低灵敏度,低功耗4/sup /阶低通有源rc全极滤波器,采用阻抗逐渐变细

D. Jurišić, G. Moschytz, N. Mijat
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引用次数: 3

摘要

低灵敏度、低功耗、低通(LP) 2/sup /-和3/sup /-阶4类有源RC全极滤波器的分析设计程序,使用阻抗变细,已经发表(Moschytz, 1999)。本文将阻抗衰减法应用于lp4 /sup /阶滤波器的设计中。采用牛顿迭代法进行数值设计。解析设计的单位增益lp4 /sup /阶滤波器(Jurisic et al., 2004)可以为牛顿方法提供初始值。通过Schoeffler灵敏度和Monte Carlo PSpice仿真,研究了滤波器传递函数对无源元件公差和有源增益变化的灵敏度。巴特沃斯和切比雪夫0.5dB滤波器的实例说明了设计方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Low-sensitivity, low-power 4/sup th/-order low-pass active-RC allpole filter using impedance tapering
The analytic design procedure of low-sensitivity, low-power, low-pass (LP) 2/sup nd/- and 3/sup rd/-order class-4 active RC allpole filters, using impedance tapering, has already been published (Moschytz, 1999). In this paper the desensitisation using impedance tapering is applied to the design of LP 4/sup th/-order filters. The numerical design procedure was performed by Newton's iterative method. Analytically designed unity-gain LP 4/sup th/-order filters (Jurisic et al., 2004) can provide initial values for Newton's method. The sensitivities of a filter transfer function to passive components tolerances, as well as active gain variation are examined by the Schoeffler sensitivity and Monte Carlo PSpice simulation. Butterworth and Chebyshev 0.5dB filter examples illustrate the design method.
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