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Glass glass transition and new dynamical singularity points in an analytically solvable p-spin glass like model

机译:玻璃玻璃转变与新的动态奇点  可解析的p-spin玻璃模型

摘要

We introduce and analytically study a generalized p-spin glass like modelthat captures some of the main features of attractive glasses, recently foundby Mode Coupling investigations, such as a glass/glass transition line anddynamical singularity points characterized by a logarithmic time dependence ofthe relaxation. The model also displays features not predicted by the ModeCoupling scenario that could further describe the attractive glasses behavior,such as aging effects with new dynamical singularity points ruled bylogarithmic laws or the presence of a glass spinodal line.
机译:我们引入并分析研究了一种通用的p型自旋玻璃模型,该模型捕获了有吸引力的玻璃的一些主要特征,最近通过模式耦合研究发现了这种模型,例如玻璃/玻璃过渡线和以弛豫的对数时间依赖性为特征的动态奇点。该模型还显示了ModeCoupling场景无法预测的特征,这些特征可以进一步描述有吸引力的眼镜行为,例如对数律所决定的具有新的动态奇异点的老化效应或玻璃旋节线的存在。

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