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Analytical study of stationary soliton excitations in diamond-structure chain with quartic anharmonicity
作者姓名:XIA Qing-lin  ZHOU Guang-hui  YAN Jia-ren
作者单位:Department of Applied Physics and Heat-Engineering, Central South University, Hunan Changsha 410083;Department of Physics, Hunan Normal University, Hunan Changsha 410081;Department of Physics, Hunan Normal University, Hunan Changsha 410081
摘    要:This work analytically study soliton excitations in an one-dimensional chain with the same mass but two alternating force constants between the nearest neighbors by means of multiple scales method plus quasi-discrete approximation. This model simulates a row of atoms in the 〈111〉 direction of a diamond-structure type of crystals. The explicit expressions of the stationary soliton solutions are obtained at some special wave vectors of the carrier wave (q=±π/a for acoustic mode and q=0, ±π/a for optical mode). The configuration of the atomic displacements of this model is different from that of diatomic chain with quartic anharmonicity.

关 键 词:Stationary  soliton  excitation    Diamond-structure    Multiple  scales  method    Quasi-discrete  approximation
文章编号:1000-0364(2000)04-0143-07
修稿时间:2000年7月12日

Analytical study of stationary soliton excitations in diamond-structure chain with quartic anharmonicity
XIA Qing-lin,ZHOU Guang-hui,YAN Jia-ren.Analytical study of stationary soliton excitations in diamond-structure chain with quartic anharmonicity[J].Journal of Atomic and Molecular Physics,2001,18(2):143-149.
Authors:XIA Qing-lin  ZHOU Guang-hui  YAN Jia-ren
Institution:1. Department of Applied Physics and Heat-Engineering, Central South University,
2. Department of Physics, Hunan Normal University,
Abstract:This work analytically study soliton excitations in an one-dimensional chain with the same mass but two alternating force constants between the nearest neighbors by means of multiple scales method plus quasi-discrete approximation. This model simulates a
Keywords:Stationary soliton excitation  Diamond-structure  Multiple scales method  Quasi-discrete approximation
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