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首页> 外文期刊>Polymer: The International Journal for the Science and Technology of Polymers >SORPTION/DESORPTION PROPERTIES OF WATER VAPOUR IN POLY(2-HYDROXYETHYL METHACRYLATE) .2. TWO-STAGE SORPTION MODELS
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SORPTION/DESORPTION PROPERTIES OF WATER VAPOUR IN POLY(2-HYDROXYETHYL METHACRYLATE) .2. TWO-STAGE SORPTION MODELS

机译:水蒸气在聚(2-羟甲基丙烯酸甲酯)中的吸附/脱附特性.2。两阶段吸收模型

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摘要

The two-stage integral sorption data for water vapour in a glassy poly(2-hydroxyethyl methacrylate) (PHEMA) membrane are analysed by the variable-surface concentration model, the diffusion-relaxation model, and the diffusion-reaction model. Satisfactory fitting of the data and similar kinetic and equilibrium parameters are obtained using these models. The diffusion coefficient for water is about 5.0 x 10(-7) cm(2) s(-1) in the glassy polymer at 37 degrees C and is near 1.5-2 times higher as the polymer goes over the glass-rubber transition region due to water sorption. The relaxation rate constant is between 1.0 and 5.1 x 10(5) s(-1) and is increased as the sorbed concentration or the vapour activity of water increases. The equilibrium ratio constant is between 0.15 and 0.21 for the cases in which the polymer is characterized to be in the glassy state, and between 0.06 and 0.1 for the case in which the polymer passes the glass-rubber transition. When the two-stage sorption prevails, the diffusion-relaxation model approximates the limiting cases of the other two models. The diffusion-reaction model, based on Fickian diffusion and a reversible first order reaction kinetics for the penetrant transfer between the immobilized and mobile modes, is superior to the other two in terms of completeness of description of physical phenomena. Copyright (C) 1996 Elsevier Science Ltd. [References: 25]
机译:通过变表面浓度模型,扩散松弛模型和扩散反应模型分析了玻璃状聚甲基丙烯酸2-羟乙酯(PHEMA)膜中水蒸气的两阶段积分吸附数据。使用这些模型可以获得令人满意的数据拟合以及相似的动力学和平衡参数。在37摄氏度的玻璃状聚合物中,水的扩散系数约为5.0 x 10(-7)cm(2)s(-1),当聚合物越过玻璃橡胶过渡区时,其扩散系数接近1.5-2倍由于吸水。弛豫速率常数在1.0到5.1 x 10(5)s(-1)之间,并且随着水的吸附浓度或蒸汽活性增加而增加。对于聚合物被表征为玻璃态的情况,平衡比常数在0.15和0.21之间,对于聚合物通过玻璃-橡胶转变的情况,平衡比常数在0.06和0.1之间。当两阶段吸附占优势时,扩散松弛模型近似于其他两个模型的极限情况。基于Fickian扩散和固定模式和移动模式之间渗透剂转移的可逆一阶反应动力学的扩散反应模型在物理现象描述的完整性方面优于其他两个模型。版权所有(C)1996 Elsevier Science Ltd. [引用:25]

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