Electronic realisation technique for fractional order integrators

Electronic realisation technique for fractional order integrators

In this study, a new method is presented for the realisation of the fractional order integrator. First, integer order approximate methods are analysed, then based on this analysis and using existing successfully applied approximate methods given in the literature, the design of fractional order inte...

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Main Authors: Ali Yüce, Nusret Tan
Format: Article
Language:English
Published: Wiley 2019-11-01
Series:The Journal of Engineering
Subjects:
active networks
operational amplifiers
approximation theory
circuit simulation
matlab
national instruments
multisim software
operational amplifier
fractance elements
active circuit elements
fractional order integrator circuits
integer order approximate methods
electronic realisation technique
Online Access:https://digital-library.theiet.org/content/journals/10.1049/joe.2019.1024
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spelling doaj-e9985854d485443db7d3fac5ef9507082021-04-02T12:45:52ZengWileyThe Journal of Engineering2051-33052019-11-0110.1049/joe.2019.1024JOE.2019.1024Electronic realisation technique for fractional order integratorsAli Yüce0Nusret Tan1Air Force NCO Higher Vocational School, National Defense UniversityInonu UniversityIn this study, a new method is presented for the realisation of the fractional order integrator. First, integer order approximate methods are analysed, then based on this analysis and using existing successfully applied approximate methods given in the literature, the design of fractional order integrators with active circuit elements is studied. In other words, fractance elements are developed. Operational amplifier is preferred in the design of fractional order integrator. Time responses of fractional order integrator circuits are computed by using Multisim software of National Instruments. Then the results are compared and verified with the results obtained from Matlab.https://digital-library.theiet.org/content/journals/10.1049/joe.2019.1024active networksoperational amplifiersapproximation theorycircuit simulationmatlabmatlabnational instrumentsmultisim softwareoperational amplifierfractance elementsactive circuit elementsfractional order integrator circuitsinteger order approximate methodselectronic realisation technique
collection DOAJ
language English
format Article
sources DOAJ
author Ali Yüce
Nusret Tan
spellingShingle Ali Yüce
Nusret Tan
Electronic realisation technique for fractional order integrators
The Journal of Engineering
active networks
operational amplifiers
approximation theory
circuit simulation
matlab
matlab
national instruments
multisim software
operational amplifier
fractance elements
active circuit elements
fractional order integrator circuits
integer order approximate methods
electronic realisation technique
author_facet Ali Yüce
Nusret Tan
author_sort Ali Yüce
title Electronic realisation technique for fractional order integrators
title_short Electronic realisation technique for fractional order integrators
title_full Electronic realisation technique for fractional order integrators
title_fullStr Electronic realisation technique for fractional order integrators
title_full_unstemmed Electronic realisation technique for fractional order integrators
title_sort electronic realisation technique for fractional order integrators
publisher Wiley
series The Journal of Engineering
issn 2051-3305
publishDate 2019-11-01
description In this study, a new method is presented for the realisation of the fractional order integrator. First, integer order approximate methods are analysed, then based on this analysis and using existing successfully applied approximate methods given in the literature, the design of fractional order integrators with active circuit elements is studied. In other words, fractance elements are developed. Operational amplifier is preferred in the design of fractional order integrator. Time responses of fractional order integrator circuits are computed by using Multisim software of National Instruments. Then the results are compared and verified with the results obtained from Matlab.
topic active networks
operational amplifiers
approximation theory
circuit simulation
matlab
matlab
national instruments
multisim software
operational amplifier
fractance elements
active circuit elements
fractional order integrator circuits
integer order approximate methods
electronic realisation technique
url https://digital-library.theiet.org/content/journals/10.1049/joe.2019.1024
work_keys_str_mv AT aliyuce electronicrealisationtechniqueforfractionalorderintegrators
AT nusrettan electronicrealisationtechniqueforfractionalorderintegrators
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