Modelling of nonlinear magnetic damping in vibrating coupled structures

E. Bonisoli, C. Delprete, F. Freschi, D. Lisitano, M. Repetto
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引用次数: 1

Abstract

Vibrations of a three degrees of freedom mechanical structure are attenuated using a magnetic damper, obtained by coupling a conductive structure with a magnetic field generated by permanent magnets. The magnetic dissipations are experimentally investigated focusing on their nonlinearity with respect to frequency and amplitude of oscillations. The system exhibits two types of nonlinearities: one proper of the mechanical system and one of due to the magnetic coupling. The availability of an electromagnetic-motional model allows for the separation of these two effects. A frequency domain model to describe the magneto-mechanical interaction under harmonic excitation is developed by means of a partial element equivalent circuit of the conductive parts. The restitution magnetic force model is then introduced in the numerical model of the system. Results obtained by simulations are validated versus experimental measurements on the three degrees of freedom structure.
振动耦合结构中非线性磁阻尼的建模
通过将导电结构与永磁体产生的磁场耦合,利用磁性阻尼器衰减三自由度机械结构的振动。对磁耗散进行了实验研究,重点研究了磁耗散与振荡频率和振幅的非线性关系。该系统表现出两种非线性:一种是机械系统固有的非线性,另一种是由磁耦合引起的非线性。电磁运动模型的可用性使这两种效应得以分离。利用导电部件的部分元件等效电路,建立了谐波激励下磁-力相互作用的频域模型。在系统的数值模型中引入了恢复磁力模型。仿真结果与三自由度结构的实验测量结果进行了对比验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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