow which results when a moving fluid is rotated regardless of the radius of curvature of the channel. By inclusion of secondary flow in the simulation, it is suggested that channel breadths smaller than those used in commercial fractionators will lead to zone leakage; i.e. a small concentration of particles will be found between the void peak and retained peak. Simulation demonstrates that when channel rotation is in the same direction as flow, zone leakage is enhanced compared with the case where flow and rotation are in opposing directions. To reduce zone dilution, which is found to be linear in channel breadth, it is recommended that channel thickness be reduced because of its 3/2 power dependence on the dilution factor. Smaller channel thickness also allows the channel breadth to be reduced because of the reduction in secondary flow. Concentrations of flow in a circular channel are also given to explain why circular channels fall to perform adequately in sedimentation FFF.
引用
收藏
页码:2614 / 2626
页数:13
相关论文
共 41 条
[1]   FORCED AXIAL FLOW BETWEEN ROTATING CONCENTRIC CYLINDERS [J].
BARCILON, V ;
BERG, HC .
JOURNAL OF FLUID MECHANICS, 1971, 47 (JUN14) :469-&
[4]   FIELD-FLOW FRACTIONATION [J].
CALDWELL, KD .
ANALYTICAL CHEMISTRY, 1988, 60 (17) :A959-&
[5]  
CALDWELL KD, COMMUNICATION
[6]  
CHENG KC, 1976, J FLUID ENG, P41
[7]  
CORNISH R, 1926, P R SOC, V120, P691
[8]   FLOW IN CURVED DUCTS .2. ROTATING DUCTS [J].
DASKOPOULOS, P ;
LENHOFF, AM .
JOURNAL OF FLUID MECHANICS, 1990, 217 :575-593
[9]   GENERAL RETENTION THEORY FOR SEDIMENTATION FIELD-FLOW FRACTIONATION [J].
DAVIS, JM .
ANALYTICAL CHEMISTRY, 1986, 58 (01) :161-164
[10]  
EVANS DJ, 1990, STAT MECH NONEQUILIB, pCH10