Detail publikace

Mathematical Model of the Unsteady Fluid Flow Through Tee-Junction

Originální název

Mathematical Model of the Unsteady Fluid Flow Through Tee-Junction

Anglický název

Mathematical Model of the Unsteady Fluid Flow Through Tee-Junction

Jazyk

en

Originální abstrakt

The reason why to deal with mathematical model of tee-junction is to find a way how to treat the tee-junction as a pipe-line net element. The current mathematical models Kenji [3] are rather simple based on wrong assumptions and useless for our purpose. The new mathematical model of tee-junction will be showed in this article. This model is possible to use for unsteady fluid flow. The only problem is to determined so-called substitute length of branches of tee junction which appears in unsteady terms of the mathematical model. The first approaching how to set these substitute lengths and first results based on the numerical modeling of fluid flow in the tee-junction will be introduced in this article.

Anglický abstrakt

The reason why to deal with mathematical model of tee-junction is to find a way how to treat the tee-junction as a pipe-line net element. The current mathematical models Kenji [3] are rather simple based on wrong assumptions and useless for our purpose. The new mathematical model of tee-junction will be showed in this article. This model is possible to use for unsteady fluid flow. The only problem is to determined so-called substitute length of branches of tee junction which appears in unsteady terms of the mathematical model. The first approaching how to set these substitute lengths and first results based on the numerical modeling of fluid flow in the tee-junction will be introduced in this article.

BibTex


@article{BUT44506,
  author="Jaroslav {Štigler}",
  title="Mathematical Model of the Unsteady Fluid Flow Through Tee-Junction",
  annote="The reason why to deal with mathematical model of tee-junction is to find a way how to treat the tee-junction as a pipe-line net element. The current mathematical models Kenji [3] are rather simple based on wrong assumptions and useless for our purpose. The new mathematical model of tee-junction will be showed in this article. This model is possible to use for unsteady fluid flow. The only problem is to determined so-called substitute length of branches of tee junction which appears in unsteady terms of the mathematical model. The first approaching how to set these substitute lengths and first results based on the numerical modeling of fluid flow in the tee-junction will be introduced in this article.",
  address="Politehnica University of Timisoara, Romania",
  chapter="44506",
  institution="Politehnica University of Timisoara, Romania",
  journal="Buletinul Stiintific al Universitatii "Politechnica" din Timisoara Romania",
  number="6",
  volume="52 (66)",
  year="2007",
  month="october",
  pages="83--92",
  publisher="Politehnica University of Timisoara, Romania",
  type="journal article - other"
}