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Dynamic range improvement of new leap-frog filter using numerical optimization

机译:基于数值优化的新型越级滤波器动态范围改进

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In this paper the dynamic-range optimization of a new class of low-pass active-RC filters, based on the leap-frog topology is presented, using the MATLAB Optimization Toolbox. The new structure is a simplified leap-frog structure with a reduced number of components, reduced complexity, and permitting a straightforward design procedure. It is most suitable for the nonbalanced-to-ground version of low-sensitivity filters. As an illustration of the efficiency of the proposed new leap-frog filter, a sensitivity analysis using Monte Carlo runs was performed on examples with Butterworth and Chebyshev 0.5dB pass-band ripple low-pass filters. A comparison with other common filters such as standard leap-frog filters and single-amplifier Biquads demonstrates the sensitivity improvement obtained with the new filters. In this paper we present a numerical method of optimizing these new filters for improved dynamic range.
机译:在本文中,使用MATLAB Optimization Toolbox,基于跳变拓扑,提出了一种新型的低通有源RC滤波器的动态范围优化。新的结构是简化的跨跃结构,具有减少的组件数量,降低的复杂性并允许简单的设计过程。它最适用于低灵敏度滤波器的非平衡接地版本。为了说明所提出的新型跳蛙式滤波器的效率,对Butterworth和Chebyshev 0.5dB通带纹波低通滤波器的示例进行了使用Monte Carlo运算的灵敏度分析。与其他常见的滤波器(例如标准的跳越式滤波器和单放大器Biquads)进行比较,可以证明新滤波器的灵敏度得到了提高。在本文中,我们提出了一种优化这些新滤波器以提高动态范围的数值方法。

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