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EXPERIMENTS ON THE PLANAR LATERAL VIBRATION OF A VERTICAL FLUID-CONVEYING PIPE WITH AN END MASS

机译:最终质量的垂直输液管平面横向振动的实验

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This paper experimentally examines lateral vibrations of a cantilevered pipe that is hung vertically with an end mass and conveys fluid with a flow velocity that is entirely constant. It is well known from linear stability theory that when the velocity of a fluid exceeds a certain value, a certain characteristic mode of pipe vibration becomes unstable. Moreover, higher modes of pipe vibration become unstable simultaneously with increasing flow velocities. We are interested in the case in which two-frequency oscillation occurs in the pipe involving the above two unstable modes at higher flow velocities. This phenomenon will be called mixed mode flutter. This phenomenon for a cantilevered pipe is essentially different from the cases of a pined-pined or clamped-clamped pipe with two marginal modes. In these cases, only the higher mode of the pipe vibration becomes unstable while the lower mode becomes stable at much higher flow velocities. Experiments were conducted with a silicon rubber pipe conveying water. The planar behaviors of the vertical fluid-conveying pipe with an end mass were observed using an image processing system that is based on the images captured by two CCD cameras. As a result, lower mode flutter, unstable mixed-mode flutter and also higher mode flutter were experimentally confirmed for the cantilevered pipe. Furthermore, the above phenomena are discussed using the basic equation of nonlinear planar lateral vibration of a vertical fluid-conveying pipe with an end mass from the viewpoint of nonlinear dynamics.
机译:本文通过实验研究了悬臂管的横向振动,该悬臂管垂直悬挂并带有末端质量,并以完全恒定的流速输送流体。从线性稳定性理论众所周知,当流体的速度超过特定值时,管道振动的特定特征模式变得不稳定。此外,更高的管道振动模式会随着流速的增加而变得不稳定。我们对在较高流速下涉及上述两种不稳定模式的管道中发生双频振荡的情况感兴趣。这种现象称为混合模式颤动。悬臂管的这种现象本质上与具有两个边际模式的销钉-销钉或夹紧-夹紧管的情况不同。在这些情况下,只有较高模式的管道振动变得不稳定,而较低模式在更高的流速下变得稳定。用输送水的硅橡胶管进行实验。使用基于两个CCD摄像机捕获的图像的图像处理系统,观察带有末端质量的垂直流体输送管的平面行为。结果,通过实验证实了悬臂管的低模颤振,不稳定的混合模颤振以及高模颤振。此外,从非线性动力学的角度出发,使用具有端质量的垂直流体输送管的非线性平面横向振动的基本方程式来讨论上述现象。

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