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Noninvasive Procedure for Measuring the Complex Permittivity of Resins, Catalysts, and Other Liquids Using a Partially Filled Rectangular Waveguide Structure

机译:使用部分填充的矩形波导结构测量树脂,催化剂和其他液体的复介电常数的无创方法

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摘要

A waveguide based noninvasive procedure to measure the complex permittivity of epoxy resins and catalysts normally employed in the composite industry is presented. The proposed method combines an analytical approach with a numerical optimization technique, and is based on the injection of the liquid under test beforehand into a cuvette (disposable container) with rectangular cross section. The cuvette filled with the liquid specimen is positioned at the center of a WR-340 rectangular waveguide for measuring the scattering coefficient data in the $S$-band. The approximate value of the complex permittivity of the specimen is reconstructed from the measured scattering coefficient data using the newly proposed analytical closed-form relations. These analytical expressions are based on derivation of the transcendental equation for the multilayered partially filled waveguide structure using the transverse resonance method. In order to determine quite accurate values of dielectric parameters of the liquid specimen, the experimental setup is simulated with the help of a 3-D full-wave electromagnetic field simulator and accordingly theoretical values of the scattering coefficients are computed. The complex permittivity of the liquid specimen in this case is determined using an optimization algorithm, which minimizes the error between the theoretical and measured values of scattering coefficients. To avoid the local minima problem commonly encountered with optimization routines and to increase the convergence rate, the complex permittivity of the specimen reconstructed using the analytical approach is used as the initial guess. The applicability of the overall procedure is determined by measuring a number of liquid specimens used in the composite industry.
机译:提出了一种基于波导的非侵入性方法,用于测量复合材料工业中通常使用的环氧树脂和催化剂的复介电常数。所提出的方法将分析方法与数值优化技术相结合,并且是基于事先将被测液体注入具有矩形横截面的比色杯(一次性容器)中。装有液体样品的比色杯位于WR-340矩形波导的中心,用于测量$ S $波段中的散射系数数据。样品的复介电常数的近似值是使用新提出的解析闭合形式关系从测得的散射系数数据中重建的。这些分析表达式是基于使用横向共振方法推导的多层填充波导结构的先验方程得出的。为了确定液体样品的介电参数的非常准确的值,借助于3-D全波电磁场模拟器对实验装置进行仿真,并据此计算散射系数的理论值。在这种情况下,使用优化算法确定液体样品的复介电常数,该算法可使散射系数的理论值与测量值之间的误差最小化。为了避免优化例程经常遇到的局部极小问题并提高收敛速度,使用解析方法重建的标本的复介电常数用作初始猜测。整个程序的适用性是通过测量复合工业中使用的大量液体样品来确定的。

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