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Numerical simulation of double-layer optical fiber coating using Oldroyd 8-constant fluid as a coating material

机译:以Oldroyd 8常数流体为涂层材料的双层光纤涂层的数值模拟

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Polymer flow during wire coating in a pressure type coating die has been simulated under non-isothermal conditions. The flow is dependent on the wire velocity, geometry of the die, and the viscosity of the polymer. The constitutive equation of an Oldroyd 8-constant fluid is used to characterize the rheology of the polymer melt. The equation describing the flow of polymer melt inside the die is solved (i) analytically by applying optimal homotopy asymptotic method and (ii) numerically by shooting method with Runge-Kutta-Fehlberg algorithm. The convergence of the series solution is established. The effect of physical characteristics of the problem has been discussed in detail through graphs by assigning numerical values for several parameters of interest. At the end, this study is also compared with the published work as a particular case and good agreement is found.
机译:已经在非等温条件下模拟了在压力型涂布模头中进行导线涂布时的聚合物流动。流量取决于线速度,模具的几何形状以及聚合物的粘度。 Oldroyd 8常数流体的本构方程用于表征聚合物熔体的流变性。描述模具内部聚合物熔体流动的方程式(i)通过应用最佳同伦渐近方法进行解析,并且(ii)通过使用Runge-Kutta-Fehlberg算法的射击方法进行数值求解。建立了级数解的收敛性。通过为几个感兴趣的参数分配数值,已通过图形详细讨论了问题的物理特性的影响。最后,还将该研究与已发表的研究成果进行了比较,并得出了很好的共识。

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