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Moving nonlinear localized vibrational modes for a one-dimensional homogenous lattice with quartic anharmonicity
G. H. Zhou; Q. L. Xia; J. R. Yan
2000
发表期刊European Physical Journal B
ISSN1434-6028
卷号17期号:2页码:207-213
摘要Moving nonlinear localized vibrational modes (i.e. discrete breathers) fur the one-dimensional homogenous lattice with quartic anharmonicity are obtained analytically by means of a semidiscrete approximation plus an integration. In addition to the pulse-envelope type of moving modes which have been found previously both analytically and numerically, we find that a kink-envelope type of moving mode which has not been reported before can also exist for such a lattice system. The two types of modes in both right- and left-moving form can occur with different carrier wavevectors asd frequencies in separate parts of the omega(q) plane. Numerical simulations are performed and their results are in good agreement with the analytical predictions.
部门归属ccast, world lab, beijing 10080, peoples r china. hunan normal univ, dept phys, changsha 410081, peoples r china. hunan normal univ, inst nonlinear sci, changsha 410081, peoples r china. chinese acad sci, int ctr mat phys, shenyang 110015, peoples r china.;zhou, gh (reprint author), ccast, world lab, pob 8730, beijing 10080, peoples r china
关键词Diatomic Chains Stability Solitons Equation
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WOS记录号WOS:000089745600003
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被引频次:10[WOS]   [WOS记录]     [WOS相关记录]
文献类型期刊论文
条目标识符http://ir.imr.ac.cn/handle/321006/37294
专题中国科学院金属研究所
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G. H. Zhou,Q. L. Xia,J. R. Yan. Moving nonlinear localized vibrational modes for a one-dimensional homogenous lattice with quartic anharmonicity[J]. European Physical Journal B,2000,17(2):207-213.
APA G. H. Zhou,Q. L. Xia,&J. R. Yan.(2000).Moving nonlinear localized vibrational modes for a one-dimensional homogenous lattice with quartic anharmonicity.European Physical Journal B,17(2),207-213.
MLA G. H. Zhou,et al."Moving nonlinear localized vibrational modes for a one-dimensional homogenous lattice with quartic anharmonicity".European Physical Journal B 17.2(2000):207-213.
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