PASSIVE SUPPRESSION OF THE VIBRATION OF FLUID LINES WITH KINEMATIC EXCITATION

We examine the problem of the small vibrations of plane curvilinear fluid lines with kinematic excitation with a passive local vibration suppression system. We study the steady-state vibrations with determination of the peak values of the components of the state vector as a function of the parameters of the vibration suppression system. We determine the optimal values of these parameters, for which the quality criterion takes a minimal value