Local vibrational modes of H2and H2*complexes in crystalline Si
Yong‐Sung Kim, Young-Gu Jin, Ji-Wook Jeong, K. J. Chang
Abstract
Yong‐Sung Kim, Young-Gu Jin, Ji-Wook Jeong, K. J. Chang
Abstract
We study the local vibrational properties of H 2 molecules in crystalline Si using a first-principles pseudopotential method within the local-density-functional approximation and the generalized gradient approximation. The dynamical matrix is calculated using a supercell geometry, so that all the normal vibrational modes are identified for the [100], [110] and [111] orientations of the H 2 molecule at or near a tetrahedral site. For the orientations considered here, a new local mode is found at 650-700 cm -1 , which lies above the bulk phonon band, while the vibrational frequencies of the stretch mode are in the range of 3556-3643 cm -1 , close to the experimentally measured value of 3618 cm -1 . However, considering anharmonic effects, the calculated frequencies for the stretch mode are expected to be lowered by about 200 cm -1 . We also examine the vibrational frequencies for an H 2 * complex, and find the stretch and wagging modes to be in good agreement with experiments.
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We study the local vibrational properties of H 2 molecules in crystalline Si using a first-principles pseudopotential method within the local-density-functional approximation and the generalized gradient approximation. The dynamical matrix is calculated using a supercell geometry, so that all the normal vibrational modes are identified for the [100], [110] and [111] orientations of the H 2 molecule at or near a tetrahedral site. For the orientations considered here, a new local mode is found at 650-700 cm -1 , which lies above the bulk phonon band, while the vibrational frequencies of the stretch mode are in the range of 3556-3643 cm -1 , close to the experimentally measured value of 3618 cm -1 . However, considering anharmonic effects, the calculated frequencies for the stretch mode are expected to be lowered by about 200 cm -1 . We also examine the vibrational frequencies for an H 2 * complex, and find the stretch and wagging modes to be in good agreement with experiments.
Key concepts: Pseudopotential, Anharmonicity, Molecular vibration, Chemistry, Normal mode, Supercell, Molecular physics, Hot band