Numerical simulation of the propulsive motion of a flapping wing of a circular cross-section

NONLINEAR HYDRODYNAMIC DAMPING OF ELASTIC VIBRATIONS OF BEAMS NEAR A PLANE BOUNDARY

Aerohydrodynamics of a flapping cylindrical wing of a circular cross-section

Three-dimensional numerical simulation of fluid dynamics around vibrating beams

he paper is devoted to the study of hydrodynamics around long cantilever beams that perform flexural vibrations in a viscous incompressible fluid near a plane boundary. The study is based on the numerical three-dimensional simulations of flows induced by vibrations performed in the package OpenFOAM.

Three-dimensional simulation of flows induced by flexural vibrations of thin long beams in a viscous fluid

The work is devoted to the study of flows induced by flexural vibrations of thin cantilever beams in a viscous fluid and their hydrodynamic influence on the beams. A three-dimensional model of interaction is considered.

A numerical study of vibration-driven mechanism of propulsion in viscous fluid

The vibration-driven motion of a spherical body in a viscous fluid at finite Reynolds numbers is considered. Based on numerical simulation, the structure of hydrodynamic forces acting on the body from the fluid and their influence on the efficiency of propulsion are studied.

Evaluation of drag and added mass forces acting on vibrating cantilever beams in the air

n the paper a method for determining of the aerodynamic influence on oscillating cantilever beams based on gyroscope measurements is presented. The developed method allow to establish the global influence of the aerodynamic effects on oscillation process and the local force characteristics in each

Identification of the parameters of the aerodynamic influence on the beams performing resonance oscillations in the fluid. Experiment and numerical simulation.

Numerical and experimental investigations of the oscillatory motion of thin plates in a still viscous fluid

THE OPTIMAL CONTROL OF A MULTI-MASS VIBRATION PROPULSION SYSTEM IN A VISCOUS INCOMPRESSIBLE FLUID

APPLICATION OF BIFURCATION ANALYSIS METHODS FOR THE PROBLEM OF OSCILLATIONS OF THE CIRCULAR CYLINDER IN A VISCOUS FLUID