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Recent progress in understanding relaxation in complex systems

机译:在理解复杂系统中的松弛方面的最新进展

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摘要

The evolution of dynamics with time in complex interacting systems is shown to be general. The caged dynamics exemplified by the nearly constant loss (NCL), is followed in time and terminated by the primitive relaxation, which is called the Johari-Goldstein beta-relaxation in the case of glass-forming substances. The latter is the precursor of the many-body relaxation process which increases in length-scale with time until the terminal relaxation is reached to determine the transport coefficient. Using experimental data, we show these three ubiquitous features in the dynamics are inter-related as shown by correlations in their properties, and hence all must be considered together. The dynamics of hydrated proteins are chosen here as an example for detailed discussion. These three major processes and their inter-relations are found in hydrated proteins. An interpretation of the data follows along the line of other complex systems exhibiting similar dynamics.
机译:在复杂的交互系统中,动力学随时间的发展是普遍的。笼统的动力学以近乎恒定的损失(NCL)为例,随时间变化并以原始松弛终止,在玻璃形成物质的情况下,原始松弛被称为Johari-Goldsteinβ松弛。后者是多体弛豫过程的前兆,该过程随时间增加长度尺度,直到达到最终弛豫以确定传输系数为止。使用实验数据,我们显示出动力学中的这三个普遍存在的特性是相互关联的,如它们的属性之间的相关性所示,因此必须将它们一起考虑。这里以水合蛋白质的动力学为例进行详细讨论。这三个主要过程及其相互关系在水合蛋白中发现。数据的解释遵循其他具有相似动态特性的复杂系统。

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