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  • 首页> 外文期刊>IEEE Transactions on Microwave Theory and Techniques >A Novel Coupling Matrix Synthesis Technique for Generalized Chebyshev Filters With Resonant Source–Load Connection
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    A Novel Coupling Matrix Synthesis Technique for Generalized Chebyshev Filters With Resonant Source–Load Connection

    机译:具有共振源-负载连接的广义Chebyshev滤波器的新型耦合矩阵合成技术

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    摘要

    This paper reports a novel synthesis method for microwave bandpass filters with resonant source–load connection. In effect, a network realizing $N+1$ transmission zeros (where $N$ is the number of reflection zeros) is obtained. The method is based on a prototype transversal coupling matrix $(N+2, N+2)$ with source and load connected by a resonant circuit formed by a capacitor in parallel with a frequency-invariant susceptance. To complement the proposed synthesis technique, a method of reconfiguring the transversal coupling matrix as a more practical cross-coupled circuit is outlined. The technique is based on quickly converging gradient optimization with a cost function involving generalized eigenvalues of the transversal coupling matrix and its principal upper and lower submatrices. To illustrate and validate the proposed synthesis procedure, numerical tests have been carried out. Moreover, some aspects of implementation of the resonant connection between source and load were investigated, and experimental verification was performed. A third-order generalized Chebyshev filter with four transmission zeros was designed, fabricated, and tested. The measured results validate the proposed synthesis method.
    机译:<?Pub Dtl?>本文报道了一种具有谐振源-负载连接的微波带通滤波器的新颖合成方法。实际上,一个实现 $ N + 1 $ 传输零的网络(其中 $ N $ 是反射零的数量)。该方法基于原型横向耦合矩阵 $(N + 2,N + 2)$ ,并已连接源和负载由电容器构成的谐振电路与频率不变的电纳并联。为了补充提出的合成技术,概述了一种将横向耦合矩阵重新配置为更实用的交叉耦合电路的方法。该技术基于具有成本函数的快速收敛梯度优化,该成本函数涉及横向耦合矩阵及其主要上下子矩阵的广义特征值。为了说明和验证所提出的合成程序,已进行了数值测试。此外,研究了实现源与负载之间的谐振连接的某些方面,并进行了实验验证。设计,制造和测试了具有四个透射零的三阶广义切比雪夫滤波器。测量结果验证了所提出的合成方法。

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