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Axial-flow-induced Vibration of a Rod Supported by Two TranslationalSprings

机译:由两个平移弹簧支撑的杆的轴流引起的振动

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An axial-flow-induced vibration model was proposed for a rod supported by two translational springs at both ends.For the derivation of the vibration model, the normal mode method was used to solve the random vibration problem of thecylinder subjected to the randomly fluctuating pressure acting on its surface by axial flow. The first natural frequency andmode shape functions for the flow-induced vibration, so-called FIV, model were derived by using Lagrange's method basedon the single mode approximation. The vibration displacement at reactor conditions were calculated by the proposed modelfor the spring-supported rod and by the previous model for the simple-supported(SS) rod. The resulting vibrationdisplacement for the spring-supported rod was larger than that of the SS rod, and the discrepancy between bothdisplacements was much larger at low flow velocity than at high flow velocity. The vibration displacement for the springsupportedrod appeared to decrease with the increase of the spring constant.
机译:提出了两端由两个平移弹簧支撑的杆的轴流引起的振动模型。为推导振动模型,采用正态法解决了圆柱体在随机压力变化下的随机振动问题。通过轴向流动作用在其表面上。通过基于单模逼近的拉格朗日方法,推导了流动振动的第一个固有频率和模形状函数,即所谓的FIV模型。通过弹簧支撑杆的建议模型和简单支撑杆的先前模型计算了反应堆条件下的振动位移。弹簧支撑杆的振动位移大于SS杆的振动位移,并且在低流速下的位移比在高流速下的位移大得多。弹簧支撑杆的振动位移随着弹簧常数的增加而减小。

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