| Literature DB >> 31867413 |
H Correa1, Alvaro Garcia Muriel2, D Peña Lara3,4.
Abstract
Using the ac-calorimetry technique and the electric modulus formalism for analysis of ionic conductivity relaxation in crystalline γ -RbAg4I5, close to the γ to β phase transition at 120 K, the temperature derivative of microscopic interaction energy for a single-mobile ion is proportional to the specific heat. The two different experimental techniques show that cooperative behavior drives the phase transition at 120 K (obey the same mechanism).Entities:
Keywords: Electric modulus formalism; ac-calorimetry technique; β-correlation function
Year: 2019 PMID: 31867413 PMCID: PMC6904842 DOI: 10.1016/j.dib.2019.104404
Source DB: PubMed Journal: Data Brief ISSN: 2352-3409
Fig. 1The specific heat at a constant pressure of RbAg4I5 as a function of temperature. At 120 K, the first-order phase transition occurred.
Fig. 2Real part of the electrical conductivity as a function of frequency for (116–124) K temperature range.
Fig. 3Real part of the electrical conductivity as a function of the inverse of temperature.
Fig. 4Dependence of frequency of the real part of the electrical modulus for 117.5 and 119.8 K temperature range.
Fig. 5-correlation function, the activation, microscopic and migration energies as a function of temperature.
Fig. 6Results of d(Eact)/dT (solid line) and (filled spheres) as a function of temperature near and below transition region.
Specifications Table
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| Experimental factors | Data of conductance are computed using KWW model, Jonscher equation, and K. Ngai model |
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Temperature-dependent data of single ion microscopic energy give the vision to explain the dynamics near the It is well known that for the first-order phase transition takes place, the internal energy necessary to obtain it, corresponds to the thermally provided activation energy. The data shows that only the migration energy contributes to the phase transition in this compound. The data for measurements of specific heat and conductance can be used to demonstrate that both experimental techniques share the same origin. |