Intrinsic localized modes in the one-dimensional zinc-blende structure: two-body potential versus anharmonic force constant model
A. Franchini, V. Bortolani, R. F. Wallis
Abstract
A. Franchini, V. Bortolani, R. F. Wallis
Abstract
In this paper we examine the existence of anharmonic localized modes using a full two-body potential to describe all interactions between particles in a zinc-blende-structure material, and we make a comparison with the results obtained with a nearest-neighbour force constant model that includes interactions up to quartic anharmonicity. We show that for amplitude up to a maximum displacement of the order of 0.25 Å there are no appreciable differences between the two approaches, while for the largest amplitudes the force constant model gives unphysical results.
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In this paper we examine the existence of anharmonic localized modes using a full two-body potential to describe all interactions between particles in a zinc-blende-structure material, and we make a comparison with the results obtained with a nearest-neighbour force constant model that includes interactions up to quartic anharmonicity. We show that for amplitude up to a maximum displacement of the order of 0.25 Å there are no appreciable differences between the two approaches, while for the largest amplitudes the force constant model gives unphysical results.
Key concepts: Anharmonicity, Quartic function, Constant (computer programming), Amplitude, Displacement (psychology), Physics, Force constant, Condensed matter physics