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A distribution kinetics approach for polymer crystallization and phase separation.

机译:聚合物结晶和相分离的分布动力学方法。

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摘要

The mechanism of polymer crystallization is extensively studied and still far away from consensus. This research adopted cluster size distribution kinetics approach to explore the kinetics of polymer crystallization and phase separation within spinodal region.; The kinetics of polymer crystallization is studied by integrating nucleation, crystal growth and ripening. Population balance equations based on crystal size distribution and concentration of amorphous polymer segments are solved numerically and the related differential moment equations are also solved. The model accounts for nucleation and crystal growth. Different mass dependences of growth and dissociation rate coefficients are proposed to investigate the fundamental features of crystal growth.; The effect of temperature is also investigated for isothermal and nonisothermal polymer crystallization. Incorporating temperature effects of nucleation and crystal growth rate, the model presents time dependencies of polymer concentration, number and size of crystals, and crystallinity for different temperatures and cooling rates. The effect of denucleation is investigated by comparing moment and numerical solutions of the population balance equations. Incubation periods introduced in nonisothermal crystallization are studied under different cooling rates and different initial temperatures.; The distribution kinetics approach is also extended to the investigation of crystallization of polymer blends. Blending effects from polymer-polymer interactions are incorporated into the diffusion coefficient. The melting temperature, activation energy of diffusion, and phase transition enthalpy also depend on polymer blends composition, and lead to characteristic kinetic behavior of crystallization. The influence of different composition is presented through the time dependence of polymer concentration, number and size of crystals, and crystallinity.; Another extended application of distribution kinetics approach is the study of the kinetics of spinodal decomposition. Spinodal decomposition occurs under conditions of large supersaturation and/or small ratio of interfacial to thermal energy when the energy barrier for nucleation is negligible. A cluster distribution kinetics model without nucleation is established to describe the unique kinetics of new phase domain growth. Population balance equations show how clusters aggregate and rapidly lead to phase separation.
机译:聚合物结晶的机理已得到广泛研究,但仍远未达成共识。这项研究采用簇大小分布动力学方法来探索在旋节线区域内聚合物结晶和相分离的动力学。通过集成成核,晶体生长和成熟来研究聚合物结晶的动力学。数值求解了基于晶体尺寸分布和非晶态聚合物链段浓度的人口平衡方程,并求解了相关的微分矩方程。该模型说明了成核和晶体生长。为了研究晶体生长的基本特征,提出了不同的质量依赖性生长和解离速率系数。还研究了温度对等温和非等温聚合物结晶的影响。结合成核和晶体生长速率的温度影响,该模型显示了聚合物浓度,晶体数量和尺寸以及不同温度和冷却速率下结晶度的时间依赖性。通过比较种群平衡方程的矩和数值解来研究去核的影响。研究了在不同的冷却速率和不同的初始温度下非等温结晶引入的孵育期。分布动力学方法还扩展到聚合物共混物结晶的研究。来自聚合物-聚合物相互作用的混合效应被纳入扩散系数。熔融温度,扩散的活化能和相变焓也取决于聚合物共混物的组成,并导致结晶的特征动力学行为。通过聚合物浓度,晶体的数量和大小以及结晶度的时间依赖性来表示不同组成的影响。分布动力学方法的另一个扩展应用是对节线轴分解动力学的研究。当成核的能垒可忽略时,在大过饱和度和/或界面能与热能之比小的条件下发生旋节线分解。建立了没有成核作用的簇分布动力学模型来描述新相域生长的独特动力学。种群平衡方程式显示了簇如何聚集并快速导致相分离。

著录项

  • 作者

    Yang, Jiao.;

  • 作者单位

    Louisiana State University and Agricultural & Mechanical College.;

  • 授予单位 Louisiana State University and Agricultural & Mechanical College.;
  • 学科 Engineering Chemical.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 145 p.
  • 总页数 145
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 化工过程(物理过程及物理化学过程);
  • 关键词

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