RESIN FLOW THROUGH FIBER BEDS DURING COMPOSITE MANUFACTURING PROCESSES .2. NUMERICAL AND EXPERIMENTAL STUDIES OF NEWTONIAN FLOW THROUGH IDEAL AND ACTUAL FIBER BEDS

被引:85
作者
SKARTSIS, L [1 ]
KHOMAMI, B [1 ]
KARDOS, JL [1 ]
机构
[1] WASHINGTON UNIV,DEPT CHEM ENGN,ST LOUIS,MO 63130
关键词
D O I
10.1002/pen.760320403
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
Proper description of the resin flow through fibrous media is an important input to the modeling of composite manufacturing processes. Based on our conclusions in a recent review of pertinent literature (see Part I, this issue), Newtonian flow through ideal cylinder arrangements has been analyzed and measured. The analytical and numerical solutions agreed well with both our own experimental observation and those of others. Experiments with actual carbon fiber beds revealed significant deviations from ideal bed behavior. These deviations include dependence of the permeability on the nature of the permeant and the applied pressure difference, both of which make questionable the use of the Blake-Kozeny-Carman (BKC) equation to describe flow in real carbon fiber beds. Experiments that simulate the autoclave process by featuring combined permeation and consolidation of fiber beds have yielded additional dependencies of the permeability on process characteristics, such as the consolidation load and the original resin-rich areas within the fiber beds.
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页码:231 / 239
页数:9
相关论文
共 24 条
[1]  
Bear J., 1972, DYNAMICS FLUIDS PORO
[2]  
BERGELIN OP, 1950, T ASME, V72, P881
[3]  
Bird R B., 2007, TRANSPORT PHENOMENA
[4]  
BROWN JC, 1950, TAPPI, V33, P130
[5]  
Carman P.C., 1956, FLOW GASES POROUS ME
[6]  
Chilton TH, 1933, T AM INST CHEM ENG, V29, P161
[7]   A MODEL FOR RESIN FLOW DURING COMPOSITE PROCESSING .1. GENERAL MATHEMATICAL DEVELOPMENT [J].
DAVE, R ;
KARDOS, JL ;
DUDUKOVIC, MP .
POLYMER COMPOSITES, 1987, 8 (01) :29-38
[8]   LAMINAR VISCOUS-FLOW THROUGH REGULAR ARRAYS OF PARALLEL SOLID CYLINDERS [J].
DRUMMOND, JE ;
TAHIR, MI .
INTERNATIONAL JOURNAL OF MULTIPHASE FLOW, 1984, 10 (05) :515-540
[9]  
Emersleben O, 1925, PHYS Z, V26, P601
[10]  
HELAIL TR, 1978, THESIS U BRADFORD UK