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首页> 外文期刊>Journal of Non-Crystalline Solids: A Journal Devoted to Oxide, Halide, Chalcogenide and Metallic Glasses, Amorphous Semiconductors, Non-Crystalline Films, Glass-Ceramics and Glassy Composites >Derivation of a relation between the activation energies of ionic conductivity in the glassy and molten states of glass-forming ionic conductors: an application to silver iodide-silver selenate
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Derivation of a relation between the activation energies of ionic conductivity in the glassy and molten states of glass-forming ionic conductors: an application to silver iodide-silver selenate

机译:推导玻璃态离子导电性活化能与形成玻璃的离子导体的熔融态之间的关系:在碘化银-硒化银中的应用

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In the glassy state of glass-forming ionic conductors, the temperature dependence of dc conductivity #sigma# is Arrhenius with a constant activation energy, E_#sigma#. High above the glass transition temperature where #sigma# is approaching a level of 1 #OMEGA#~(-1) cm~(-1) and the corresponding conductivity relaxation times #tau#_#sigma# are of the order of 1 ps, the apparent activation energy of #sigma#, E_a, is significantly smaller than E_#sigma#. In a previous study it was shown that the ratio, E_a/E_#sigma#, is nearly equal to the fractional exponent, #beta#, of the Kohlrausch-Williams-Watts function, exp[-(t/#tau#_(KWW))~#beta#], which is a characteristic of the nonexponential conductivity relaxation of ionic conductors. In this work we show that this correlation between activation energies in the glassy and the molten states follows from results of the coupling model. Experimental data of C. Cramer and M. Buscher have given conductivity relaxation spectra over a broad frequency range for a fast ion conducting 0.48(AgI)_2-0.52Ag_2SeO_4 composition below and above the glass transition temperature T_g. We have analyzed the glassy state conductivity relaxation data by using the electric modulus formalism as well as by direct consideration of the ac conductivity. After the removal of a contribution to the ac conductivity that is proportional to #omega#~(1.0), where #omega# is the angular frequency, the data in both representations are well fitted by the appropriate Fourier transform of #PHI#(t)=exp [-(t/#tau#_(KWW))~#beta#], with #beta#=0.51. With this value of #beta#, we found that the product. #beta#E_#sigma#, is about the same as E_a within experimental error. This agreement provides support for the correlation, E_a/E_#sigma# approx= #beta#, which was previously established for glass-forming ionic conductors with decoupling indices, R_#tau#, that vary over twelve orders of magnitude, as well as for several crystalline ionic conductors.
机译:在形成玻璃的离子导体的玻璃态下,直流电导率#sigma#的温度依赖性是具有恒定激活能E_#sigma#的阿累尼乌斯。高出玻璃化转变温度,其中#sigma#接近1#OMEGA#〜(-1)cm〜(-1),相应的电导率松弛时间#tau#_#sigma#约为1 ps ,#sigma#的视在活化能E_a明显小于E_#sigma#。在先前的研究中表明,比率E_a / E_#sigma#几乎等于Kohlrausch-Williams-Watts函数的分数指数#beta#exp [-(t /#tau #_( KWW))〜#beta#],这是离子导体非指数电导率松弛的特征。在这项工作中,我们表明玻璃态活化能和熔融态之间的活化能之间的这种相关性来自耦合模型的结果。 C. Cramer和M. Buscher的实验数据已给出了在玻璃化转变温度T_g之上和之上的快速离子导电0.48(AgI)_2-0.52Ag_2SeO_4组成的宽频率范围内的电导率弛豫谱。我们已经通过使用电子模量形式化以及直接考虑了交流电导率来分析了玻璃态电导率弛豫数据。在去除与#omega#〜(1.0)成比例的交流电导率的贡献之后,其中#omega#是角频率,两种表示形式的数据都可以通过适当的#PHI#(t )= exp [-(t /#tau #_(KWW))〜#beta#],其中#beta#= 0.51。使用#beta#的值,我们找到了该产品。在实验误差范围内,#beta#E_#sigma#与E_a大致相同。该协议为相关性E_a / E_#sigma#rox =#beta#提供了支持,该关系先前为具有去耦指数R_#tau#且变化超过十二个数量级的玻璃形成离子导体而建立,并且用于几种结晶离子导体。

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