论文标题

真实时空中眼镜的随机一阶过渡理论:激眼

The Random First Order Transition Theory of Glasses in Real Space-Time: Instantons, Strings, Flames and Flows

论文作者

Wolynes, Peter G.

论文摘要

使用随机的一阶过渡理论理解结构镜,需要考虑样本历史记录,在真实空间和及时的描述中进行描述。各种非线性对象在字段理论术语中输入此描述,当存在复制对称性时:激气镜:激体,弦,弦,火焰和流。我们专注于这种真实的空间描述,并使用它来描述能量景观状态,动力学异质性,衰老以及在压力下眼镜中剪切带的形成。

Understanding structural glasses using the Random First Order Transition theory requires a description in both real space and in time, taking into account sample history. A variety of nonlinear objects enter this description, in field theory terms, when there is replica symmetry breaking: instantons, strings, flames and flows. We focus on this real space description and use it to describe the crossover to the energy landscape regime, dynamical heterogeneity, aging and the formation of shear bands in glasses under stress.

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