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Model of laser-driven mass transport in thin films of dye-functionalized polymers

机译:染料官能化聚合物薄膜中激光驱动的传质模型

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Based on Newtonian fluid dynamic relations, a model is constructed to describe laser-induced mass transport in thin films of polymers containing isomerizable azobenzene chromophores, in which surface profile diffraction gratings can be inscribed with an interference pattern of coherent light. The Navier-Stokes equations for laminar flow of a viscous fluid are developed to relate velocity components in the film to pressure gradients in the polymer film, by definition of boundary layer conditions. This general laminar flow model is applicable to the formation of surface gratings through a variety of mechanisms. Considering the mechanism of an isomerization-driven free volume expansion to produce internal pressure gradients, a specific model is developed to describe polymer flow resulting from laser-induced isomerization of the bulky chromophores. This yields an expression relating the time evolution of the surface gratings to properties which could be varied experimentally, such as those of the irradiating light, inscription geometry, and bulk polymer, which incorporates no arbitrary fitting parameters or integration constants. In the general model, the rate of grating inscription is predicted to vary directly with the intensity of the inscription laser, to vary inversely with the molecular weight of the polymer below the limit of entanglement, and to scale with the third power of the initial thickness of the film. Considering an isomerization pressure mechanism, the model predicts the rate of grating inscription to further vary with the free volume requirements of the induced geometric transformation of the dye molecules, and the polarization state of the inscription laser. Predictions from the model were tested against the results of experiments to vary these parameters, and are shown to be in good agreement. (C) 1998 American Institute of Physics. [References: 51]
机译:基于牛顿流体动力学关系,构建了一个模型来描述包含可异构化的偶氮苯生色团的聚合物薄膜中激光诱导的质量传输,其中表面轮廓衍射光栅可以刻有相干光的干涉图样。通过定义边界层条件,开发了用于粘性流体层流的Navier-Stokes方程,将膜中的速度分量与聚合物膜中的压力梯度相关联。这种一般的层流模型适用于通过各种机制形成表面光栅。考虑到异构化驱动的自由体积膨胀产生内部压力梯度的机理,开发了一个特定的模型来描述由大体积生色团的激光诱导异构化产生的聚合物流。这产生了一个表达式,该表达式将表面光栅的时间演变与可以通过实验改变的特性相关联,例如照射光,铭文几何形状和本体聚合物的特性,这些特性不包含任意拟合参数或积分常数。在一般模型中,预计光栅铭刻的速率将随铭刻激光的强度直接变化,与聚合物的分子量(在纠缠极限以下)成反比,并随初始厚度的三次方成比例变化电影的考虑到异构化压力机制,该模型预测光栅铭刻的速率将进一步随染料分子的诱导几何变换的自由体积要求以及铭刻激光的偏振态而变化。针对改变这些参数的实验结果测试了模型的预测,并显示出很好的一致性。 (C)1998美国物理研究所。 [参考:51]

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