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Anisotropic Continuum Model for the description of the Effect of Deformable Polarizable Polymer Matrix on the Nonlinear Optical Response of Incorporated Chromophores

机译:各向异性连续体模型,用于描述可变形极化聚合物基质对掺入发色团的非线性光学响应的​​影响

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In the present work the modeling of the effect of polymer matrix on the Nonlinear optical response of the incorporated chromophore is performed in the framework of the continuum approach, the anisotropy and deformability of the polarizable polymer matrix being taken into account. The chromophore is considered as embedded in the cavity of the-ellipsoidal shape, the main axes of the cavity ellipsoid being oriented along the main axes of the characteristic ellipsoid of the generalized permittivity tensor depending on the applied electric field as well as on temperature and strain tensor of the medium; the ellipsoids are chosen to be conformal. Thus, the cavity inherits the symmetry of the permittivity tensor of the anisotropic medium in the external field. The electrostatic treatment of this system with the account of standard boundary conditions is performed. The analytical expression for the local electric field experienced by the chromophore in the anisotropic medium is appropriate for modeling the macroscopic response of the polymer.
机译:在本工作中,聚合物基质对掺入发色团的非线性光学响应的​​影响在连续方法的框架中进行,可解释可极化的聚合物基质的各向异性和可变形性。发色团被认为是嵌入椭圆形形状的腔体中,腔体的主轴沿着广义介电常数张量的特性椭圆体的主轴取向,这取决于所施加的电场以及温度和菌株介质的张量;选择椭圆体被选择为共形。因此,腔体继承了外场中各向异性介质的介电常数张量的对称性。执行该系统的静电处理具有标准边界条件的算法。通过发色团在各向异性培养基中经历的局部电场的分析表达适用于对聚合物的宏观反应进行建模。

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