Atomistic simulation of the 60^{{ring operator}} dislocation mobility in silicon crystal

Dislocation velocity and mobility are studied via molecular dynamics simulation for a 60^{{ring operator}} dislocation dipole in silicon crystal. The atomic interactions are described using the Stillinger-Weber potential and the external stress is applied by means of the Parrinello-Rahman algorithm. It is found that the dislocation begins to move when the applied stress is larger than the Peierls stress, and the calculated Peierls stress decreases as the temperature increases, which is in agreement with the Peierls-Nabarro model. The dislocation velocity at relatively low temperature is insensitive to variation of temperature. In fact, the velocity increases monotonically as the stress increases, and eventually approaches its plateau velocity which is about 2900 m/s. At higher temperature, however, the velocity no longer increases monotonically as the stress increases and the plateau velocity decreases as the temperature increases. In general, the dislocation velocity decreases as the temperature increases, which is consistent with the phonon drag model.