Donor-hydrogen complexes in crystalline silicon |
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Authors: | Z. N. Liang L. Niesen C. Haas P. J. H. Denteneer |
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Affiliation: | (1) Materials Science Centre, University of Groningen, Nijenborgh 4, 9747 AG Groningen, The Netherlands;(2) Instituut Lorentz, University of Leiden, P.O. Box 9506, 2300 RA Leiden, The Netherlands |
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Abstract: | Summary Experimental results are presented on the study of Sb-H complexes in crystalline silicon, employing119Sb→119Sn source M?ssbauer spectroscopy and a low-energy H implantation technique. In addition to a visible component, we observe a large decrease of the M?ssbauer intensity associated with the trapping of hydrogen, even at low temperatures. This is interpreted as the formation of a component with a negligible recoilless fraction. The different M?ssbauer components were studied as a function of H dose, H-implantation temperature and annealing temperature. The data show that the visible component is associated with the well-known SbH complex, whereas the invisible component is associated with the formation of SbH n (n≥2) complexes. We show that these complexes are in thermal equilibrium with a larger hydrogen reservoir (H 2 * ), which governs their thermal stability. No Sb-H complexes are observed inp-type Si after H-implantation, in agreement with the current belief that hydrogen has a deep donor level in the gap. The microscopic structure of the various Sb-H and Sn-H complexes was studied with first-principles calculations using the pseudopotentialdensity-functional approach. The structure of the Sb-H complex is found to be similar to the P-H complex, with the H in an antibonding site of a Si atom neighbouring the Sb impurity. For SbH2 three configurations are found with energies differing by less than ≈ 0.1 eV. We find that the reaction SbH+H≠SbH2 is exothermic. We argue that the SbH2 complexes are shallow donors, irrespective of the structure. Therefore, the formation of SbH2 may depassivate the sample. Paper presented at ICAME-95, Rimini, 10–16 September 1995. |
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Keywords: | Impurities: concentration distribution and gradients |
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