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Comparison of Fractional-Order Transfer Functions to Approximate Lowpass Butterworth Magnitude Responses

机译:分数阶传递函数与近似低通巴特沃斯幅值响应的比较

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摘要

Three fractional-order transfer functions are analyzed for differences in realizing () order lowpass filters approximating a traditional Butterworth magnitude response. These transfer functions are realized by replacing traditional capacitors with fractional-order capacitors ( where ) in biquadratic filter topologies. This analysis examines the differences in least squares error, stability, 3 dB frequency, higher-order implementations, and parameter sensitivity to determine the most suitable () order transfer function for the approximated Butterworth magnitude responses. Each fractional-order transfer function for is realized using a Tow-Thomas biquad a verified using SPICE simulations.
机译:分析了三个分数阶传递函数,以求近似传统Butterworth幅度响应的()阶低通滤波器的实现差异。这些传递函数是通过在双二次滤波器拓扑中用分数阶电容器(where)代替传统电容器来实现的。该分析检查了最小平方误差,稳定性,3 dB频率,高阶实现方式和参数灵敏度的差异,以确定近似的Butterworth幅度响应的最合适()阶传递函数。使用由SPICE模拟验证的Tow-Thomas biquad实现了每个分数阶传递函数。

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