Abstract

We show that it is possible to adjust the strain in pseudomorphic SiGe layers on Si(001) by adding small amounts of carbon. A strain-free Si 1− x− y Ge x C y layer can be grown on Si(001) by choosing the concentrations x and y such that the volume changes due to the germanium and carbon atoms compensate. The local atomic structure and lattice dynamics of a strain-compensated layer are studied. Experimental and theoretical results are compatible with Vegard's rule. To handle the large bond length distortion near C atoms properly, the used valence-force field model includes anharmonic effects via bond length dependent interatomic force constants which were determined from ab initio density-functional calculations. The dependence of Raman spectra on strain and composition of Si 1− x− y Ge x C y layers can be explained by the model calculations.

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