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- W2019110376 abstract "We consider a model of a crystal monolayer, which consists of a monatomic step on an anisotropic substrate of a periodic substrate interaction potential. The formation of the surface mono-atomic step is described by a surface misfit phenomenon involving large-amplitude displacements of atoms on the crystal surface. These large-amplitude displacements are misfit dislocations whose dynamics are governed by a two-dimensional double-sine-Gordon equation. Some solutions of this equation, namely the bi-kink soliton solutions, are found with emphasis on effects of the surface boundaries. It is shown that the soliton density, which measures the bi-kink fraction in a multi-soliton configuration, can be conserved in two dimensions." @default.
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- W2019110376 date "1995-03-06" @default.
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- W2019110376 title "Double-sine-Gordon solitons in two-dimensional crystals" @default.
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