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Computer simulation of dilute polymer solutions in transient elongational flows

机译:瞬态伸长流动中稀聚合物溶液的计算机模拟

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摘要

The behaviour of polymer molecules in solution flowing through a succession of contraction-expansion zones was simulated using the Brownian dynamics method. The velocity profile of the flow field calculated previously, assuming that the flow modification in dilute polymer solution is negligible, was used. In the vicinity of the cell symmetry axis the flow can be described as an oscillatory elongational planar flow. The dumbbell with conformation-dependent friction and elastic coefficients was chosen as a model for the polymer chain. When the initial state of the polymer chain entering the first contraction zone had corresponded to a gaussian coil the initial increase in the polymer deformation along the now direction was observed. After some time independent of the flow rate, the amplitude of deformation gradually decreased to the stationary value further in the cell where the polymer deformation followed the flow oscillations. The amplitude of the deformation oscillations showed the critical behaviour: they increased for flow rates less than a critical value and did not change with further increase in the flow rate. [References: 25]
机译:使用布朗动力学方法模拟了溶液中聚合物分子流经一系列收缩-扩展区的行为。假设稀释聚合物溶液中的流动变化可忽略不计,则使用先前计算的流场速度分布。在细胞对称轴附近,流动可以描述为振荡伸长平面流动。选择具有构象相关的摩擦系数和弹性系数的哑铃作为聚合物链的模型。当进入第一收缩区的聚合物链的初始状态与高斯线圈相对应时,观察到沿现在方向的聚合物变形的初始增加。在一段时间后,与流速无关,在聚合物变形随流动振荡而变化的单元中,变形幅度逐渐减小至固定值。变形振荡的幅度显示出临界行为:当流量小于临界值时,它们会增加,并且不会随着流量的进一步增加而变化。 [参考:25]

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