2021Unpublished venueRequires access

A Fractional Digital High-Pass Notch Filter

Youcef Ferdi

Open publisher page 6 citations

Abstract

In this paper, a new design method of digital high-pass notch filters is proposed by extending the classical integer order filter to the case of fractional order one. The aim of this extension is to improve the narrowing of the stopband of the first order notch filters through the introduction of a fractional exponent in the transfer function. The resulting filters can be approximately implemented using power series expansion as IIR filters via signal modeling techniques or FIR filters through truncation technique.

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What this paper is about

In this paper, a new design method of digital high-pass notch filters is proposed by extending the classical integer order filter to the case of fractional order one. The aim of this extension is to improve the narrowing of the stopband of the first order notch filters through the introduction of a fractional exponent in the transfer function. The resulting filters can be approximately implemented using power series expansion as IIR filters via signal modeling techniques or FIR filters through truncation technique.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In this paper, a new design method of digital high-pass notch filters is proposed by extending the classical integer order filter to the case of fractional order one. The aim of this extension is to improve the narrowing of the stopband of the first order notch filters through the introduction of a fractional exponent in the transfer function. The resulting filters can be approximately implemented using power series expansion as IIR filters via signal modeling techniques or FIR filters through truncation technique.

Key concepts: Stopband, Band-stop filter, Infinite impulse response, Transfer function, Prototype filter, Digital filter, Filter (signal processing), Low-pass filter

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