Wu Gangxiong, Wu Hao, Qin Wei, Shi Jin, Zhang Wei, Lin Longlong, Li Qian
School of Information Science and Technology, Nantong University, Nantong 226019, China.
Research Center for Intelligent Information Technology, Nantong University, Nantong 226019, China.
Micromachines (Basel). 2023 Feb 10;14(2):424. doi: 10.3390/mi14020424.
In this paper, a switchable filter based on the microstrip line (ML) with reflectionless-bandpass-to-reflectionless-bandstop responses is designed, theoretically validated, and fabricated. This single-port reflectionless bandpass filter (R-BPF) consists of a BPF and a shunt-connected bandstop section with terminated absorption resistors. The single-port reflectionless bandstop filter (R-BSF) is made of a BSF and a parallel bandpass circuit with terminated absorption resistors. These two reflectionless operational modes, namely R-BPF and R-BSF, are allowed to reconfigure the multifunctional filtering device using PIN diodes. In addition, a theoretical analysis of terminal impedance is performed to illustrate the working mechanism of the reflectionless response. To demonstrate the application of the proposed designs, a prototype of the switchable filter for R-BPF to R-BSF responses is fabricated and measured. For the R-BPF mode, the 3-dB fractional bandwidth (FBW) is 36.75% (1.67-2.42 GHz) with a 10-dB reflectionless bandwidth (RBW) of 1.36-2.58 GHz (i.e., FBW of 61.9%). For the R-BSF mode, the 10-dB bandwidth is 13% (1.85-2.11 GHz) with a 10.7-dB RBW of 1-3 GHz (i.e., FBW of 100%). An acceptable agreement between the measured and simulated results has been achieved.
本文设计、理论验证并制作了一种基于微带线(ML)的可切换滤波器,其具有从无反射带通到无反射带阻的响应。这种单端口无反射带通滤波器(R-BPF)由一个带通滤波器和一个带有终端吸收电阻的并联带阻部分组成。单端口无反射带阻滤波器(R-BSF)由一个带阻滤波器和一个带有终端吸收电阻的并联带通电路组成。这两种无反射工作模式,即R-BPF和R-BSF,可通过PIN二极管对多功能滤波装置进行重新配置。此外,还进行了终端阻抗的理论分析,以阐明无反射响应的工作机制。为了演示所提出设计的应用,制作并测量了一个用于从R-BPF到R-BSF响应的可切换滤波器原型。对于R-BPF模式,3dB分数带宽(FBW)为36.75%(1.67 - 2.42GHz),10dB无反射带宽(RBW)为1.36 - 2.58GHz(即FBW为61.9%)。对于R-BSF模式,10dB带宽为13%(1.85 - 2.11GHz),10.7dB RBW为1 - 3GHz(即FBW为100%)。测量结果与模拟结果达成了可接受的一致性。