Numerical simulation of heat transfer in floating zone single crystal growth process with radio-frequency induction heating

International Journal of Heat and Mass Transfer

Volumn 39, Issue 14, 1996, Pages 3035-3043

  Masuda, Y ^a   Tsukada, T ^b   Hozawa, M ^b   Imaishi, N ^c   Ohnishi, N ^d  

^a TOHOKU NATL INDUST RES INSTITUTE   (Japan)

^b TOHOKU UNIVERSITY   (Japan)

^c KYUSHU UNIVERSITY   (Japan)

^d Japan Space Utiliz Promotion Center   (Japan)

Author keywords

[No Author keywords available]

Indexed keywords

CRYSTAL GROWTH; HEAT TRANSFER; SIMULATION-NUMERICAL;

BOUNDARY ELEMENT METHOD; COMPUTER SIMULATION; CRYSTAL GROWTH; ELECTROMAGNETIC FIELDS; FINITE ELEMENT METHOD; INDUCTION HEATING; MATHEMATICAL TRANSFORMATIONS; MOLTEN MATERIALS; SINGLE CRYSTALS;

COORDINATE TRANSFORMATION METHOD; FLOATING ZONE SINGLE CRYSTAL GROWTH PROCESS; RADIOFREQUENCY INDUCTION HEATING;

HEAT TRANSFER;

EID: 0030222389     PISSN: 00179310     EISSN: None     Source Type: Journal    
DOI: 10.1016/0017-9310(95)00377-0     Document Type: Article

References (7)

1. J. L. Duranceau and R. A. Brown, Thermal-capillary analysis of small-scale floating zones: steady-state calculations, J. Crystal Growth 75, 367-389 (1986).
2. C. W. Lan and S. Kou, Heat transfer, fluid flow and interface shapes in floating-zone crystal growth, J. Crystal Growth 108, 351-366 (1991).
3. C. W. Lan and S. Kou, Effect of rotation on radial dopant segregation in microgravity floating-zone crystal growth, J. Crystal Growth 133, 309-321 (1993).
4. C. W. Lan and S. Kou, Radial dopant segregation in zero-gravity floating-zone crystal growth, J. Crystal Growth 132, 578-591 (1993).
5. A. Mühlbauer, W. Erdman and W. Keller, Electrodynamics in silicon floating zones, J. Crystal Growth 64, 529-545 (1983).
6. D. N. Riahi and J. S. Walker, Float zone shape and stability with the electromagnetic body force due to a radio-frequency induction coil, J. Crystal Growth 94, 635-642 (1989).
7. T. Miyoshi, M. Sumiya and H. Omori, Analysis of an induction heating system by the finite element method combined with a boundary integral equation, IEEE Trans. Magnetics, MAG-23, 1827-1832 (1987).