Crystal unfolding and chain disentanglement during semicrystalline polymer dissolution

被引:39
作者
Mallapragada, SK [1 ]
Peppas, NA [1 ]
机构
[1] PURDUE UNIV,SCH CHEM ENGN,POLYMER SCI & ENGN LAB,W LAFAYETTE,IN 47907
关键词
D O I
10.1002/aic.690430403
中图分类号
TQ [化学工业];
学科分类号
0817 ;
摘要
Mathematical models developed describe the unfolding of polymeric crystals in the presence of a solvent followed by their subsequent disentanglement. A thermodynamic model considering the free energy changes during crystal unfolding was proposed to obtain an expression for the unfolding rate. A simplified version of this expression, assuming uniform crystal size, was incorporated into a continuum model to predict the dissolution kinetics of a semicrystalline polymer slab. The model yielded predictions of the crystalline and solvent volume fi actions as a function of position within the slab, in addition to changes in the fraction of polymer dissolved as well as the degree of crystallinity of the polymer as a function of time. The degree of crystallinity of the polymer decreased with time and the plot of the fraction of the polymer dissolved as a function of time exhibited Case II behavior The model predictions agreed will with experimental results obtained during dissolution of semicrystalline poly(vinyl alcohol) in water.
引用
收藏
页码:870 / 876
页数:7
相关论文
共 20 条
[1]  
BARKER RE, 1978, J POLYM SCI POLYM S, V63, P109
[2]   SWELLING-ACTIVATED DRUG DELIVERY SYSTEMS [J].
CONTE, U ;
COLOMBO, P ;
GAZZANIGA, A ;
SANGALLI, ME ;
LAMANNA, A .
BIOMATERIALS, 1988, 9 (06) :489-493
[3]  
Crank J., 1984, Free and Moving Boundary Problems
[4]  
Flory P J., PRINCIPLES POLYM CHE
[5]   DIFFUSION IN SEMI-CRYSTALLINE POLYMERS AND POLYMER NETWORKS [J].
FUHRMANN, J .
BERICHTE DER BUNSEN-GESELLSCHAFT-PHYSICAL CHEMISTRY CHEMICAL PHYSICS, 1979, 83 (04) :303-309
[6]  
Fujita H., 1961, Adv Polym Sci, V3, P1, DOI DOI 10.1007/BFB0050514
[7]  
Gibbs J. W., 1928, COLLECTED WORKS
[8]  
Glasstone S., 1941, THEORY RATE PROCESSE
[9]  
Hoffman J. D., 1992, NUMERICAL METHODS EN
[10]  
KREITUSS A, 1981, J POLY SCI POLY PHYS, V19, P1