Detail publikace

Telegraph Equation and its Application in Medium Voltage Line

Originální název

Telegraph Equation and its Application in Medium Voltage Line

Anglický název

Telegraph Equation and its Application in Medium Voltage Line

Jazyk

en

Originální abstrakt

Taylor series method for solving differential equations represents a non-traditional way of a numerical solution. Even though this method is not much preferred in the literature, experimental calculations done at the Department of Intelligent Systems of the Faculty of Information Technology of TU Brno have verified that the accuracy and stability of the Taylor series method exceeds the currently used algorithms for numerically solving differential equations. This paper deals with numerical solution of Telegraph equation using modeling of a series small pieces of the wire. Corresponding differential equations are solved by the Modern Taylor Series Method. As the solution is represented by a stiff problem, implicit numerical methods are presented.

Anglický abstrakt

Taylor series method for solving differential equations represents a non-traditional way of a numerical solution. Even though this method is not much preferred in the literature, experimental calculations done at the Department of Intelligent Systems of the Faculty of Information Technology of TU Brno have verified that the accuracy and stability of the Taylor series method exceeds the currently used algorithms for numerically solving differential equations. This paper deals with numerical solution of Telegraph equation using modeling of a series small pieces of the wire. Corresponding differential equations are solved by the Modern Taylor Series Method. As the solution is represented by a stiff problem, implicit numerical methods are presented.

BibTex


@inproceedings{BUT96936,
  author="Václav {Šátek} and Jiří {Kunovský} and David {Topolánek} and Václav {Vopěnka}",
  title="Telegraph Equation and its Application in Medium Voltage Line",
  annote="Taylor series method for solving differential equations represents
a non-traditional way of a numerical solution. Even though this method is not
much preferred in the literature, experimental calculations done at the
Department of Intelligent Systems of the Faculty of Information Technology of TU
Brno have verified that the accuracy and stability of the Taylor series method
exceeds the currently used algorithms for numerically solving differential
equations. This paper deals with numerical solution of Telegraph equation using
modeling of a series small pieces of the wire. Corresponding differential
equations are solved by the Modern Taylor Series Method. As the solution is
represented by a stiff problem, implicit numerical methods are presented.",
  address="Faculty of Electrical Engineering and Communication BUT",
  booktitle="Proceeding of the 13th International Scientific Conference Electric Power Engineering 2012",
  chapter="96936",
  edition="NEUVEDEN",
  howpublished="print",
  institution="Faculty of Electrical Engineering and Communication BUT",
  year="2012",
  month="may",
  pages="175--180",
  publisher="Faculty of Electrical Engineering and Communication BUT",
  type="conference paper"
}