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Analysis of axisymmetric instability in polymer melt electrospinning jet

机译:聚合物熔体静电纺丝射流轴对称不稳定性分析

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The linear stability analysis is carried out for the straight jet of a polymer melt in an electrospinning process. The stability of axisymmetric disturbances is examined in order to comprehend the onset of fiber morphology with diametric variations or bead formation along the fiber under non-isothermal electrospinning conditions. As the polymeric fluid (polylactic acid melt) is a low conductivity fluid with unentangled polymer molecules, the viscoelasticity is described using the non-linear Theological Giesekus constitutive model assuming very small axial conduction current. The non-periodic axisymmetric disturbances are imposed on the non-uniform radius jet, obtained as the solution of the 1-D slender filament governing equations and the eigenspectrum for the disturbance growth rate is constructed under the realistic melt electrospinning conditions. The growth rate corresponding to the leading mode in the eigenspectrum is found to increase with increasing surface tension forces and decrease with the enhanced external electric field. Thus, the leading growth rate behavior suggests that the classical Rayleigh-Plateau instability dominates over the conducting mode of instability for melt electrospinning. Further, the role of non-isothermal conditions in the stability behavior is examined. The convective heat transfer from electrified jet to the cooling ambiance leads to thicker fibers with greater stability to axisymmetric disturbances. The stabilizing effect of heat transfer is attributed mainly to the temperature sensitive fluid rheology. In particular, the enhancement in polymer viscosity in the jet propagation direction is responsible for the build up of stabilizing viscoelastic stress. The fluid elasticity, denoted by the flow Deborah number, also tends to stabilize the electrified jet as temperature drop along the flow increases the relaxation time of the polymer chains leading to high polymeric stress associated with the stretched chains. As crystallization of
机译:在静电纺丝过程中为聚合物熔体的直射进行线性稳定性分析。检查轴对称扰动的稳定性,以便在非等温静电纺丝条件下沿着纤维的直径变化或珠子形成的纤维形态发作。随着聚合物流体(聚乳酸熔体)是具有未触控聚合物分子的低导电性流体,假设具有非常小的轴向传导电流的非线性神学Giesekus结构型模型描述了粘弹性。非周期性轴对称扰动施加在不均匀的半径射流上,作为1-D细长细丝控制方程的溶液的溶液和扰动生长速率的eIgenspectrum在现实的熔体静电纺丝条件下构建。发现与EIGensPectrum中的前导模式对应的生长速率随着表面张力的增加和随着增强的外部电场而减小而增加。因此,领先的增长速率行为表明,经典的瑞利平台不稳定性在熔体静电纺丝的不稳定性的导电模式上占据主导地位。此外,检查非等温条件在稳定行为中的作用。从带电射流到冷却氛围的对流热传递导致较厚的纤维,具有更大的轴对称扰动稳定性。传热的稳定效果主要归因于温度敏感的流体流变学。特别地,射流传播方向中的聚合物粘度的增强负责稳定粘弹性应力的积聚。由流动脱罗拉数表示的流体弹性也倾向于稳定电气化射流,因为沿着流程的温度降低增加了聚合物链的松弛时间,导致与拉伸链相关的高聚合物应力。结晶

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