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Pendulum type liquid column damper (PLCD) for controlling vibrations of a structure - Theoretical and experimental study

机译:控制结构振动的摆式液柱阻尼器(PLCD)-理论和实验研究

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Tuned liquid column dampers (TLCDs) or tuned mass dampers (TMDs) are attached to structures to suppress their vibrations, which are normally excited by dynamic environmental loadings. In this paper, a study is reported on a passive hybrid type damper derived from the configurations of a pendulum type TMD and a TLCD, which can be attached to a primary structure as a compound pendulum (herein called a PLCD). One main advantage of such a system is that the source of damping is the liquid damping at an orifice as in a typical TLCD. As this concept increases complexity in the analysis by introducing an extra degree of freedom, the focus in this paper is kept limited to formulate a mathematical model for a two-dimensional case and to prove its validity through an experimental study; furthermore, the basic characteristics of the system are identified for the benefit of its design. All mathematical models presented here are derived from the energy expression by using the Lagrange's equation. A cantilever beam orientated vertically and attached with a mass at the free end, which can vibrate in a two-dimensional plane, is fabricated as a primary structure. Initially, the primary structure fitted with a general compound pendulum type mass damper is numerically studied to approximately optimize the mass of the PLCD. Following that, a model of the PLCD is fabricated to carry out the experimental study. Finally, the theoretical and the experimental results for the combined structure-damper system are compared; this validates the mathematical model used here and demonstrates that implementation of such a concept is possible.
机译:调谐液柱阻尼器(TLCD)或调谐质量阻尼器(TMD)连接到结构以抑制其振动,这些振动通常是由动态环境载荷激发的。在本文中,研究了一种从摆式TMD和TLCD的配置派生而来的无源混合型阻尼器,该阻尼器可以作为复合摆(在此称为PLCD)连接到主结构上。这种系统的一个主要优点是,阻尼的来源是孔口中的液体阻尼,就像典型的TLCD一样。由于此概念通过引入额外的自由度而增加了分析的复杂性,因此本文的重点一直限于为二维案例建立数学模型并通过实验研究证明其有效性。此外,系统的基本特征是为了其设计而确定的。此处介绍的所有数学模型都是通过使用拉格朗日方程从能量表达式中得出的。将垂直定向并在自由端附加有质量的悬臂梁作为主要结构,该悬臂梁可以在二维平面中振动。最初,对装有普通复合摆式质量阻尼器的初级结构进行了数值研究,以大致优化PLCD的质量。随后,制造了PLCD模型以进行实验研究。最后,比较了组合结构阻尼器系统的理论和实验结果。这验证了此处使用的数学模型,并证明了实现这种概念是可能的。

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