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Behavior explanation and a new model for nonlinear viscous fluid dampers with a simple annular orifice

机译:带有简单环形孔的非线性粘性流体阻尼器的行为解释和新模型

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Viscous fluid dampers have been used in many building and bridge construction projects for earthquake damage mitigation. Previous study has shown that silicone oil properties, such as the fluid shear-thinning and relaxation effects, play important roles for the annular-orificed fluid damper behavior, and the Navier-Stokes equations based on these mechanisms were developed. In the current study, attempts are made to explain the effects of frequency, damper dimensions, and viscosity of silicone oil on the damper stiffness behavior using the developed equations. It is found that the developed equations successfully explain the observed phenomena. To avoid the complicated fluid dynamics analyses for damper parameters, such as the damping factor and the velocity power exponent, a new four-parameter equation considering both the fluid shear-thinning and stiffness effects, with a form similar to the widely used two- or three-parameter equation is proposed. The results of the new model successfully capture the damper behavior both at low and high frequencies and show an advantage that better consistent results can be obtained in the velocity range for the building and bridge applications.
机译:粘性流体阻尼器已在许多建筑和桥梁建设项目中用于减轻地震破坏。先前的研究表明,硅油特性(如流体剪切稀化和松弛效应)对环形孔阻尼器行为起着重要作用,并基于这些机理开发了Navier-Stokes方程。在当前的研究中,尝试使用已开发的方程式来解释频率,阻尼器尺寸和硅油粘度对阻尼器刚度行为的影响。发现发展的方程式成功地解释了观察到的现象。为避免对阻尼器参数(如阻尼系数和速度功率指数)进行复杂的流体动力学分析,采用了一种新的四参数方程,该方程考虑了流体的剪切变稀和刚度效应,其形式类似于广泛使用的二或三。提出了三参数方程。新模型的结果成功地捕获了低频和高频时的阻尼器行为,并显示了一个优势,即在建筑物和桥梁应用的速度范围内可以获得更好的一致结果。

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