1995
DOI: 10.1063/1.359375
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Nucleation of dislocation loops in strained epitaxial layers

Abstract: The combined effect of the misfit strain and the strain caused by a neighboring defect on the activation energy of nucleation of dislocation loops is calculated. Defects of different sizes and shapes and located at different distances from the loop are considered. At very low mismatches (<0.5%) and with very small defects, the activation energy is not sufficiently reduced and large layer thicknesses are required for nucleation. At mismatches of 1% or more, and with defect sizes of 1.5 nm or larger, hete… Show more

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Cited by 13 publications
(6 citation statements)
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“…An activation barrier for homogeneous nucleation of surface dislocation half-loops was calculated for SiGe/Si(0 0 1) systems, and it was shown to be sensitively influenced by Ge contents, i.e., strain, and the dislocation core energy parameter [78]. Consensus of qualitative arguments reached that homogeneous nucleation of half-loops is physically plausible at moderate and high mismatches while heterogeneous nucleation relevant to a neighboring defect operates at low mismatch [79]. Furthermore, the aforementioned perturbation formed on the film surface plays a crucial role in the dislocation nucleation.…”
Section: Mechanism Of Strain Relaxationmentioning
confidence: 99%
“…An activation barrier for homogeneous nucleation of surface dislocation half-loops was calculated for SiGe/Si(0 0 1) systems, and it was shown to be sensitively influenced by Ge contents, i.e., strain, and the dislocation core energy parameter [78]. Consensus of qualitative arguments reached that homogeneous nucleation of half-loops is physically plausible at moderate and high mismatches while heterogeneous nucleation relevant to a neighboring defect operates at low mismatch [79]. Furthermore, the aforementioned perturbation formed on the film surface plays a crucial role in the dislocation nucleation.…”
Section: Mechanism Of Strain Relaxationmentioning
confidence: 99%
“…and b is the Burgers vector, b 1 = b cos β, q is the core cut-off parameter, and is assumed to be equal to b, and ρ c is the core energy parameter. β is the angle between the dislocation line and its Burgers vector and has a value 60 2 but by a different mechanism [72]. Below h c the line tension, i.e.…”
Section: Critical Layer Thickness H Cmentioning
confidence: 99%
“…If defects which act as sources for dislocation generation are absent (i.e. the layers are of high quality), nucleation is homogeneous and needs large energy [72]. It becomes another factor which limits the generation of dislocations.…”
Section: Critical Layer Thickness H Cmentioning
confidence: 99%
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