Abstract
Defects in crystalline silicon consisting of a silicon self-interstitial atom and one, two, three, or four hydrogen atoms are studied within density-functional theory (DFT). We search for low-energy defects by starting from an ensemble of structures in which the atomic positions in the defect region have been randomized. We then relax each structure to a minimum in the energy. We find a new defect consisting of a self-interstitial and one hydrogen atom (denoted by {I,H}) which has a higher symmetry and a lower energy than previously reported structures. We recover the (I, H-2} defect found in previous studies and confirm that it is the most stable such defect. Our best {I,H-3} defect has a slightly different structure and lower energy than the one previously reported, and our lowest-energy {I,H-4} defect is different to those of previous studies.
Original language | English |
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Number of pages | 8 |
Journal | Physical Review. B, Condensed matter and materials physics |
Volume | 78 |
DOIs | |
Publication status | Published - Nov 2008 |
Keywords
- MONTE-CARLO CALCULATIONS
- CRYSTALLINE SILICON
- SELF-INTERSTITIALS
- BRILLOUIN-ZONE
- DIFFUSION
- PSEUDOPOTENTIALS
- VIBRATIONS
- GERMANIUM
- POINTS