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Microscopically based calculations of the free energy barrier and dynamic length scale in supercooled liquids: The comparative role of configurational entropy and elasticity

机译:基于显微镜的自由能障碍计算   过冷液体中的动态长度尺度:比较作用   配置熵和弹性

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摘要

We compute the temperature-dependent barrier for alpha-relaxations in severalliquids, without adjustable parameters, using experimentally determinedelastic, structural, and calorimetric data. We employ the random first ordertransition(RFOT) theory, in which relaxation occurs via activatedreconfigurations between distinct, aperiodic minima of the free energy. Twodifferent approximations for the mismatch penalty between the distinctaperiodic states are compared, one due to Xia and Wolynes, which scalesuniversally with temperature as for hard spheres, and one due to Rabochiy andLubchenko, which employs measured elastic and structural data for individualsubstances. The agreement between the predictions and experiment issatisfactory, given the uncertainty in the measured experimental inputs. Theexplicitly computed barriers are used to calculate the glass transitiontemperature for each substance---a kinetic quantity---from the static inputdata alone. The temperature dependence of both the elastic and structuralconstants enters the temperature dependence of the barrier over an extendedrange to a degree that varies from substance to substance. The lowering of theconfigurational entropy, however, seems to be the dominant contributor to thebarrier increase near the laboratory glass transition, consistent with previousexperimental tests of the RFOT theory using the XW approximation. In addition,we compute the temperature dependence of the dynamical correlation length, alsowithout using adjustable parameters. These agree well with experimentalestimates obtained using the Berthier et al. procedure. Finally, we find thetemperature dependence of the complexity of a rearranging region is consistentwith the picture based on the RFOT theory but is in conflict with theassumptions of the Adam-Gibbs and "shoving" scenarios for the viscous slowingdown in supercooled liquids.
机译:我们使用实验确定的弹性,结构和量热数据,在没有可调整参数的情况下,计算了几种液体中α松弛的温度相关势垒。我们采用随机一阶跃迁(RFOT)理论,其中松弛通过自由能的不同,非周期性最小值之间的激活重构而发生。比较了不同非周期性状态之间失配罚分的两种不同近似值,一种是由于Xia和Wolynes导致的,与硬球一样,它们随温度成比例变化;另一种由于Rabochiy和Lubchenko的使用,它们对单个物质采用了测得的弹性和结构数据。考虑到测量的实验输入的不确定性,预测与实验之间的一致性令人满意。专门计算的壁垒用于仅从静态输入数据中计算每种物质的玻璃化转变温度(动力学量)。弹性常数和结构常数的温度相关性在一个扩展范围内进入屏障的温度相关性,扩展程度随物质的不同而不同。然而,构型熵的降低似乎是导致在实验室玻璃化转变附近的势垒增加的主要因素,这与先前使用XW近似对RFOT理论进行的实验测试一致。此外,我们无需使用可调参数即可计算动态相关长度的温度依赖性。这些与使用Berthier等人获得的实验估计非常吻合。程序。最后,我们发现重排区域的复杂度对温度的依赖性与基于RFOT理论的图像一致,但与Adam-Gibbs的假设和过冷液体中粘性减慢的“推”情形相矛盾。

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