Research on synthetic method of binary fractional reactance networks

Fractional calculus is more accurate and concise in describing many phenomena, so the study of the fractional synthesis method is of great significance. In this paper, a definition of bivariate equivalent positive reality is given. Based on this definition, several poles of the bivariate reactance function are given. The definition of the bivariable minimum reactance function is given, and based on the Brune node form of several poles extracted in this paper and its applicable conditions, a Brune synthesis method for the bivariable reactance function is proposed. An application example is also given.