Control of solidification of non-conducting materials using tailored magnetic fields

Journal of Crystal Growth

Volumn 276, Issue 1-2, 2005, Pages 299-316

  Ganapathysubramanian, Baskar ^a   Zabaras, Nicholas ^a  

^a School of Operations Research and Industrial Engineering   (United States)

Author keywords

A1. Magnetic gradients; A1. Magneto hydrodynamics; A1. Microgravity; A2. Crystal growth

Indexed keywords

BOUNDARY CONDITIONS; CRYSTAL GROWTH; FLOW OF FLUIDS; MAGNETIC FIELDS; MAGNETOHYDRODYNAMICS; OPTIMIZATION;

INTERFACIAL FLUX; LORENTZ FORCES; MAGNETIC CONTROL; MAGNETIC GRADIENTS;

SOLIDIFICATION;

EID: 20344398681     PISSN: 00220248     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jcrysgro.2004.11.336     Document Type: Article

References (27)

1. D.T.J. Hurle Handbook of Crystal Growth 1994 North-Holland Amsterdam
2. O.M. Alifanov Inverse Heat Transfer Problems 1994 Springer New York
3. M.D. Gunzburger, and H.C. Lee Analysis, approximation, and computation of the coupled solid/fluid temperature control problem Comp. Methods Appl. Mech. Eng. 118 1994 133
4. R. Sampath, and N. Zabaras Inverse thermal design and control of solidification processes in the presence of a strong external magnetic field Int. J. Numer. Methods Eng. 50 2001 2489
5. G.M. Oreper, and J. Szekely The effect of a magnetic field on transport phenomena in a Bridgeman-Stockbarger crystal growth J. Crystal Growth 67 1984 405
6. S. Motakef Magnetic field elimination of convective interference with segregation during vertical Bridgeman growth of doped semi-conductors J. Crystal Growth 64 1990 550
7. D.H. Kim, P.M. Adoranto, and R.A. Brown Effect of vertical magnetic field on convection and segregation in vertical Bridgeman growth J. Crystal Growth 89 1988 339
8. H. Ben Hadid, and B. Roux Numerical study of convection in the horizontal Bridgeman configuration under the action of a constant magnetic field. 1. Two dimensional flow J. Fluid Mech. 333 1997 23
9. O. Patzold, I. Grants, U. Wunderwald, K. Jenker, A. Croll, and G. Gerbeth Vertical gradient freeze growth of GaAs with rotating magnetic field J. Crystal Growth 245 2002 237
10. P.J. Prescott, and F.P. Incropera Magnetically damped convection during solidification of a binary metal alloy Trans. ASME 115 1993 202
11. J.W. Evans, C.D. Seybert, F. Leslie, and W.K. Jones Supression/reversal of natural convection by exploiting the temperature/composition dependence of magnetic susceptibility J. Appl. Phys. 88 7 2000 4347
12. B. Ganapathysubramanian, and N. Zabaras Using magnetic field gradients to control the directional solidification of alloys and the growth of single crystals J. Crystal Growth 270 1-2 2004 255
13. R. Sampath, and N. Zabaras A functional optimization approach to an inverse magneto-convection problem Comp. Methods Appl. Mech. Engng. 190 2001 2063
14. G. Dulikravich Unified electro-magneto-fluid dynamics (EMFD) - introductory concepts Int. J. Non-Linear Mech. 32 5 1997 913
15. G. Dulikravich Unified electro-magneto-fluid dynamics (EMFD) - a survey of mathematical models Int. J. Non-Linear Mech. 32 5 1997 923
16. T. Tagawa, R. Shigemitsu, and H. Ozoe Numerical computation for Rayleigh Benard convection of water in a magnetic field Int. J. Heat Mass Transfer 46 2003 4097
17. T. Tagawa, R. Shigemitsu, and H. Ozoe Magnetizing force modelled and numerically solved for natural convection of air in a cubic enclosure effect of the direction of the magnetic field Int. J. Heat Mass Transfer 45 2002 267
18. J-L. Milward Magnetic susceptibility of cerium chloride in aqueous solution and its variation with temperature Proc. Phys. Soc. 47 1935 559 570
19. L.N. Shen Temperature and concentration dependence of the high temperature magnetic susceptibility of dilute alloys, AIP Conference proceeding Magn. Magn. Mater. 5 1972 1155
20. D. Braithwaite, E. Beaugnon, and R. Tournier Magnetically controlled convection in a paramagnetic fluid Nature 354 14 1991 134
21. J.P. Hornak, The Basics Of MRI, http://www.cis.rit.edu/htbooks/mri.
22. S.R. Thomas, L.J. Busse, and J.F. Schenck Gradient coil technology C.L. Partain R.R. Price J.A. Patton M.V. Kulkarni A.E. James Magnetic Resonance Imaging 1988 Saunders Philadelphia
23. R. Sampath, and N. Zabaras An object-oriented implementation of adjoint techniques for the design of complex continuum systems Int. J. Numer. Methods Eng. 48 2000 239
24. R. Sampath, and N. Zabaras An object-oriented implementation of a front tracking FEM for directional solidification processes Int. J. Numer. Methods Eng. 44 9 1999 1227
25. J. Qi, N.I. Wakayama, and M. Ataka Magnetic suppression of convection in protein crystal growth processes J. Crystal Growth 232 2001 132
26. T. Kimura Study on the effect of magnetic fields on polymeric materials and its application Polymer J. 35 2003 823
27. M. Yamato, T. Kimura, Magnetic alignment and crystallization behavior of istactic polystyrene, International Workshop on Materials Analysis and Processing in Magnetic Fields, Tallahassee, March 16-19, 2004, p. 38.