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Examination of the role of long range dipole-dipole forces on the dynamic dielectric response in liquids

机译:考察长距离偶极 - 偶极力的作用对液体动态介电响应的影响

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To isolate the influence of long range dipole-dipole forces on dielectric relaxation (internal field effect), one seeks a system for which the microscopic response (γ, molecular dipolar auto-correlation function) is well characterized and then observes the effect on the complex dielectric permittivity (ε?) ascribable to long range dipolar interactions. Generally speaking, the theory of the internal field furnishes a relation of the form Liω(?γ) = f(εo ε?, ε∞) where the values of the parameters of γ are usually unknown in advance.1,2,3 In principle, for ellipsoidal molecules with nonvanishing dipole moment components along two or more symmetry axes or for mixtures of rigid molecules, the functional form of the microscopic response is known a priori or may be determined via measurements using nonpolar solvents. In practice, the models are over-parameterized with respect to the accuracy of permittivity and loss measurements in the appropriate frequency region (microwave) and no definitive separation of the internal field influence and the long range dipolar interaction free molecular reorientation [i. e., testing of the relation f = L(?γ)] has been described in the literature.
机译:为了隔离长距离偶极子 - 偶极力对介电弛豫的影响(内部场效应),寻求一种系统,微观响应(γ,分子偶极自动相关函数)很好地表征,然后观察到对复杂的影响介电介电常数(ε≤)可易移到长距离偶极相互作用。一般而言,内部领域的理论提供LIω(γ)= F(εoε×,εν)的形式的关系,其中γ的参数值通常是预先未知的.1,2,3原理,对于沿两个或更多个对称轴的非丹偶极力矩组分或用于刚性分子的混合物的椭圆形分子,显微镜响应的功能形式是已知的,或者可以通过使用非极性溶剂通过测量来确定。在实践中,该模型相对于适当的频率区域(微波)中的介电常数和损耗测量的精度过度参数化,并且没有内部场影响的最终分离和远程偶极相互作用自由分子重新定位[i。即,在文献中描述了对关系F = L(γ)的测试。

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