1. A 'configurational entropy-loss' law for non-Arrhenius relaxation in disordered systems.
- Author
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Wang, Yi-zhen, Zhang, X. Frank, and Zhang, Jin-xiu
- Subjects
RELAXATION phenomena ,ARRHENIUS equation ,ENTROPY ,THERMODYNAMICS ,ENTHALPY - Abstract
From Nowick's self-induced ordering theory, we develop a new configurational entropy relation to describe the non-Arrhenius temperature (T)-dependent relaxation in disordered systems. Both the loss of configurational entropy and the coupling interaction among relaxing units (RUs) are explicitly introduced in this relation; thus, this relation offers a novel connection, which differs from the Adam-Gibbs (A-G) entropy relation, between kinetics and thermodynamics, and this relation generalizes several well-known currently used relations. The present relation can provide direct and more accurate estimates of (i) the intrinsic activation enthalpy, (ii) the T-evolution of the configurational entropy loss of the system, and (iii) the self-induced ordering temperature Tc, which characterizes the coupling interaction among RUs. The application of the theory to experimental data for the relaxation time in typical organic liquids demonstrates the validity of the theory. [ABSTRACT FROM AUTHOR]
- Published
- 2013
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