Titlebook: Recent Advances in Broadband Dielectric Spectroscopy; Yuri P. Kalmykov Conference proceedings 2013 Springer Science+Business Media Dordrec

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State of Water in Confinement near Hydrophilic Surfaces Below the Freezing Temperature,The results of dielectric spectroscopy studies of hydrated matrixes of porous glasses, clays and hydrated powder of Lysozyme are presented in wide frequency and temperature intervals. It is shown that for all systems studied the low temperature relaxation process demonstrates Arrhenius kinetics and

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Dielectric Properties and Applications of CVD Diamonds in the Millimeter and Terahertz Ranges,nt arc plasma jet (APJ) and the microwave plasma chemical vapour deposition (MPCVD) techniques are presented. Various methods for the measurements of the dielectric properties using high-Q open resonators and cylindrical cavity resonators are discussed while the activation energy of the conductivity

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Nonlinear Susceptibility Experiments in a Supercooled Liquid: Evidence of Growing Spatial Correlatio its glass transition temperature . .. The purpose was to investigate the prediction that the nonlinear susceptibility is directly related to the number of dynamically correlated molecules . .(.). We explain that two nonlinear susceptibilities are available, namely χ. . and χ. ., which correspond r

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On the Calculation of the Dielectric Properties of Liquid Ionic Systems,d to ionic liquids. We investigate, for a model sodium chloride aqueous solution, three different methods which could provide an estimate of the static permittivity, namely (a) the Einstein-Helfand approach, (b) the first moment of the current-current correlation functions, and (c) the analysis of t

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Applications and Implications of Fractional Dynamics for Dielectric Relaxation,its Advanced Technological Applications”, held in Perpignan, France, in September 2011. The purpose of the invited presentation at the workshop was to review and summarize the basic theory of fractional dynamics (Hilfer, Phys Rev E 48:2466, 1993; Hilfer and Anton, Phys Rev E Rapid Commun 51:R848, 19

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Spectral Definition of the Characteristic Times for Anomalous Diffusion in a Potential,d longest relaxation times. These times are described using the eigenvalues of the corresponding Fokker-Planck operator for the . diffusion. Knowledge of them is sufficient to accurately predict the . relaxation behavior for all time scales of interest. As a particular example, we consider the subdi

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