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Passive Synthesis of a Class of Fractional Immittance Function Based on Multivariable Theory

机译:基于多元理论的一类分数次幂函数的无源合成

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Passive synthesis of fractional driving-point immittance function is one of the most important research topics in fractional circuits. The synthesis method for a class of fractional driving-point immittance function is proposed in this paper. Firstly, the immittance function of passive fractional circuit is transformed to multivariable positive-real function by proper variable substitution. Secondly, to synthesize the function, except one variable, other high-order variables are transformed to the combination of products of different one-order variables by introducing new variables. Thirdly, synthesize the new function by traditional method. At last, substitute elements inversely twice and the final circuit for fractional driving-point immittance function can be achieved. The method is verified by giving synthesis demonstration.
机译:分数驱动点导纳函数的无源合成是分数电路中最重要的研究主题之一。提出了一类分数驱动点导纳函数的合成方法。首先,通过适当的变量替换将无源小数电路的阻抗函数转换为多变量正实函数。其次,为了综合功能,除一个变量外,通过引入新变量将其他高阶变量转换为不同一阶变量的乘积组合。第三,用传统方法合成新功能。最后,将替代元件反向两次,并且可以获得用于分数驱动点导纳功能的最终电路。通过进行综合演示验证了该方法。

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