2020
DOI: 10.1088/1361-6641/ab883c
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X-ray diffraction study of strain relaxation, spontaneous compositional gradient, and dislocation density in GeSn/Ge/Si(100) heterostructures

Abstract: The strain relaxation, depth profiles of composition and density of dislocations in GeSn epilayers were studied by using the x-ray diffraction. Regions with uniform and graded composition, different levels of strain relaxation, and dislocation density were found in the GeSn layers grown at fixed growth conditions. At the initial stage of growth, the GeSn layer is under ~8 × 10 -3 compressive strain, and the Sn composition is close to the target value of 6.6%. With increasing layer thickness, the Sn content is … Show more

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Cited by 12 publications
(6 citation statements)
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“…The strain state and Sn composition of the GeSn samples, before and after annealing, were estimated from X-ray diffraction reciprocal space maps (RSMs) measured across the asymmetric Ge 2̅2̅4 reflection and using the following expressions where Q x and Q z are the reciprocal space coordinates; h , k , and l are Miller indices; a and c are the actual lateral and vertical lattice parameters of the GeSn layer; a s is the lateral lattice parameter of the Ge-VS; a Sn = 0.6489 nm and a Ge = 0.5658 nm are the lattice parameters of bulk α-Sn and Ge, respectively; b = 0.0041 nm is the bowing parameter; ε x = ( a – a 0 )/ a 0 is the lateral strain; ε z = ( c – a 0 )/ a 0 is the vertical strain; and C 12 and C 11 are the elastic parameters of a GeSn alloy given by the linear relation between those of α-Sn and Ge, such as C = xC Sn + (1 – x ) C Ge .…”
Section: Resultsmentioning
confidence: 99%
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“…The strain state and Sn composition of the GeSn samples, before and after annealing, were estimated from X-ray diffraction reciprocal space maps (RSMs) measured across the asymmetric Ge 2̅2̅4 reflection and using the following expressions where Q x and Q z are the reciprocal space coordinates; h , k , and l are Miller indices; a and c are the actual lateral and vertical lattice parameters of the GeSn layer; a s is the lateral lattice parameter of the Ge-VS; a Sn = 0.6489 nm and a Ge = 0.5658 nm are the lattice parameters of bulk α-Sn and Ge, respectively; b = 0.0041 nm is the bowing parameter; ε x = ( a – a 0 )/ a 0 is the lateral strain; ε z = ( c – a 0 )/ a 0 is the vertical strain; and C 12 and C 11 are the elastic parameters of a GeSn alloy given by the linear relation between those of α-Sn and Ge, such as C = xC Sn + (1 – x ) C Ge .…”
Section: Resultsmentioning
confidence: 99%
“…Therefore, MDs are much stronger strain-releasing defects and consequently determine the diffuse intensity of the X-ray diffraction peaks. The MD density was estimated using RSM simulations, 12 as shown in Figure 5b and 5c for samples S1 and S2 annealed for 8 h. At the same time, the MDs and TDs are components of a dislocation loop so that each loop contains a misfit segment and two threading arms. Moreover, the dislocation penetrating from the Ge-VS also contains a misfit segment and one threading arm.…”
Section: Resultsmentioning
confidence: 99%
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“…1 − 2 12 11 (3) where the elastic constants 12 and 11 and the lattice parameter 0 of the GeSn alloy are given by linear interpolation between the parameters of Sn and Ge, such as 0 = + (1 − ) [21]. Using the RSM data of Figure 2 coupled with RSM modelling, the strain and defect density as a function of annealing, is computed for S14, S15, S29, and S32 in Figure 3.…”
Section: X-ray Diffraction Measurementsmentioning
confidence: 99%
“…On the other hand, a low-temperature process leads to the formation of localized or extended amorphous inclusions and a significantly roughened surface [17]. Commonly, the GeSn epitaxial layers are characterized by a high density of misfit dislocations (MDs) at the GeSn/Ge interface [18,19] and Sn segregation at the surface of GeSn films [20,21].…”
Section: Introductionmentioning
confidence: 99%