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Numerical Modeling of Nonisothermal Polymer Crystallization Kinetics: Flow and Thermal Effects

机译:非等温聚合物结晶动力学的数值模型:流动和热效应

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摘要

A numerical model able to simulate polymer crystallization under nonisothermal flows is developed. It is based on the assumption that the trace of the extra-stress tensor, calculated according to a viscoelastic multimode Upper Convected Maxwell (UCM) model, is the driving force of the flow-induced extra nucleation. Two distinct sets of Schneider equations are used to describe the growth of thermally and flow induced nuclei. The model is then coupled with the momentum equations and the energy equation. As an application, a shear flow configuration between two plates (Cou-ette flow) is simulated. The relative influence of the mechanical and thermal phenomena on the crystallization development as well as the final morphology distribution is then analyzed as a function of the shearing intensity and the cooling kinetics, in terms of nucleation density and crystallite mean sizes.
机译:建立了能够模拟非等温流动下聚合物结晶的数值模型。它基于这样的假设:根据粘弹性多模上对流麦克斯韦(UCM)模型计算的超应力张量的轨迹是流动引起的超形核的驱动力。两个不同的Schneider方程组用于描述热核和流感应核的增长。然后将模型与动量方程式和能量方程式耦合。作为一种应用,模拟了两块板之间的剪切流动配置(Cou-ette流)。然后,根据成核密度和微晶平均尺寸,根据剪切强度和冷却动力学,分析了机械和热现象对结晶发展以及最终形态分布的相对影响。

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