Modeling the effect of centering of a spherical hydrodynamic suspension

Abstract

Based on the methods of asymptotic integration in the case when the decentering force is orthogonal to the sensitivity axis, the fast centering of the spherical hydrodynamic suspension at large values of the oscillatory Reynolds number is shown. It is shown that, up to the constant factor, the asymptotics of the dependence of the relative eccentricity on the oscillatory Reynolds number is similar to the results obtained earlier for cylindrical hydrodynamic suspension.