侵略空间映射在共模抑制差模宽带带通滤波器自动设计中的应用

M. Sans, J. Selga, P. Vélez, Ana Rodríguez, J. Bonache, V. Boria, F. Martín
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引用次数: 1

摘要

本文主要研究了通过导纳逆变器耦合的基于镜像阶跃阻抗谐振器的微带差模(平衡)宽带带通滤波器的自动化设计。镜面SIRs的中心金属片引入了共模传输零点,有助于在差分滤波器通带中抑制该模式。本文的主要相关和新颖之处在于实现了一种无人值守滤波器设计算法,该算法能够自动提供满足预定规格的这些差分滤波器的滤波器布局。优化算法基于两步主动空间映射(ASM)方案。第一种ASM算法给出了最优滤波原理图;也就是说,它重新计算谐振器的集总元素和传输线部分(阻抗逆变器)的电长度,以补偿与逆变器有限功能相关的带宽减少。一旦确定了提供所需规格的滤波器原理图(最佳原理图),第二个ASM就会自动生成滤波器布局。通过设计以f0 = 2.4 GHz为中心的40%分数带宽(对应43.96% -3dB分数带宽)的5阶共模抑制平衡切比舍夫带通滤波器,验证了两步ASM算法。滤波器设计是在完全无人值守的方案下实现的,并且响应满足非常好的近似规范。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of aggressive space mapping (ASM) to the automated design of differential-mode wideband bandpass filters with common-mode suppression
This paper is focused on the automated design of microstrip differential-mode (balanced) wideband bandpass filters based on mirrored stepped impedance resonators (SIRs) coupled through admittance inverters. The central metallic patches of the mirrored SIRs introduce common-mode transmission zeros, useful for the suppression of that mode in the differential filter pass band. The main relevant and novel aspect of this paper is the implementation of an unattended filter design algorithm, able to automatically provide the filter layout of these differential filters satisfying predefined specifications. The optimization algorithm is based on a two-step aggressive space mapping (ASM) scheme. The first ASM algorithm provides the optimum filter schematic; namely, it recalculates the lumped elements of the resonators and the electrical lengths of the transmission line sections (impedance inverters), in order to compensate the bandwidth reduction related to the limited functionality of the inverters. Once the filter schematic providing the required specifications (optimum schematic) is determined, the second ASM automatically generates the filter layout. The two-step ASM algorithm is validated through the design of an order-5 common-mode suppressed balanced Chebyshev bandpass filter with 40% fractional bandwidth (corresponding to 43.96% -3dB fractional bandwidth) centered at f0 = 2.4 GHz. Filter design is achieved following a completely unattended scheme, and the response satisfies the specifications to a very good approximation.
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