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Fractional Order Oscillator Design Based on Two-Port Network

机译:基于二端口网络的分数阶振荡器设计

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In this paper, a general analysis of the generation for all possible fractional order oscillators based on two-port network is presented. Three different two-port network classifications are used with three external single impedances, where two are fractional order capacitors and a resistor. Three possible impedance combinations for each classification are investigated, which give nine possible oscillators. The characteristic equation, oscillation frequency and condition for each presented topology are derived in terms of the transmission matrix elements and the fractional order parameters and . Mapping between some cases is also illustrated based on similarity in the characteristic equation. The use of fractional order elements and adds extra degrees of freedom, which increases the design flexibility and frequency band, and provides extra constraints on the phase difference. Study of four different active elements, such as voltage-controlled current source, gyrator, op-amp-based network, and second-generation current-conveyor-based network, serve as a two-port network is presented. The general analytical formulas of the oscillation frequency and condition as well as the phase difference between the two oscillatory outputs are derived and summarized in tables for each designed oscillator network. A comparison between fractional order oscillators with their integer order counterparts is also illustrated where some designs cannot work in the integer case. Numerical Spice simulations and experimental results are given to validate the presented analysis.
机译:在本文中,对基于二端口网络的所有可能的分数阶振荡器的产生进行了一般分析。三种不同的两端口网络分类与三种外部单个阻抗一起使用,其中两个是分数阶电容器和一个电阻器。对于每种分类,研究了三种可能的阻抗组合,这些组合给出了九种可能的振荡器。根据传输矩阵元素和分数阶参数和,得出了每种拓扑结构的特征方程,振荡频率和条件。还基于特征方程中的相似性说明了一些情况之间的映射。使用分数阶元素并增加了额外的自由度,这增加了设计的灵活性和频带,并对相位差提供了额外的约束。提出了对四个不同的有源元件的研究,如电压控制电流源,回转器,基于运算放大器的网络和基于第二代电流传送器的网络,它们是一个两端口网络。对于每个设计的振荡器网络,推导并总结了两个振荡输出之间的振荡频率和条件以及相位差的一般分析公式。还说明了分数阶振荡器与其整数阶对应物之间的比较,其中某些设计无法在整数情况下工作。给出了数值Spice仿真和实验结果以验证所提出的分析。

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