Detail publikace

A Fractional-Order Transitional Butterworth-Butterworth Filter and Its Experimental Validation

MAHATA, S. HERENCSÁR, N. KUBÁNEK, D. KAR, R. MANDAL, D. GÖKNAR, I. C.

Originální název

A Fractional-Order Transitional Butterworth-Butterworth Filter and Its Experimental Validation

Anglický název

A Fractional-Order Transitional Butterworth-Butterworth Filter and Its Experimental Validation

Jazyk

en

Originální abstrakt

This paper introduces the generalization of the classical Transitional Butterworth-Butterworth Filter (TBBF) to the Fractional-Order (FO) domain. Stable rational approximants of the FO-TBBF are optimally realized. Several design examples demonstrate the robustness and modeling efficacy of the proposed method. Practical circuit implementation using the current feedback operational amplifier employed as an active element is presented. Experimental results endorse good agreement (R2= 0.999968) with the theoretical magnitude-frequency characteristic.

Anglický abstrakt

This paper introduces the generalization of the classical Transitional Butterworth-Butterworth Filter (TBBF) to the Fractional-Order (FO) domain. Stable rational approximants of the FO-TBBF are optimally realized. Several design examples demonstrate the robustness and modeling efficacy of the proposed method. Practical circuit implementation using the current feedback operational amplifier employed as an active element is presented. Experimental results endorse good agreement (R2= 0.999968) with the theoretical magnitude-frequency characteristic.

Plný text v Digitální knihovně

Dokumenty

BibTex


@article{BUT172542,
  author="Shibendu {Mahata} and Norbert {Herencsár} and David {Kubánek} and Rajib {Kar} and Durbadal {Mandal} and Izzet Cem {Göknar}",
  title="A Fractional-Order Transitional Butterworth-Butterworth Filter and Its Experimental Validation",
  annote="This paper introduces the generalization of the classical Transitional Butterworth-Butterworth Filter (TBBF) to the Fractional-Order (FO) domain. Stable rational approximants of the FO-TBBF are optimally realized. Several design examples demonstrate the robustness and modeling efficacy of the proposed method. Practical circuit implementation using the current feedback operational amplifier employed as an active element is presented. Experimental results endorse good agreement (R2= 0.999968) with the theoretical magnitude-frequency characteristic.",
  address="IEEE",
  chapter="172542",
  doi="10.1109/ACCESS.2021.3114182",
  howpublished="online",
  institution="IEEE",
  number="1",
  volume="9",
  year="2021",
  month="september",
  pages="129521--129527",
  publisher="IEEE",
  type="journal article in Web of Science"
}