BOUNDARY ELEMENT METHOD APPLIED TO STEADY PERIODIC HEAT CONDUCTION

This paper describes implementation of the boundary element method to steady periodic heat-conduction problems. The use of a complex harmonic representation of the solution reduces the time-dependent parabolic partial differential equation to a time-independent Helmholtz equation. A simple numerical...

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Vydané v:Numerical heat transfer. Part A, Applications Ročník 19; číslo 1; s. 117 - 124
Hlavní autori: Yang, Shi Chao, Zheng, Guo Rong
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: Taylor & Francis Group 01.01.1991
ISSN:1040-7782, 1521-0634
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Abstract This paper describes implementation of the boundary element method to steady periodic heat-conduction problems. The use of a complex harmonic representation of the solution reduces the time-dependent parabolic partial differential equation to a time-independent Helmholtz equation. A simple numerical example is given, and excellent correlation with the analytical solution is achieved.
AbstractList This paper describes implementation of the boundary element method to steady periodic heat-conduction problems. The use of a complex harmonic representation of the solution reduces the time-dependent parabolic partial differential equation to a time-independent Helmholtz equation. A simple numerical example is given, and excellent correlation with the analytical solution is achieved.
Author Yang, Shi Chao
Zheng, Guo Rong
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Brebbia C. A. (CIT0003) 1980
Patankar S. V. (CIT0001) 1983
Yang S. C. (CIT0004) 1988
Jin H. (CIT0005) 1985; 1
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  doi: 10.1080/10407788908944702
– volume-title: Boundary Element Techniques in Engineering
  year: 1980
  ident: CIT0003
– volume-title: Master's thesis
  year: 1988
  ident: CIT0004
– volume: 1
  start-page: 2
  volume-title: Boundary Element VII
  year: 1985
  ident: CIT0005
– start-page: 3
  volume-title: Numerical Methods in Thermal Problems
  year: 1983
  ident: CIT0001
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Title BOUNDARY ELEMENT METHOD APPLIED TO STEADY PERIODIC HEAT CONDUCTION
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