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Compressed correlation functions and fast aging dynamics in metallic glasses

机译:压缩相关函数和金属中的快速老化动力学   眼镜

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摘要

We present x-ray photon correlation spectroscopy measurements of the atomicdynamics in a Zr67Ni33 metallic glass, well below its glass transitiontemperature. We find that the decay of the density fluctuations can be welldescribed by compressed, thus faster than exponential, correlation functionswhich can be modeled by the well-known Kohlrausch-Williams-Watts function witha shape exponent {\beta} larger than one. This parameter is furthermore foundto be independent of both waiting time and wave-vector, leading to thepossibility to rescale all the correlation functions to a single master curve.The dynamics in the glassy state is additionally characterized by differentaging regimes which persist in the deep glassy state. These features seem to beuniversal in metallic glasses and suggest a non diffusive nature of thedynamics. This universality is supported by the possibility of describing thefast increase of the structural relaxation time with waiting time using aunique model function, independently of the microscopic details of the system.
机译:我们目前在Zr67Ni33金属玻璃中的原子动力学的X射线光子相关光谱测量,远低于其玻璃化转变温度。我们发现,密度波动的衰减可以通过压缩很好地描述,因此比指数相关函数更快,后者可以用形状指数{\ beta}大于1的著名的Kohlrausch-Williams-Watts函数建模。此外,发现该参数与等待时间和波矢无关,从而可以将所有相关函数重新缩放为一条主曲线。在玻璃态下的动力学特征还在于在深玻璃态下持续存在的不同状态。这些特征在金属玻璃中似乎是普遍的,并暗示了动力学的非扩散性质。通过使用独特的模型函数描述结构弛豫时间随等待时间的快速增加而与系统的微观细节无关地支持了这种通用性。

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