ISSN:
0449-2978
Keywords:
Physics
;
Polymer and Materials Science
Source:
Wiley InterScience Backfile Collection 1832-2000
Topics:
Chemistry and Pharmacology
,
Physics
Notes:
On the basis of the general concepts of a macromolecular network as defined in the preceding paper, a detailed analysis of forces acting on a network chain is given. In all types of networks the chain tension involves elastic, diffusional, contact friction and internal viscosity terms; in entanglement networks there appears also an additional term associated with chain-chain friction at entanglement junctions. The force balance equation for a tetrafunctional network junction is derived. It is shown that exact formulation of this equation requires knowledge of the simultaneous configurations of all the network chains in the system. For energetic networks, solution of the force balance equation is not required for the determination of the distribution function; and the dynamics of such networks can be discussed in terms of a distribution function for a single chain. On the other hand, for entanglement and contact networks, where the force balance equation is a source of information about sliding rates, some simplified equations can be formulated and solved, by using a 4(N + 1)-dimensional distribution function for a single macromolecule with N network junctions. It is shown that for both network classes with nonlocalized junctions the position of a network chain within the macromolecule plays an essential role and is a source of the effects of molecular weight on the physical behavior of the system.The analysis of forces acting on a network chain reveals also some essential differences in the dynamic behavior of energetic, entanglement and contact networks and thus confirms the significance of the classification proposed in the preceding paper.
Additional Material:
3 Ill.
Type of Medium:
Electronic Resource
URL:
http://dx.doi.org/10.1002/pol.1970.160080301
