Publication Cover
Numerical Heat Transfer, Part B: Fundamentals
An International Journal of Computation and Methodology
Volume 41, 2002 - Issue 3-4
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Original Articles

A NUMERICAL STUDY OF ANISOTROPY AND CONVECTION DURING SOLIDIFICATION

Pages 309-323 | Published online: 30 Nov 2010

References

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  • J. Kaenton, G. de Vahl Davis, and E. Leonardi, Computational of Anisotropie Conduction and Solidification, in G. B. Brassington and J. C. Patterson (eds.), Proc. Seventh Australasian Heat and Mass Transfer Conf., Townsville, Australia, pp. 175-180, Chalkface Press, 2000.
  • Fletcher , C. A. J. 1991 . Computational Techniques for Fluid Dynamics , 2nd , Vol. 1 , New York : Springer . chap. 9
  • Raw , W. Y. and Lee , S. L. 1991 . Application of Weighting Function Scheme on ConvectionConduction Phase Change Problems . Int. J. Heat Mass Transfer , 34 ( 6 ) : 15031513
  • Cubberly , W. H. 1979 . Metal Handbook, Properties and Selection: Nonferrous Alloys and Pure Metals , 9th , 736 – 737 . OH : ASM, Metal Park .
  • Gau , C. and Viskanta , R. 1985 . Effect of Crystal Anisotropy on Heat Transfer During Melting and Solidification of a Metal . J. Heat Transfer , 107 : 706 – 708 .
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  • Ozisik , M. N. 1980 . Heat Conduction , New York : Wiley . chap. 11
  • Weaver , J. A. and Viskanta , R. 1989 . Effects of Anisotropie Heat Conduction on Solidification . Numer. Heat Transfer A , 15 : 181 – 195 .
  • Gau , C. and Viskanta , R. 1986 . Melting and Solidification of a Pure Metal on a Vertical Wall . J. Heat Transfer , 108 : 174 – 181 .

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