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with the increasing oscillation amplitude. Obtained results indicate the presence of a wide variety of nonlinear
, large-amplitude vibrational modes in nonlinear lattices. Rod-like discrete breathers (DBs) have been
. The two-dimensional DBs exhibit hard-type nonlinearity, characterized by an increase in oscillation
.5-1.0 eV per oscillating atom. The two-dimensional DBs have a hard-type of nonlinearity and a lifetime
modes in a defect free nonlinear crystal lattice, i.e., discrete breathers (DBs). For that, dynamics
triangular lattice due to the modulation instability of delocalized nonlinear vibrational modes (DNVMs
) lattice is analyzed. These solutions take the form of delocalized nonlinear vibrational modes (DNVMs
МАЛАЯ НУТАЦИЯ СИММЕТРИЧНОГО ГИРОСКОПА: ДВЕ ТОЧКИ ЗРЕНИЯ is obtained. In this case, the frequencies of third order Raman oscillations are both the tripled frequency
НОВЫЕ ТИПЫ ОДНОМЕРНЫХ ДИСКРЕТНЫХ БРИЗЕРОВ В ДВУМЕРНОЙ РЕШЕТКЕNONLINEAR LATTICE DYNAMICS
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Фасеты
Научный руководитель
Авторы
- Kudreyko, A.A. (4)
- Dmitriev, S.V. (3)
- Kudreyko, Aleksey (3)
- Song, Wanqing (3)
- Дибаев, Т.И. (3)
- Исмагилов, Т.Н. (3)
- AZNABAEV, B.M. (2)
- Bachurin, D.V. (2)
- Bachurina, O.V. (2)
- DIBAEV, T.I. (2)
- DMITRIEV, S.V. (2)
Ключевые слова
- Scopus (25)
- Web of Science (16)
- ВАК (5)
- Remaining useful life (3)
- CRYSTAL LATTICE (2)
- DISCRETE BREATHER (2)
- Discrete breather (2)
- Long-range dependence (2)
- MOLECULAR DYNAMICS (2)
- myocardial bridge (2)
- SINE-GORDON EQUATION (2)