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- W2023873997 abstract "We investigate analytically the decay characteristics of two-dimensional islands on strongly anisotropic surfaces. We show that a generic scaling law can always be established in describing the dynamical evolution of such islands, given by $Lensuremath{propto}{(t}_{0}ensuremath{-}{t)}^{ensuremath{beta}},$ where L is the island width, and ${t}_{0}$ is the lifetime of the islands. The value of the scaling exponent ensuremath{beta} in the fast-decay direction is always 1/2 in the low-temperature regime where the decay is quasi-one-directional, irrespective of the specific dominant decaying mechanism involved. At higher temperatures where the decay proceeds effectively in both directions, ensuremath{beta} is again a good measure of the dominant microscopic decaying mechanism involved, just like the isotropic case. We discuss these results in connection with recent experiments." @default.
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- W2023873997 title "Decay characteristics of two-dimensional islands on strongly anisotropic surfaces" @default.
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- W2023873997 doi "https://doi.org/10.1103/physrevb.66.041407" @default.
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