AN EXAMINATION OF THE COMPOSITE MODEL FOR STARCH GELS

Aqueous suspensions of starch granules, heated to above their gelatini zation temperature, can cool to give rubbery gels. The current physica l model of these systems attributes gelation to the association of amy lose (linear polysaccharide), extracted from the granules into the con tinuous aqueous phase. The granules themselves are pictured as randoml y dispersed in the matrix, reinforcing the gel in the manner that carb on black reinforces rubber. The characteristic increase in a composite 's rigidity with the volume fraction of the reinforcing particles is s tudied in the present work, using an artificial starch gel, as a means of testing this physical picture. Granules freed of amylose are combi ned with purified amylose solution to give gels with particle volume f ractions covering a wide range. A new technique is presented for prepa ring the gels at space filling granule volume fractions. The variation of the reinforcement is in reasonable agreement with that predicted b y Nielsen's modification of Kerner's equation. Granules swollen at 85 degrees C are found to be less rigid than those swollen at 70 degrees C and their reinforcing attributes are correspondingly less. The weak dependence of the loss tangent on the granule volume fraction also agr ees with prior experience in reinforced systems. The picture which eme rges is thus entirely consistent with the current physical model of th ese systems. (C) 1996 Society of Rheology.