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Titlebook: Contemporary Approaches and Methods in Fundamental Mathematics and Mechanics; Victor A. Sadovnichiy,Michael Z. Zgurovsky Book 2021 Springe

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https://doi.org/10.1007/978-3-663-04425-3on have indicated that the system of equations of two-dimensional shallow water over uneven bottom cannot be linearized by point transformation in contrast to the system of equations of one-dimensional shallow water in the cases of horizontal and inclined bottom profiles.
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Accounting for Shear Deformation in the Problem of Vibrations and Dissipative Heating of Flexible Viacteristics of maximum deflection amplitude, level of dissipative heating temperature and electric parameter of sensor are investigated under monoharmonic loading. Possibility of active damping of beam vibration by means of piezoactuator with making use of electric parameter of sensor is studied in the case of unknown loading amplitude.
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Symmetries and Conservation Laws of the Equations of Two-Dimensional Shallow Water Over Uneven Bottoon have indicated that the system of equations of two-dimensional shallow water over uneven bottom cannot be linearized by point transformation in contrast to the system of equations of one-dimensional shallow water in the cases of horizontal and inclined bottom profiles.
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Ergodicity of Stochastic Hydrodynamical-Type Evolution Equations Driven by ,-Stable Noise-stable noise. As applications of the abstract result, the existence and uniqueness of the invariant measure for the stochastic Boussinesq equation and stochastic 2D Magneto-hydrodynamic equation are given.
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Junction Flow Around Cylinder Group on Flat Plateelinders. The size, rotation frequency and angular velocity of the vortices were measured. The estimations show that the vortex generated between the first and second cylinders are more intense than the vortex locating before the group.
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