Modeling of Passive Intermodulation Induced by Concentrated Current Density in Bent Coaxial Connectors

互调 电缆密封套 弯曲分子几何 同轴 电感 非线性系统 曲率半径 等效电路 有限元法 曲率 结构工程 工程类 声学 电气工程 电子工程 物理 放大器 几何学 数学 电压 平均曲率 CMOS芯片 量子力学 流量平均曲率
作者
Junyu Luo,Jinchun Gao,Weiling Zhuang,Ziren Wang
出处
期刊:IEEE Transactions on Microwave Theory and Techniques [IEEE Microwave Theory and Techniques Society]
卷期号:72 (8): 4457-4474
标识
DOI:10.1109/tmtt.2024.3351193
摘要

This work first reports a radio frequency (RF) tee coaxial connector, which is three-port reciprocal as a linear system but nonreciprocal as a nonlinear system. Initial experimental observations show that when the bend path of a tee connector is involved, stronger nonlinearity is found, manifested in the higher amplitude third-order intermodulation (IM3) products. According to the experimental result, the bend nonlinearity is introduced to provide explanations for extra passive intermodulation (PIM) generation in the bend of connectors resulting from nonlinear resistance and inductance caused by concentrated current density in the bend. A comprehensive analysis for bend nonlinearity was carried out using an equivalent circuit model and a finite element analysis (FEA) model, along with experimental verification. Accounting for the reflections and the extra PIM sources in the bend, an equivalent circuit model of bent connectors was developed. Considering the concentrated current density in the bend, the modified mechanism of nonlinear resistance and inductance with three modifications was investigated and an FEA model of bend was developed to evaluate the bend nonlinearity. Varying geometric parameters of the coaxial connector bend structure were simulated. It was shown that this model can be used to theoretically predict the PIM product levels for a wide variety of bent coaxial connectors. In addition, a series of PIM tests were conducted with two groups of customized bent coaxial connectors with different curvature radius, radius, and angle of bend. The measured results agree well with the predicted results, verifying the proposed model of bend nonlinearity.
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