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- W1996475425 abstract "The problem of the equilibrium shape of a three-dimensional (3D) crystal A accommodated epitaxially, with a misfit m, onto a substrate B is reconsidered by taking into account surface stress effects. An extended Wulf-Kaishew's theorem is obtained: surface free energy σA as well as surface stress sA contribute to the aspect ratio. Bauer's criterion of the three-dimensional towards two-dimensional (2D) growth (3D → 2D transition) is also modified. Surface stress may drive the system either away from or towards the 3D → 2D transition depending on the sign of m(sA − σA). For so-called surfactants decreasing sA and σA, it is shown that 3D epitaxial crystals become flatter so that the 3D → 2D transition is initiated. For the epitaxial system Si(111) over Ge(111) we illustrate this numerically." @default.
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- W1996475425 date "1995-01-01" @default.
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- W1996475425 title "Three-dimensional towards two-dimensional coherent epitaxy initiated by surfactants" @default.
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- W1996475425 doi "https://doi.org/10.1016/0022-0248(94)00468-4" @default.
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