Generic studies on thermo-solutal convection of mercurous chloride system of Hg2Cl2 and Ne during physical vapor transport
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The effects of thermo-solutal convection on mercurous chloride system of Hg2Cl2 and Ne during physical vapor transport are numerically investigated for further understanding and insight into essence of transport phenomena. For 10 K ≤ΔT ≤ 30 K, the growth rate slowly increases and, then is decreased gradually until ΔT = 50 K. The occurrence of this critical point near at ΔT = 30 K is likely to be due to the effects of thermo-physical properties stronger than the temperature gradient corresponding to driving force for thermal convection. For the range of 10 Torr ≤ PB≤ 300 Torr, the rate is second order-exponentially decayed with partial pressures of component B, PB. For the range of 5 ≤ MB≤ 200, the rate is second order-exponentially decayed with a function of molecular weight of component B, MB. Like the case of a partial pressure of component B, the effects of a molecular weight are reflected through the binary diffusivity coefficients, which are intimately related with suppressing the convection flow inside the growth enclosure, i.e., transition from convection to diffusion-dominant flow mode as the molecular weight of B increases. The convective mode is near at a ground level, i.e.,on earth (1 g0), and the convection is switched to the diffusion mode for 0.1 g0≤ g ≤ 10−2g0, whereas the diffusion region ranges from 10−2g0 up to 10−5 g0.
Abstract
The effects of thermo-solutal convection on mercurous chloride system of Hg2Cl2 and Ne during physical vapor transport are numerically investigated for further understanding and insight into essence of transport phenomena. For 10 K ≤ΔT ≤ 30 K, the growth rate slowly increases and, then is decreased gradually until ΔT = 50 K. The occurrence of this critical point near at ΔT = 30 K is likely to be due to the effects of thermo-physical properties stronger than the temperature gradient corresponding to driving force for thermal convection. For the range of 10 Torr ≤ PB≤ 300 Torr, the rate is second order-exponentially decayed with partial pressures of component B, PB. For the range of 5 ≤ MB≤ 200, the rate is second order-exponentially decayed with a function of molecular weight of component B, MB. Like the case of a partial pressure of component B, the effects of a molecular weight are reflected through the binary diffusivity coefficients, which are intimately related with suppressing the convection flow inside the growth enclosure, i.e., transition from convection to diffusion-dominant flow mode as the molecular weight of B increases. The convective mode is near at a ground level, i.e.,on earth (1 g0), and the convection is switched to the diffusion mode for 0.1 g0≤ g ≤ 10−2g0, whereas the diffusion region ranges from 10−2g0 up to 10−5 g0.
참고문헌 (21)
- N.B. Singh, "Growth and characterization of mercurous halide crystals: mercurous bromide system", J. Crystal Growth, 137, pp.155~ (1994)
- N.B. Singh, "Purification and growth of mercurous chloride single crystals", J. Crystal Growth, 75, pp.173~ (1970)
- S.J. Yosim, "The mercury-mercuric chloride system", J. Phys. Chem., 60, pp.909~ (1960)
- F. Rosenberger, "Fluid dynamics in crystal growth from vapors", Physico-Chemical Hydro-dynamics, 1 (1980)
- N.B. Singh, "Mercurous Bromide acoustooptic device", J. Crystal Growth, 89, pp.527~ (1988)
- B.L. Markham, "Numerical modeling of diffusive-convective physical vapor transport in cylindrical vertical ampoules", J. Crystal Growth, 51, pp.426~ (1981)
- W.M.B. Duval, "Convection in the physical vapor transport process-- I: Thermal", J. Chemical Vapor Deposition, 2, pp.188~ (1994)
- A. Nadarajah, "Effects of buoyancy-driven flow and thermal boundary conditions on physical vapor transport", J. Crystal Growth, 118, pp.49~ (1992)
- H. Zhou, "Physical vapor transport of zinc-telluride by dissociative sublimation", J. Crystal Growth, 167, pp.534~ (1996)
- F. Rosenberger, "Physical vapor transport revised", J. Crystal Growth, 171, pp.270~ (1997)
- N.B. Singh, "Evaluation of transport conditions during PVT: mercurous chloride system", PhysicoChemical Hydrodynamics, 11, pp.41~ (1989)
- F. Rosenberger, "Interfacial transport in crystal growth, a parameter comparison of convective effects", J. Crystal Growth, 65, pp.91~ (1983)
- M. Kassemi, "Interaction of surface radiation with convection in crystal growth by physical vapor transport", J. Thermophys. Heat Transfer, 4, pp.454~ (1989)
- W.M.B. Duval, "Convection in the physical vapor transport process-- I: Thermal convection:", J. Chem. Vapor Deposition, 2, pp.188~ (1994)
- W.M.B. Duval, "Convection in the physical vapor transport process-- II: Thermosolutal convection", J. Chem. Vapor Deposition, 2, pp.282~ (1994)
- R.B. Bird, "Transport Phenomena" (1960), John Wiley and Sons
- Thermal-solutal convection with conduction effects inside a rectangular enclosure, "C. Mennetrier", ~, pp.NASA Technical Memorandum 105371 (1991)
- S.V. Patankar, "Numerical Heat Transfer and Fluid Flow" (1980), Hemisphere Publishing Corp.
- Growth kinetics of physical vapor transport processes: crystal growth of the optoelectronic material mercurous chloride, "N.B. Singh", ~, pp.NASA Technical Memorandum 103788 (1991)
- Physical vapor transport of mercurous chloride under a nonlinear thermal profile, "C. Mennetrier", ~, pp.NASA Technical Memorandum 105920 (1992)
- Geug-Tae Kim, "Convective-diffusive transport in mercurous chloride (Hg2Cl2) crystal growth", Journal of Ceramic Processing Research, 6(2), pp.110~117 (2005), 세라믹공정연구센터
