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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >Impedance-Transforming Symmetric and Asymmetric DC Blocks
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Impedance-Transforming Symmetric and Asymmetric DC Blocks

机译:阻抗转换对称和非对称直流模块

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摘要

Design formulas of symmetric and asymmetric dc blocks are presented for achieving Chebyshev and Butterworth frequency responses. They can also be used for impedance transformers. Design formulas of symmetric dc blocks are first derived and those of asymmetric dc blocks are also computed based on the symmetric ones. For easy derivation of design formulas of the symmetric dc blocks, coupling coefficient, being proportional to bandwidth, is defined. It is then clarified that symmetric Chebyshev dc blocks are not possible for the impedance transforming. For the symmetric Butterworth dc blocks, three design methods are exploited. To verify the symmetric Butterworth dc blocks, a microstrip dc block with 50- and 25-$Omega$ termination impedances designed at a center frequency of 2 GHz was fabricated. The measured $S_{12}=S_{21}$ and $S_{11}=S_{22}$ are ${-}$ 0.19 and ${-}$ 57 dB around 2 GHz, showing quite good agreement with simulation results. Based on synthesized symmetric dc blocks, the coefficients of transfer function $vert S_{12}vert^{2}$ are calculated and design formulas of the asymmetric dc blocks are derived based on the symmetric ones. Asymmetric Chebyshev dc blocks are verified by the measurements provided in a previously published paper and asymmetric Butterworth dc blocks by the symmetric Butterworth dc block measured in this paper.
机译:给出了对称和非对称直流模块的设计公式,以实现切比雪夫和巴特沃思频率响应。它们也可以用于阻抗变压器。首先推导对称直流模块的设计公式,并根据对称直流模块的计算公式,计算非对称直流模块的设计公式。为了易于推导对称直流模块的设计公式,定义了与带宽成比例的耦合系数。然后说明,对称的切比雪夫直流块不可能用于阻抗变换。对于对称的Butterworth直流模块,采用了三种设计方法。为了验证对称的Butterworth直流模块,制造了设计为中心频率为2 GHz的具有50和25-Ω端接阻抗的微带dc模块。在2 GHz频率下,测得的$ S_ {12} = S_ {21} $和$ S_ {11} = S_ {22} $为$ {-} $ 0.19和$ {-} $ 57 dB,与仿真具有很好的一致性结果。基于合成的对称直流块,计算传递函数的系数$ vert S_ {12} vert ^ {2} $,并基于对称块推导出非对称直流块的设计公式。不对称Chebyshev直流块通过先前发表的论文中提供的测量结果进行了验证,非对称巴特沃斯DC块通过本文中测量的对称Butterworth直流块进行了验证。

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