Abstract
Integrated circuits and optical devices are produced on wafers sliced from single crystals that are grown from a body of liquid semiconductor or melt. The crystal must have few defects, such as dislocations, and must have uniform distributions of dopants, which are added to the melt to give the crystal the desired electrical or optical properties. Since molten semiconductors have large electrical conductivities, magnetic fields can be used to eliminate hydrodynamic instabilities in the melt and to tailor the convective dopant transport. For silicon, controlling the convective transport of oxygen is important, and a particular nonuniform axisymmetric magnetic field is optimal for this purpose. For compound semiconductors, such as gallium-arsenide, eliminating instabilities in the buoyant convection is necessary for the growth of large crystals with few defects.
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References
Becla, P., J. C. Han, and S. Motakef. 1992. Application of strong vertical magnetic fields to growth of II–VI pseudo-binary alloys: HgMnTe. Journal of Crystal Growth 121, 394–398.
Bliss, D. F., R. M. Hilton, and J. A. Adamski. 1993. MLEK crystal growth of large diameter (100) indium phosphide. Journal of Crystal Growth 128, 451–445.
Davidson, P. A., and J. C. R. Hunt. 1987. Swirling recirculating flow in a liquid-metal column generated by a rotating magnetic field. Journal of Fluid Mechanics 185, 67–106.
Davidson, P. A. 1992. Swirling flow in an axisymmetric cavity of arbitrary profile, driven by a rotating magnetic field. Journal of Fluid Mechanics 245, 669–699.
Davidson, P. A., D. J. Short, and D. Kinnear. 1995. The role of Ekman pumping in confined electromagnetically driven flows. European Journal of Mechanics B/Fluids 14, 795–821.
Davidson, P. A., D. Kinnear, R. J. Lingwood, D. J. Short, and X. He. 1999. The role of Ekman pumping and the dominance of swirl in confined flows driven by Lorentz forces. European Journal of Mechanics B/Fluids 18, 693–711.
Dold, P., and K. W. Benz. 1999. Rotating magnetic fields: Fluid flow and crystal growth applications. Progress in Crystal Growth and Characterization of Materials 38, 7–38.
Garandet, J. P. 1993. Microsegregation in crystal growth from a melt: An analytical approach. Journal of Crystal Growth 131, 431–438.
Hirata, H., and K. Hoshikawa. 1989. Silicon crystal growth in a cusp magnetic field. Journal of Crystal Growth 96, 747–755.
Hurle, D. T. J., and R. W. Series. 1994. Use of a magnetic field in melt growth. In Handbook of Crystal Growth 2, Bulk Crystal Growth. Amsterdam: North-Holland, 259–285.
Kuroda, E., H. Kozuka, and Y. Takano. 1984. The effect of temperature oscillations at the growth interface on crystal perfection. Journal of Crystal Growth 68, 613–623.
Ravishankar, P. S., T. T. Braggins, and R. N. Thomas. 1990. Impurities in commercial-scale magnetic Czochralski silicon: Axial versus transverse magnetic fields. Journal of Crystal Growth 104, 617–628.
Series, R. W. 1989. Effect of a shaped magnetic field on Czochralski silicongrowth. Journal of Crystal Growth 97, 92–98.
Watring, D. A., and S. L. Lehoczky. 1996. Magnetohydrodynamic damping of convection during vertical Bridgman-Stockbarger growth of HgCdTe. Journal of Crystal Growth 167, 478–487.
Wilson, L. O. 1980. The effect of fluctuating growth rates on segregation in crystals grown from the melt, I. No backmelting, II. Backmelting. Journal of Crystal Growth 48, 435–458.
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© 2001 Kluwer Academic Publishers
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Walker, J.S. (2001). Electromagnetic Phenomena in Crystal Growth. In: Aref, H., Phillips, J.W. (eds) Mechanics for a New Mellennium. Springer, Dordrecht. https://doi.org/10.1007/0-306-46956-1_14
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DOI: https://doi.org/10.1007/0-306-46956-1_14
Publisher Name: Springer, Dordrecht
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