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The effects of cubic damping on vibration isolation

机译:立方阻尼对隔振效果的影响

摘要

Vibration isolators are often assumed to possess linear viscous damping which has well known consequences for their performance. However, damping may be designed to be or prove to be nonlinear. This study investigates the effect of cubic damping, as an example of damping nonlinearity, in a single degree of freedom (SDOF) vibration isolation system. The response behaviour due to two excitation types, namely harmonic and broadband excitations, was examined.For harmonic excitation, the Harmonic Balance Method (HBM) was applied to yield approximate closed form solutions and simplified analytical expressions implicitly show the influence of cubic damping for particular frequency regions. The HBM solutions were verified using direct numerical integration. The presence of cubic damping proves to be beneficial for the force excited case. It reduces response amplitude around the resonance frequency and has similar response to an undamped system in the isolation region. In contrast, for base excitation, the cubic damping is detrimental at high excitation frequencies as the base excitation and isolated mass move almost together. The effect becomes more pronounced for larger excitation amplitudes.The case of base excitation was then considered for broadband excitation. The responses using direct numerical integration were presented using power spectral densities. In contrast to harmonic excitation, the amplitude of the response does not appear to approach that of the input. Instead, a higher effective cubic damping results in a higher vibration level of the isolated mass at frequencies below the resonance frequency. It also does not reduce explicitly the response amplitude around the resonance frequency unlike the linear viscous damping. For a constant displacement amplitude random excitation, the excitation frequency bandwidth is found to be a significant factor in the level of effective cubic damping. A broader excitation bandwidth results in a higher level of cubic damping force.The theoretical and numerical results for both harmonic and broadband excitation were validated experimentally. The experimental investigation was performed using a SDOF base excited vibration isolation system possessing a simple velocity feedback control active damper to reproduce the nonlinear damping force. The predictions were shown to be in good agreement with measurements thereby verifying the effects of cubic damping on a SDOF system undergoing harmonic and broadband base excitation.
机译:通常认为隔振器具有线性粘性阻尼,这对其性能产生了众所周知的影响。但是,阻尼可以设计为非线性或证明是非线性的。这项研究研究了单自由度(SDOF)隔振系统中三次阻尼的影响,例如阻尼非线性。研究了谐波和宽带激励两种激励类型的响应行为。对于谐波激励,应用谐波平衡法(HBM)得出近似闭合形式的解,简化的解析表达式隐含地表明了立方阻尼对特定阻尼的影响。频率区域。使用直接数值积分验证了HBM解决方案。立方阻尼的存在被证明对于受力情况是有益的。它降低了谐振频率附近的响应幅度,并对隔离区域中的无阻尼系统具有相似的响应。相反,对于基本激励,由于基本激励和隔离质量几乎一起运动,因此立方阻尼在高激励频率下是有害的。对于更大的激励幅度,该效应变得更加明显。然后,在宽带激励中考虑了基本激励的情况。使用功率谱密度表示使用直接数值积分的响应。与谐波激励相反,响应的幅度似乎不接近输入的幅度。取而代之的是,较高的有效立方阻尼会导致在低于共振频率的频率下,隔离块的振动水平较高。与线性粘性阻尼不同,它也不会显着降低谐振频率附近的响应幅度。对于恒定位移振幅随机激励,发现激励频率带宽是有效三次阻尼水平的重要因素。较宽的激励带宽导致更高的立方阻尼力。谐波和宽带激励的理论和数值结果均经过实验验证。使用具有简单速度反馈控制主动阻尼器的SDOF基础励磁隔振系统进行实验研究,以再现非线性阻尼力。结果表明,这些预测与测量值非常吻合,从而验证了三次阻尼对经受谐波和宽带基激励的SDOF系统的影响。

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  • 作者

    Panananda Nuttarut;

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  • 年度 2014
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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