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Linking models of polymerization and dynamics to predict branched polymer structure and flow.

机译:链接聚合和动力学模型以预测支链聚合物的结构和流量。

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摘要

We present a predictive scheme connecting the topological structure of highly branched entangled polymers, with industrial-level complexity, to the emergent viscoelasticity of the polymer melt. The scheme is able to calculate the linear and nonlinear viscoelasticity of a stochastically branched “high-pressure free radical” polymer melt as a function of the chemical kinetics of its formation. The method combines numerical simulation of polymerization with the tube/entanglement physics of polymer dynamics extended to fully nonlinear response. We compare calculations for a series of low-density polyethylenes with experiments on structural and viscoelastic properties. The method provides a window onto the molecular processes responsible for the optimized rheology of these melts, connecting fundamental science to process in complex flow, and opens up the in silico design of new materials.
机译:我们提出了一种预测方案,该方案将高度支化的纠缠聚合物的拓扑结构与工业水平的复杂性连接到聚合物熔体的新兴粘弹性上。该方案能够根据其形成的化学动力学来计算随机分支的“高压自由基”聚合物熔体的线性和非线性粘弹性。该方法将聚合的数值模拟与扩展到完全非线性响应的聚合物动力学的管/缠结物理原理相结合。我们将一系列低密度聚乙烯的计算结果与结构和粘弹性的实验进行了比较。该方法为负责这些熔体的最佳流变学的分子过程提供了一个窗口,将基础科学与复杂流动中的过程联系起来,并打开了新材料的计算机设计。

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