Coarsened Lattice Spatial Disorder in the Thermodynamic Limit
R. Piasecki, A. Czainski
Abstract
In this Rapid Research Note the application of recently introduced [Physica A 277 (2000) 157] entropic measure SDelta of spatial disorder for systems of finite-sized objects is presented. In the thermodynamic limit the critical behaviour of coarsened lattice model of random two-phase systems is illustrated for certain grain size distributions (GSDs) and chosen parameters. Also the changes of spatial disorder, quantified by SDelta, between the limit GSDs clearly show that the topological equivalence of the two phases is broken.
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