1994
DOI: 10.1103/physrevb.50.8781
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Dynamic scaling of the island-size distribution and percolation in a model of submonolayer molecular-beam epitaxy

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Cited by 331 publications
(247 citation statements)
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“…In this case, island percolation occurs at a coverage of ⌰ Ϸ 0.9 ML. 34 In other words, for coverages below this value the film can be seen as an ensemble of monolayer-high magnetically independent particles, while for coverages above the film becomes a continuously connected structure. Because in ultrathin films with out-of-plane easy axis the critical singledomain diameter is on the order of 1 m ͑Refs.…”
Section: Granular Films: Magnetization Curves and Magnetic Anisotrmentioning
confidence: 99%
“…In this case, island percolation occurs at a coverage of ⌰ Ϸ 0.9 ML. 34 In other words, for coverages below this value the film can be seen as an ensemble of monolayer-high magnetically independent particles, while for coverages above the film becomes a continuously connected structure. Because in ultrathin films with out-of-plane easy axis the critical singledomain diameter is on the order of 1 m ͑Refs.…”
Section: Granular Films: Magnetization Curves and Magnetic Anisotrmentioning
confidence: 99%
“…The surface area covered by CdTe islands, i.e., the surface coverage, follows a power law relation, which has been already reported for systems subjected to a diffusion-mediated nucleation and growth mechanism. 18 Careful observation of Figs. 2͑c͒ and 2͑d͒, where the islands are large enough, shows that the islands have a triangular shape, a clear indication of a ͓111͔ axial orientation, as will be confirmed later.…”
Section: Resultsmentioning
confidence: 99%
“…If the average 2D island linear size s av ∼ t z is taken as the characteristic length of the system, it can be deduced that the scaling law for the island size distribution n(s, θ) of 2D epitaxial islands should have the form [111,112] …”
Section: Scaling Invariance Ansatzmentioning
confidence: 99%