Title : On the Williams-Watts function of dielectric relaxation.

Pub. Date : 1984 Feb

PMID : 16593426






1 Functional Relationships(s)
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1 If the diffusion of defects toward dipoles is executed as a continuous-time random walk composed of an alternation of steps and pauses and the pausing-time distribution function has a long tail of the form psi(t) infinity t(-1-alpha), then the relaxation function has the above fractional exponential form. dipoles podoplanin Homo sapiens