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Dielectric relaxation in disordered dielectric mixtures is presented by emphasizing the interfacial polarization. The obtained results coincide with and cause confusion with those of the low frequency dispersion behaviour. The considered systems are composed of two phases on two-dimensional square and triangular topological networks. We use the finite element method to calculate the effective dielectric permittivities of randomly generated structures. The dielectric relaxation phenomena together with the dielectric permittivity values at constant frequencies are investigated, and significant differences of the square and triangular topologies are observed. The frequency dependent properties of some of the generated structures are examined. We conclude that the topological disorder may lead to the normal or anomalous low frequency dispersion if the electrical properties of the phases are chosen properly, such that for 'slightly' reciprocal mixture-when sigma(1) >> sigma(2), and epsilon(1) < epsilon(2)-normal, and while for 'extreme' reciprocal mixture-when sigma(1) >> sigma(2), and epsilon(1) << epsilon(2)-anomalous low frequency dispersions are obtained. Finally, comparison with experimental data indicates that one can obtain valuable information from simulations when the material properties of the constituents are not available and of importance
In this article, a recently developed numerical technique [E. Tuncer and S. M. Gubanski, IEEE Trans. Dielectr. Electr. Insul. 8, 310 (2001)] is applied to poly(propylene glycol) (PPG) complex dielectric data to extract more information about the molecular relaxation processes. The method is based on a constrained-least-squares (C-LSQ) data fitting procedure together with the Monte Carlo method. We preselect the number of relaxation times with no a priori physical assumption, and use the Debye single relaxation as "kernel," then the obtained weighting factors at each MC step from the C-LSQ method builds up a relaxation time spectrum. When the analysis is repeated for data at different temperatures a relaxation image is created. The obtained relaxation are analyzed using the Lorentz (Cauchy) distribution, which is a special form of the Levy statistics. In the present report the beta and alpha relaxations are resolved for the PPG. A comparison of the relaxations to those earlier reported in the literature indicate that the presented method provides additional information compared to methods based on empirical formulas. The distribution of relaxation times analysis is especially useful to probe the crossover region where the alpha and beta relaxations merge and the results show that the relaxation after the crossover region at higher temperatures is Arrhenius-type as the beta relaxation. Moreover, this relaxation is more likely to be the continuation of the beta relaxation, but with a different activation energy. (C) 2004 American Institute of Physics
In this letter, elastic properties of highly anisotropic cellular poly(propylene) films are reported. The material shows peculiar elastic properties compared to other foams in the literature. The data is displayed as the relative Young's modulus E*/E-s versus relative density rho*/rho(s). Almost all the data from the literature are located on the region E*/E-s = (rho*/rho(s))(n) with 1 less than or equal to n less than or equal to 6. The introduced material on the other hand has lower relative Young's modulus at high relative densities, n greater than or equal to 6. (C) 2004 Elsevier B.V. All rights reserved