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Single molecules reveal the dynamics of heterogeneities in a polymer at the glass transition

机译:单分子揭示了玻璃化转变时聚合物中异质性的动力学

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The notion of heterogeneous dynamics in glasses, that is, the spatial and temporal variations of structural relaxation rates, explains many of the puzzling features of glass dynamics. The nature and the dynamics of these heterogeneities, however, have been very controversial. Single rhodamine B molecules in poly(vinyl acetate) at the glass transition reorient through sudden jumps. With a statistical search for the most likely break points in the logarithm of the ratio of the two perpendicular fluorescence polarizations, we determine the times of these angular jumps. We interpret these jumps as an indication for individual glass rearrangements in the vicinity of the probe molecule. Time-series analysis of the resulting sequence of waiting times between jumps shows that dynamic heterogeneities in the matrix exist, but are short lived. From the correlation of the logarithm of the waiting time between subsequent jumps, we determine an upper limit for the lifetime of heterogeneities in the sample. The correlation time of τ_(het) = 32 s is three times shorter than the orientational correlation time of the probe molecule, τ_(orient) = 90 s, in the sample at this temperature, but 13 times longer than the structural relaxation time, τ_α = 2.5 s, estimated for this sample from dielectric experiments. We present a model for glass dynamics in which each rearrangement in one region causes a random change in the barrier height for subsequent rearrangements in a neighboring region. This model, which equates the dynamics of the heterogeneities with the dynamics of the glass itself and thus implies a factor of one between heterogeneity lifetime and structural relaxation time, successfully reproduces the statistics of the experimentally observed waiting time sequences.
机译:玻璃中异质动力学的概念,即结构弛豫率的时空变化,解释了玻璃动力学的许多令人困惑的特征。但是,这些异质性的性质和动态一直存在很大争议。在玻璃化转变温度下,聚醋酸乙烯酯中的若丹明B分子通过突然跳跃而重新定向。通过统计搜索两个垂直荧光偏振比的对数中最可能的断裂点,我们确定了这些角跳的时间。我们将这些跳跃解释为探针分子附近的各个玻璃重排的指示。对两次跳转之间的等待时间序列的时间序列分析表明,矩阵中存在动态异质性,但寿命很短。根据后续跳跃之间的等待时间对数的相关性,我们确定样本中异质性寿命的上限。在此温度下,样品中τ_(het)= 32 s的相关时间比探针分子的取向相关时间τ_(orient)= 90 s短三倍,但比结构弛豫时间长13倍, τ_α= 2.5 s,根据介电实验估算出该样品。我们提出了一种玻璃动力学模型,其中一个区域中的每个重排都会导致势垒高度的随机变化,从而导致相邻区域中的后续重排。该模型将异质性的动力学等同于玻璃本身的动力学,从而暗示了异质性寿命与结构弛豫时间之间的因数,从而成功地再现了实验观察到的等待时间序列的统计数据。

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