Lattice logarithmic distribution

Doemer and Hoskins 64] assume that an exchange reaction between macrocomponent particles In the lattice and microcomponent particles In the solution occurs on the surface of each newly formed layer. Assuming that crystallization Is very slow so that equilibrium is established, they derived the so-called logarithmic distribution low... 

Equation (5.33) differs from that for a random copolymer (most probable or binomial distribution) with a pure crystalline phase, by the last term in the argument of the logarithm. The result embodied in Eq. (5.33) is a perturbation on the melting point equation pertinent to a pure crystalline phase. When e is very large the change in free energy that is involved becomes excessive. The B units will then not enter the lattice and Eq. (5.33) becomes... 

Figure 12. Bristle of neat EM400. Chord distribution function (CDF, logarithmic scale) computed from 2D SAXS pattern. Fiber direction is vertical, (a) Positive contours describing the domains from the nanostructure, (b) Negative contours describing the lattice properties 22]...

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