RPSDULVRQ EHWZHHQ ' LULFKOHW-5 RELQ DQG 1 HXPDQQ-5 RELQ , QWHUIDFH & RQGLWLRQV LQ & + 7 3 UREOHPV

@inproceedings{Moretti2018RPSDULVRQE,
  title={RPSDULVRQ EHWZHHQ ' LULFKOHW-5 RELQ DQG 1 HXPDQQ-5 RELQ , QWHUIDFH & RQGLWLRQV LQ & + 7 3 UREOHPV},
  author={R Moretti and Marc Errera},
  year={2018}
}
± This paper presents and compares the stability and the performance of tw o different boundary conditions in steady conjugate heat transfer (CHT) problems. The Dirichlet-Robin interface and the Neumann-Robin interface condition have been implemented. The choice between the two interface conditions depends on th e numerical Biot number that is a local representation of the thermal fluid-structure interaction and plays a key role in the stability of the coupling process. The coupling coefficient… CONTINUE READING

References

Publications referenced by this paper.
SHOWING 1-10 OF 11 REFERENCES

3Stability

R. Moretti, M. P. Errera, V. Couaillier, F. Feyel
  • convergence and optimization of interface treatments in weak and strong thermal fluid-structure interaction, ́ I t. J. Therm. Sci. , vol. 126, pp. 23-37
  • 2018

M

R. El Khoury
  • P. (UUHUD . (O .KRXU\ 0 1HPHU 3(IILFLHQF\ RI FRXSOLQJ VFKHPHV IRU WKH WUHDWPHQW RI VWHDG\ state fluid-VWUXFWXUH WKHUPDO LQWHUDFWLRQV ́ Int. J. Therm. Sci. , vol. 115, pp. 225-235
  • 2017
VIEW 1 EXCERPT

S

M. P. Errera
  • Chemin, 3Optimal solutions of numerical interface conditions in fluid-structure therm al analysis,́ J. Comput. Phys. , vol. 245, supplement C, pp. 431-455
  • 2013
VIEW 2 EXCERPTS

The theory of difference schemes: an introduction

S. K. Godunov, V. S. Ryabenkii
  • Amsterdam, North-Holland
  • 1964
VIEW 1 EXCERPT