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Analysis and Passive Synthesis of Immittance for Fractional-Order Two-Element-Kind Circuit

机译:分数阶两元型电路近距离的分析与无源合成

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Fractional circuits have attracted an extensive attention of scholars and researchers for their superior performance and potential applications. The passive realization of the fractional-order immittance function plays an important role in fractional circuits theory, which is useful in fractional circuits design and modeling. This paper deals with the analysis and passive synthesis of fractional two-element-kind network. Firstly, the time-domain response of fractional two-element-kind network is analyzed based on its immittance function expressions, and the response shows oscillation only in fractional L beta C alpha circuits. Then, necessary and sufficient conditions to realize the fractional-order immittance functions by a passive network with only two kinds of elements are obtained in view of impedance scaling. A procedure is also proposed to realize such immittance functions using two-element-kind network. Finally, three examples are given to illustrate the proposed method.
机译:分数回路吸引了学者和研究人员的广泛关注,以获得优越的性能和潜在应用。分数级常规函数的被动实现在分数电路理论中起重要作用,这在分数电路设计和建模中是有用的。本文涉及分数双元素网络的分析和被动综合。首先,基于其迫然函数表达分析分数两元素种类网络的时域响应,并且响应仅在分数LBETA C alpha电路中显示振荡。然后,考虑到阻抗缩放,获得了仅实现了具有两种元件的被动网络的必要和充分的条件。还提出了一种方法来实现使用双元素类网络的这种迫害函数。最后,给出了三个示例来说明所提出的方法。

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