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FEM Analysis of Conical Type Coaxial Open-ended Probe for Dielectric Measurement

机译:介电测量圆锥型同轴开放式探针的有限元分析

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This paper deals with a numerical modelling technique based on finite elements method (FEM) in microwave frequency for computing the dielectric constant and loss factor of a homogeneous dielectric material by using conical-type coaxial probe. This sort of probe can be easily inserted into a wide range of biological tissue types and semi-rigid materials like rubber, some plastics, and organic materials (ex: dairy, butter, etc. for measuring moisture content). Where his feature is considered to be very important in biological and industrial applications. The measuring principle is based on detecting conductance and capacitance change with respect to the dielectric mass movement in the fringe electrical field. A three-dimensional finite-element formulation is employed in the dielectric material region and a small neighbouring region of the probe structure on which it is mounted. The electrical input admittance as well as the reflection coefficient are found from the finite-element analysis. From this, the conductance and capacitance related to the conical probe and fringing field are calculated and consequently the dielectric constant and loss factor are determined. In contrast to many other modelling techniques used for coaxial probe which are approximate and hence limited, the finite-element model is more exact and is applicable to complicated geometries. To demonstrate the accuracy of the numerical model, a parallel experimental study was carried out in the laboratory for the same geometric dimensions. The two results are compared and show excellent agreement, and also demonstrating that finite-element modelling is a good approach for optimized conical coaxial probe design.
机译:本文研究了一种基于有限元法(FEM)的微波频率数值建模技术,以利用锥形同轴探针计算均匀介电材料的介电常数和损耗因子。这种探针可以轻松插入各种各样的生物组织类型和半刚性材料中,例如橡胶,某些塑料和有机材料(例如:用于测量水分含量的乳制品,黄油等)。在生物学和工业应用中,他的功能被认为非常重要的地方。测量原理是基于检测相对于边缘电场中电介质质量运动的电导和电容变化。在介电材料区域和安装有它的探针结构的较小相邻区域中采用了三维有限元公式。从有限元分析中可以找到电输入导纳和反射系数。据此,计算出与锥形探针和边缘场有关的电导和电容,从而确定介电常数和损耗因子。与用于同轴探针的许多其他建模技术相比,这些技术是近似的,因此受到限制,而有限元模型则更为精确,适用于复杂的几何形状。为了证明数值模型的准确性,在实验室中对相同的几何尺寸进行了并行实验研究。比较这两个结果并显示出极好的一致性,并且还证明了有限元建模是优化锥形同轴探针设计的一种好方法。

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