14 citations to https://www.mathnet.ru/rus/dan24872
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Hang Xiong, Baoyu Ni, Yuriy Semenov, Alexander Korobkin, “Inertial motion of a circular cylinder approaching obliquely an ice cover”, Sci Rep, 15:1 (2025)
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Alexander Korobkin, Tatiana Khabakhpasheva, “Consistent Models of Flexural-Gravity Waves in Floating Ice”, JMSE, 13:6 (2025), 1191
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А. Т. Ильичев, А. С. Савин, А. Ю. Шашков, “Движение частиц в поле нелинейных волновых пакетов в слое жидкости под ледяным покровом”, ТМФ, 218:3 (2024), 586–600
; A. T. Il'ichev, A. S. Savin, A. Yu. Shashkov, “Motion of particles in the field of nonlinear wave packets in a liquid layer under an ice cover”, Theoret. and Math. Phys., 218:3 (2024), 503–514
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Baoyu Ni, Hang Xiong, Duanfeng Han, Lingdong Zeng, Linhua Sun, Hao Tan, “A Review of Ice Deformation and Breaking Under Flexural-Gravity Waves Induced by Moving Loads”, J. Marine. Sci. Appl., 2024
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A. T. Il'ichev, A. S. Savin, A. Yu. Shashkov, “Trajectories of Fluid Particles Under an Ice Cover in the Field of a Solitary Bending-Gravity Wave”, Radiophys Quantum El, 66:10 (2023), 768
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Yury A. Stepanyants, Izolda V. Sturova, “Waves on a compressed floating ice plate caused by motion of a dipole in water”, J. Fluid Mech., 907 (2021)
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Yury Stepanyants, Izolda Sturova, “Hydrodynamic Forces Exerting on an Oscillating Cylinder under Translational Motion in Water Covered by Compressed Ice”, Water, 13:6 (2021), 822
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Y. A. Stepanyants, I. V. Sturova, “Rossby waves in the ocean covered by compressed ice”, Geophysical & Astrophysical Fluid Dynamics, 114:3 (2020), 306
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А. С. Савин, Н. Е. Горлова, П. А. Струнин, “Численное моделирование воздействия точечного импульсного источника в жидкости на ледяной покров”, Мат. моделир. и числ. методы, 2017, № 13, 78–90
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А. Т. Ильичев, А. С. Савин, “Процесс установления системы плоских волн на ледовом покрове над диполем, равномерно движущимся в толще идеальной жидкости”, ТМФ, 193:3 (2017), 455–465
; A. T. Il'ichev, A. S. Savin, “Process of establishing a plane-wave system on ice cover over a dipole moving uniformly in an ideal fluid column”, Theoret. and Math. Phys., 193:3 (2017), 1801–1810