利用达林顿拓扑改进对数域滤波器带内增益

R. Arslanalp, A. T. Tola
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引用次数: 1

摘要

利用达林顿拓扑,提出了一种替代电路来克服对数域电路的带内增益问题。将这一思想应用于对数域合成的三阶椭圆滤波器。为了比较理想无限正向增益晶体管、CBIC-R晶体管和以达灵顿拓扑连接的CBIC-R晶体管的性能,进行了仿真。达林顿连接晶体管的交流响应在带内增益方面提供了更好的性能。同时还研究了THD和噪声性能。此外,电路由滤波器转角频率处的信号驱动,即f= 100khz,用于时域分析。讨论了结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
By Using Darlington Topology Improvement of In-Band Gain for the Log Domain Filters
By using Darlington topology, an alternative circuit is proposed to overcome the in-band gain problem for the log domain circuits. This idea is applied to a third order elliptic filter synthesized in the log domain. Simulations are performed in order to compare the performances of ideal transistors with infinite forward gain, CBIC-R transistors and CBIC-R transistors connected in Darlington topology. The AC response of the Darlington connected transistors gives better performance in terms of in-band gain. THD and noise performances are also investigated. In addition, the circuit is driven by a signal at the filter's corner frequency, i.e. f=100 kHz, for the time domain analysis. The results are discussed
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