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KIAM Preprint ╣ 92, Moscow, 2003
Authors: Kolmychkov V. V., Mazhorova O. S., Popov Yu.P.
Mathematical Modeling for Convective Mass Transfer. Part 1. Sub˝ritical convection.
The paper deals with numerical study for epitaxial growth of thin ternary monocrystal layers. Epitaxy produces unstable density gradient that gives rise to natural convection. The review of relevant previously known theoretical results for hydrodynamic instability is given. Three-dimensional calculations have been done to determine the critical Rayleigh number and flow pattern for critical motion. Found results are in good agreement with analytical research data.
Publication language: russian, pages: 32
Research direction:
Mathematical modelling in actual problems of science and technics
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