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首页> 外文期刊>The Journal of Chemical Physics >Kinetic criteria of glass formation and the pressure dependence of the glass transition temperature
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Kinetic criteria of glass formation and the pressure dependence of the glass transition temperature

机译:玻璃形成的动力学标准和玻璃化转变温度的压力依赖性

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摘要

An overview on different attempts of formulation of kinetic criteria of glass formation is given. It is analyzed which of the characteristic time scales-time of observation, time of relaxation, and time of change of external parameters-have to be employed to appropriately develop such criteria. Based on this analysis, a general model-independent kinetic criterion for glass formation is formulated. As a first consequence, it is shown that it is not-as often claimed-the Deborah number which governs glass formation. Based on this general kinetic criterion for glass formation, general expressions for the dependence of the glass transition temperature on pressure (and vice versa) are obtained being essentially ratios of the partial derivatives of the appropriate relaxation times with respect to pressure and temperature, respectively. Employing, as examples, further two different (free volume and entropy based) models for the description of viscous flow and relaxation, respectively, relations similar but, in general, not identical to the classical Ehrenfest relations describing second-order equilibrium phase transitions are obtained. In this way, it can be explained why one of the Ehrenfests relations is usually fulfilled in glass transition and the other not and why the Prigogine-Defay ratio in glass transition is not equal to one as this is the case with Ehrenfests ratio in second-order equilibrium phase transitions.
机译:概述了制定玻璃形成动力学标准的不同尝试。分析了哪些特征时间标度-观察时间,弛豫时间和外部参数变化时间-可以用来适当地制定这样的标准。在此分析的基础上,制定了与玻璃模型无关的通用模型动力学准则。作为第一个结果,表明不是通常所主张的控制玻璃形成的黛博拉数。基于该玻璃形成的一般动力学标准,玻璃化转变温度对压力的依赖性(反之亦然)的一般表达式基本上是适当弛豫时间的偏导数相对于压力和温度的比率。作为示例,分别使用另外两个不同的(基于自由体积和基于熵的)模型来描述粘性流动和弛豫,可以获得类似于但通常与描述二阶平衡相变的经典埃伦菲斯特关系不同的关系。 。这样,可以解释为什么通常在玻璃化转变中满足一个埃伦菲斯特关系,而另一个却不能满足,以及为什么玻璃化转变中的Prigogine-Defay比不等于一个,因为第二个阶段的Ehrenfests比例就是这种情况。有序平衡相变。

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