Research on transfer characteristics of vibration of shaft and beam sonic crystals under concentrated mass boundary condition

Haisheng Shu, S. Liu, Weiyuan Wang, Dan Zhao, Fa Zhang, Enwu Gao
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Abstract

In order to obtain the transfer characteristics of vibration of sonic crystal structure under concentrated mass boundary condition, “epoxy + aluminum” shaft and beam sonic crystals were built and the transmissibility curves of torsional vibration and bending vibration of these structures were calculated under free boundary and concentrated mass boundary conditions respectively. The curves were analyzed together with the band gaps obtained by theoretical calculation and the results showed that: under free boundary condition single material shaft (or beam) hasn't any ability of vibration reduction while shaft (or beam) sonic crystal possessed obvious band gaps in which corresponding vibration could be suppressed distinctly; under concentrated mass boundary condition torsional (or bending) vibration could be reduced within a wide frequency band in single material shaft (or beam) while many resonant peaks could be found in transmissibility curve which would be harmful to vibration reduction. As to shaft and beam sonic crystals, vibration could be suppressed distinctly by the effect of band gaps and the ability of vibration reduction was improved much more than that under free boundary condition. However, owing to the mutual action of “spring-vibrator” system and band gap effect, high resonant peaks may be brought in band gaps evidently which would impair the ability of vibration reduction. Additionally, with the increase of the concentrated mass the vibration reduction ability of the shaft and beam sonic crystals could be enhanced further.
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集中质量边界条件下轴束声波晶体振动传递特性研究
为了获得超声晶体结构在集中质量边界条件下的振动传递特性,构建了“环氧树脂+铝”轴型和梁型超声晶体,分别计算了这两种结构在自由边界和集中质量边界条件下的扭转振动和弯曲振动传递率曲线。结合理论计算得到的带隙对曲线进行了分析,结果表明:在自由边界条件下,单材料轴(梁)没有任何减振能力,而轴(梁)声晶体具有明显的带隙,相应的带隙能明显抑制振动;在集中质量边界条件下,单个材料轴(或梁)的扭转(或弯曲)振动可以在较宽的频带内减小,但传递率曲线上存在多个共振峰,不利于减振。对于轴声晶体和束声晶体,带隙的作用能明显抑制振动,其减振能力比自由边界条件下明显提高。然而,由于“弹簧-振子”系统和带隙效应的相互作用,在带隙中会产生明显的高谐振峰,从而影响减振能力。此外,随着集中质量的增加,轴声晶体和束声晶体的减振能力进一步增强。
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