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Statistical thermodynamics evaluation of polymer-polymer miscibility

机译:聚合物-聚合物混溶性的统计热力学评估

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The Simha and Somcynsky (S-S) statistical thermodynamics theory was used to compute the solubility parameters as a function of temperature and pressure [delta = delta(T, P)], for a series of polymer melts. The characteristic scaling parameters required for this task, P*, T*, and V*, were extracted from the pressure-temperature-volume (PVT) data. To determine the potential polymer-polymer miscibility, the dependence of delta versus T (at ambient pressure) was computed for 17 polymers. Close proximity of the delta Versus T curves for four miscible polymer pairs: PPE/PS, PS/PVME, and PC/PMMA signaled the usefulness of this approach. It is noteworthy, that the tabulated solubility parameters (derived from the solution data under ambient conditions) propounded the immiscibility of the PVC/PVAc pair. The computed values of delta also suggested miscibility for polymer pairs of unknown miscibility, namely PPE/PVC, PPE/PVAc, and PET/PSF. In recognizing the limitations of the solubility parameter approach (the omission of several thermodynamic contributions), these preliminary results are auspicious because they indicate a new route for estimating the miscibility of any polymeric material at a given temperature and pressure. (C) 2004 Wiley Periodicals, Inc.
机译:Simha和Somcynsky(S-S)统计热力学理论用于计算一系列聚合物熔体的溶解度参数,该溶解度参数是温度和压力的函数[delta = delta(T,P)]。从压力-温度-体积(PVT)数据中提取了此任务所需的特性缩放参数P *,T *和V *。为了确定潜在的聚合物与聚合物的混溶性,计算了17种聚合物的δ对T的依赖性(在环境压力下)。四种可混溶的聚合物对(PPE / PS,PS / PVME和PC / PMMA)的δVersus T曲线非常接近,表明该方法的实用性。值得注意的是,列表中的溶解度参数(来自环境条件下的溶液数据)证明了PVC / PVAc对的不溶混性。 Δ的计算值还暗示了对于未知混溶性的聚合物对的混溶性,即PPE / PVC,PPE / PVAc和PET / PSF。在认识到溶解度参数方法的局限性(省略了一些热力学贡献)时,这些初步结果是吉祥的,因为它们为估算任何聚合物材料在给定温度和压力下的可混溶性提供了一条新途径。 (C)2004年Wiley Periodicals,Inc.

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