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Nonisothermal bulk crystallization and subsequent melting behavior of syndiotactic polypropylenes: Crystallization from the melt state

机译:间规聚丙烯的非等温本体结晶及随后的熔融行为:从熔融态结晶

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Various macrokinetic models, namely, the Avrami, the Tobin, and the Ozawa models, were applied to describe the crystallization process of syndiotactic polypropylene (s-PP) under nonisothermal conditions. Both Avrami and Tobin models were shown to provide a fair description of the experimental data. The Avrami exponent n(a) was found to range from 2.4 to 5.3, while the Tobin exponent; n(t) was found to range from 3.1 to 6.7. The Ozawa model was found to describe the nonisothermal crystallization kinetics of s-PP very well. The Ziabicki's kinetic crystallizability, suggesting the crystallization ability of polymers from the melt when cooled at a unit cooling rate, was also evaluated and was found to range from 0.93 to 1.40 degrees C s(-1). The energy barrier for nonisothermal crystallization, based on the Augis-Bennett method, was found to range from -78.6 to -108.1 kJ mol(-1). (C) 2000 John Wiley & Sons, Inc. [References: 36]
机译:各种宏观动力学模型,即Avrami模型,Tobin模型和Ozawa模型,用于描述间同立构聚丙烯(s-PP)在非等温条件下的结晶过程。 Avrami模型和Tobin模型均显示出对实验数据的公正描述。发现Avrami指数n(a)的范围为2.4到5.3,而Tobin指数为2。发现n(t)在3.1至6.7的范围内。发现小泽模型很好地描述了s-PP的非等温结晶动力学。 Ziabicki的动力学结晶性表明,以单位冷却速率冷却时,聚合物从熔体中的结晶能力也得到了评估,发现其范围为0.93至1.40℃s(-1)。基于Augis-Bennett方法的非等温结晶的能垒范围为-78.6至-108.1 kJ mol(-1)。 (C)2000 John Wiley&Sons,Inc. [参考:36]

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