Detail publikace

Fractional-order model of DC motor

Originální název

Fractional-order model of DC motor

Anglický název

Fractional-order model of DC motor

Jazyk

en

Originální abstrakt

This article deals with application of fractional calculus in a model of a DC motor. The basic assumption of fractional calculus is that the classical derivative can be generalized to non-integer one. The basic definitions of fractional calculus are presented. The fractional model of DC motor is simulated by a numerical scheme based on a Grünwald-Letnikov derivative. Possible usage of fractional calculus is shown for modeling a friction in electric machines.

Anglický abstrakt

This article deals with application of fractional calculus in a model of a DC motor. The basic assumption of fractional calculus is that the classical derivative can be generalized to non-integer one. The basic definitions of fractional calculus are presented. The fractional model of DC motor is simulated by a numerical scheme based on a Grünwald-Letnikov derivative. Possible usage of fractional calculus is shown for modeling a friction in electric machines.

BibTex


@inproceedings{BUT102510,
  author="Radoslav {Cipín} and Čestmír {Ondrůšek} and Rostislav {Huzlík}",
  title="Fractional-order model of DC motor",
  annote="This article deals with application of fractional calculus in a model of a DC motor. The basic assumption of fractional calculus is that the classical derivative can be generalized to non-integer one. The basic definitions of fractional calculus are presented. The fractional model of DC motor is simulated by a numerical scheme  based  on  a  Grünwald-Letnikov  derivative.   Possible  usage  of  fractional calculus is shown for modeling a friction in electric machines.",
  address="Springer",
  booktitle="Mechatronics 2013 Recent Technological and Scientific Advances",
  chapter="102510",
  doi="10.1007/978-3-319-02294-9_46",
  edition="1",
  howpublished="print",
  institution="Springer",
  year="2013",
  month="october",
  pages="363--370",
  publisher="Springer",
  type="conference paper"
}