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TWO-DIMENSIONAL DISCRETE BREATHERS IN FCC METALS
BACHURINA, O.V., KUDREYKO, A.A. (2020)
mode in a defect free nonlinear lattice, is related to their ability to localize vibrational energy
НОВЫЕ ТИПЫ ОДНОМЕРНЫХ ДИСКРЕТНЫХ БРИЗЕРОВ В ДВУМЕРНОЙ РЕШЕТКЕ
NEW TYPES OF ONE-DIMENSIONAL DISCRETE BREATHERS IN A TWO-DIMENSIONAL LATTICE
СЕМЕНОВ, АЛЕКСАНДР СЕРГЕЕВИЧ, МУРЗАЕВ, РАМИЛЬ ТУХФАТОВИЧ, БЕБИХОВ, ЮРИЙ ВЛАДИМИРОВИЧ, КУДРЕЙКО, АЛЕКСЕЙ АЛЬФРЕДОВИЧ, ДМИТРИЕВ, СЕРГЕЙ ВЛАДИМИРОВИЧ, SEMENOV ALEXANDER SERGEEVICH, MURZAEV RAMIL TUHFATOVICH, BEBIKHOV YURI VLADIMIROVICH, KUDREYKO ALEKSEY ALFREDOVICH, DMITRIEV SERGEY VLADIMIROVICH (2020)
NONLINEAR LATTICE DYNAMICS
Lyapunov Quantities for Andronov-Hopf Bifurcation Problem in Reaction-Diffusion Systems
Abushahmina, GR, Gusarova, NI, Yumagulov, MG (2021)
in infinite-dimensional dynamical systems is considered. A general scheme of obtaining new formulas
SPHERICALLY LOCALIZED DISCRETE BREATHERS IN BCC METALS V AND NB
KRYLOVA, K.A., DMITRIEV, S.V., LOBZENKO, I.P., SEMENOV, A.S., KUDREYKO, A.A. (2020)
, large-amplitude vibrational modes in nonlinear lattices. Rod-like discrete breathers (DBs) have been
Two-component localized vibrational modes in fcc metals
Bachurina, OV, Kudreyko, AA (2021)
-component delocalized nonlinear vibrational mode (DNVM) are excited in a single (111) close-packed atomic plane in fcc
Atomistic study of two-dimensional discrete breathers in hcp titanium
Bachurina, O.V., Murzaev, R.T., Kudreyko, A.A., Dmitriev, S.V., Bachurin, D.V. (2022)
modes in a defect free nonlinear crystal lattice, i.e., discrete breathers (DBs). For that, dynamics
Supersonic voidions in 2D Morse lattice
SHEPELEV, I.A., DMITRIEV, S.V., KUDREIKO, A.A., VELARDE, M.G., KORZNIKOVA, E.A. (2020)
Dynamics of M × 1-crowdion clusters (M=1, 2 or 3) and vacancy clusters is analyzed in 2D triangular
Chaotic discrete breathers and their effect on macroscopic properties of triangular lattice
Upadhyaya, A., Semenova, M.N., Kudreyko, A.A., Dmitriev, S.V. (2022)
triangular lattice due to the modulation instability of delocalized nonlinear vibrational modes (DNVMs
Multifractional and long-range dependent characteristics for remaining useful life prediction of cracking gas compressor
Song, Wanqing, Duan, Shouwu, Zio, Enrico, Kudreyko, Aleksey (2022)
) with nonlinear and multifractal features. Concurrently, the increment of the degradation process obeys a non
An iterative model of the generalized Cauchy process for predicting the remaining useful life of lithium-ion batteries
Hong, G., Song, W., Gao, Y., Zio, E., Kudreyko, A. (2022)
of the lithium-ion batteries capacity degradation. Linear and nonlinear drift terms are used to explain

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