Abstract

<div class="section abstract"><div class="htmlview paragraph">The dynamic characteristics of hydraulic damping rubber isolators (such as hydraulic bushing and hydraulic mount) are related to excitation amplitude and frequency. Based on the lumped parameter model of hydraulic damping rubber isolator, a unified linear model of complex stiffness is derived and its deficiency is pointed out. Based on the derived linear model, this paper considers the nonlinear damping of inertia channel and the nonlinear stiffness of the upper chamber of the hydraulic damping rubber isolator, so as to establish a new nonlinear model, which can reflect the amplitude and frequency dependence of the dynamic characteristics of the hydraulic damping rubber isolator. Finally, the nonlinear model is used to analyze the dynamic response of hydraulic damping rubber isolator under harmonic excitation and random excitation respectively, and the results are compared with the test results. The results show that the proposed model can characterize the amplitude and frequency dependence of the dynamic characteristics of the hydraulic damping rubber isolator, and can accurately calculate the dynamic response of the hydraulic damping rubber isolator under harmonic excitation and random excitation.</div></div>

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