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Feasibility and optimization of the hollow optical fiber drawing process

机译:中空光纤拉丝工艺的可行性与优化

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The drawing process for the fabrication of a hollow optical fiber involves the flow of glass, which is largely heated by thermal radiation, in an inert gas environment. It is critical to maintain the central core, which can collapse if the thermal conditions are not properly imposed and controlled. This paper presents the analysis and simulation of this complicated process. A numerical model is developed, validated, and applied to simulate the hollow optical fiber drawing process under a wide range of boundary conditions, particularly draw speed, tension, and temperature. A feasible domain of the drawing process is identified to give the range of the drawing parameters for which the geometry of the fiber is maintained and collapse of the core and viscous rupture of the fiber are avoided. The effects of drawing temperature and feeding speed, which are crucial factors in determining the geometry and quality of the fiber, are investigated in detail. A multi-variable unconstrained optimal design problem is posed and considered in terms of the feasible domain. An appropriate objective function, comprised of the maximum velocity lag, thermally induced defect concentration and draw tension, is proposed to quantify the quality of the hollow fiber. The univariate search method is then applied to obtain the optimal drawing temperature and feeding speed. This study provides a basis for the optimization of hollow fiber drawing process and indicates that a substantial improvement in fiber quality can be achieved.
机译:用于制造中空光纤的拉制工艺涉及在惰性气体环境中玻璃的流动,该玻璃流动在很大程度上由热辐射加热。维护中心核心至关重要,如果未适当施加和控制热条件,中心核心可能会崩溃。本文介绍了此复杂过程的分析和仿真。开发,验证并应用了一个数值模型,以模拟大范围边界条件(尤其是拉伸速度,张力和温度)下的中空光纤拉伸过程。确定拉伸过程的可行范围,以提供拉伸参数的范围,在该范围内可以保持纤维的几何形状并避免纤芯塌陷和纤维的粘性断裂。详细研究了牵伸温度和进料速度的影响,这是确定纤维的几何形状和质量的关键因素。提出了一个多变量无约束最优设计问题,并根据可行域进行了考虑。提出了一个适当的目标函数,包括最大速度滞后,热引起的缺陷浓度和拉伸张力,以量化中空纤维的质量。然后应用单变量搜索方法以获得最佳拉伸温度和进给速度。这项研究为优化中空纤维拉伸工艺提供了基础,并表明可以实现纤维质量的显着改善。

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