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Models of helix association

We can apply the model of thermoreversible gelation of functional molecules whose functionality is not a fixed number but varies depending on the temperature. [Pg.372]

We need the parameters z and 7 for each f, so we have introduced the suffix. The temperature-dependent parameter 7 (7) is the association constant (10.138) for helices of length f. The parameter z is related to the polymer volume fraction through (10.123), which takes the form [Pg.372]

24 Schematic picture of a functional molecule carrying different species of functional groups Ai, A2, (Reprinted with permission from Ref. [67].) [Pg.372]

The first term for A = 1 doesn t exist in the latter because there is no isolated helix. [Pg.373]

Minimizing the free energy(l0.140) by changing the helix distribution function leads to the most probable distribution function [Pg.373]


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