Grieb Tim, Müller Knut, Cadel Emmanuel, Beyer Andreas, Schowalter Marco, Talbot Etienne, Volz Kerstin, Rosenauer Andreas
1Institute of Solid State Physics,University of Bremen,Otto-Hahn-Allee 1,28359 Bremen,Germany.
2Groupe de Physique des Matériaux (GPM) UMR 6634,Normandie Université,Université et INSA de RouenCNRS,Av. de l'Université,BP 12,76801 Saint Etienne du Rouvray,France.
Microsc Microanal. 2014 Dec;20(6):1740-52. doi: 10.1017/S1431927614013051. Epub 2014 Sep 30.
To unambiguously evaluate the indium and nitrogen concentrations in In(x)Ga(1-x)N(y)As(1-y), two independent sources of information must be obtained experimentally. Based on high-resolution scanning transmission electron microscopy (STEM) images taken with a high-angle annular dark-field (HAADF) detector the strain state of the InGaNAs quantum well is determined as well as its characteristic HAADF-scattering intensity. The strain state is evaluated by applying elasticity theory and the HAADF intensity is used for a comparison with multislice simulations. The combination of both allows for determination of the chemical composition where the results are in accordance with X-ray diffraction measurements, three-dimensional atom probe tomography, and further transmission electron microscopy analysis. The HAADF-STEM evaluation was used to investigate the influence of As-stabilized annealing on the InGaNAs/GaAs sample. Photoluminescence measurements show an annealing-induced blue shift of the emission wavelength. The chemical analysis precludes an elemental diffusion as origin of the energy shift--instead the results are in agreement with a model based on an annealing-induced redistribution of the atomic next-neighbor configuration.
为了明确评估In(x)Ga(1 - x)N(y)As(1 - y)中的铟和氮浓度,必须通过实验获得两个独立的信息来源。基于使用高角度环形暗场(HAADF)探测器拍摄的高分辨率扫描透射电子显微镜(STEM)图像,确定InGaNAs量子阱的应变状态及其特征性的HAADF散射强度。通过应用弹性理论评估应变状态,并将HAADF强度用于与多层模拟进行比较。两者结合可确定化学成分,其结果与X射线衍射测量、三维原子探针断层扫描以及进一步的透射电子显微镜分析一致。HAADF-STEM评估用于研究As稳定退火对InGaNAs/GaAs样品的影响。光致发光测量显示出退火诱导的发射波长蓝移。化学分析排除了元素扩散作为能量偏移的起源——相反,结果与基于退火诱导的原子近邻构型重新分布的模型一致。