Fractional-Order Asymptotical Phase Shifter With Flat Magnitude Response

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Authors

Šotner, Roman
Langhammer, Lukáš
Jeřábek, Jan
Dostál, Tomáš

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Referee

Mark

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IEEE
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Abstract

This work deals with design of fractional-order asymptotical phase shifter having constant magnitude response within almost three decades (100 Hz – 100 kHz) and frequency dependent phase difference going from 0 to 45 degrees. PSpice simulations employing macromodels of off-the-shelf active parts brought the results suitable for brief analysis of the complete solution of our phase shifter in both frequency and time domain. Magnitude flatness with only ±0.3 dB variation and maximal phase error in the middle of operational bandwidth 3.7 degrees prove very good performance of designed circuit.
This work deals with design of fractional-order asymptotical phase shifter having constant magnitude response within almost three decades (100 Hz – 100 kHz) and frequency dependent phase difference going from 0 to 45 degrees. PSpice simulations employing macromodels of off-the-shelf active parts brought the results suitable for brief analysis of the complete solution of our phase shifter in both frequency and time domain. Magnitude flatness with only ±0.3 dB variation and maximal phase error in the middle of operational bandwidth 3.7 degrees prove very good performance of designed circuit.

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Proceedings of the 2019 17th IEEE International New Circuits and Systems Conference (NEWCAS 2019). 2019, p. 1-4.
https://www.newcas2019.org/

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Peer-reviewed

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en

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