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RF CAD-Assisted Nonlinear Transmission Line Model of Distributed Passive Intermodulation

机译:射频CAD辅助的分布式无源互调非线性传输线模型

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摘要

Characterisation and modelling of distributed passive intermodulation generation in planar microwave components is hampered by a priori unknown physics and location of the sources of microstrip nonlinearities. It has been shown that using even the basic two-tone PIM3 measurements in different frequency bands and in the near-field PIM probing mode on simple microstrip layouts allows identification of the dominant type of the microstrip nonlinearity and PIM generation mechanisms. Using the transmission line formulation and simple static polynomial models of the p.u.l. parameters, the set of general closed-form equations for the forward and reverse PIM products of arbitrary order can be derived from the analysis of the waves propagating on a weakly nonlinear transmission line. It has been shown that an accurate distributed model of PIM generation can be constructed with the aid of Keysight’s X-parameter methodology by cascading equivalent-circuit unit cells representing short sections of the nonlinear TL of the electrical length much smaller than the characteristic wavelength. The CAD implementation of the TLDN model allows efficient characterisation of the nonlinear models based on different polynomial approximations of the distributed nonlinearities. It has been demonstrated that the proposed modulus polynomial model provides fairly accurate approximation with only a few terms, whereas the conventional analytical polynomial model requires much higher order of the describing polynomial. The results of the presented analysis can be used for the modelling of PIM generation by arbitrary modulated signals in complex planar microwave circuits and design of low-PIM microwave circuits.
机译:先验的未知物理学和微带非线性源的位置阻碍了平面微波组件中分布式无源互调生成的表征和建模。已经显示,即使在简单的微带布局上使用不同频带中的基本二音PIM3测量值和近场PIM探测模式,也可以识别微带非线性和PIM生成机制的主要类型。使用传输线公式和p.u.l的简单静态多项式模型。通过对在弱非线性传输线上传播的波进行分析,可以得出任意参数的正向和反向PIM乘积的一般封闭形式方程组。已经证明,借助是德科技的X参数方法,可以通过级联等效电路单元来构建PIM生成的精确分布式模型,等效电路单元代表电气长度远小于特征波长的非线性TL的短部分。 TLDN模型的CAD实现可基于分布非线性的不同多项式近似来有效地表征非线性模型。已经证明,提出的模量多项式模型仅用几个项就可以提供相当准确的近似值,而常规的分析多项式模型则需要描述多项式的更高阶。分析结果可用于复杂平面微波电路中任意调制信号的PIM生成建模和低PIM微波电路的设计。

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