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首页> 外文期刊>Journal of Wind Engineering and Industrial Aerodynamics: The Journal of the International Association for Wind Engineering >Flow-induced vibration of a square cylinder and downstream flat plate associated with micro-scale energy harvester
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Flow-induced vibration of a square cylinder and downstream flat plate associated with micro-scale energy harvester

机译:与微尺度能量收割机相关的方形气缸和下游平板的流动诱导的振动

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摘要

The phenomenon of flow-induced vibration (FIV) over a square cylinder at Reynolds numbers, Re = (3.6-12.5 x 10(3)) is numerically studied. This current study provides a detailed explanation of the behaviour of transverse motion of square cylinder with the mass damping ratio, m*zeta = 2.48. The computation of FIV is conducted by numerical simulation based on the Unsteady Reynolds Navier-Stokes (URANS) flow field using OpenFOAM software. The first part of the numerical simulation consists of an isolated square cylinder to validate the solution with previous studies. The computation of FIV with a total number of cells, N = 101,662 have shown a comparable pattern of amplitude curve. The coexistence of vortex-induced vibration (VIV) and galloping is observed for a single isolated cylinder. A downstream flat plate is introduced in the second part of the work. Different gaps separation between the cylinder and flat plate (0.1 = G/D = 3) are simulated. Based on the amplitude curve against reduced velocities 4 = U-R = 20, four regimes are identified. According to the power estimation, the optimum gap separation is G/D = 0.1. The harnessed power is higher than a single isolated square cylinder while preserving the robustness for the remote harvesting purpose.
机译:在雷诺数的方形圆筒上的流动诱导的振动(FIV)的现象,Re =(3.6-12.5×10(3))在数值上进行了研究。该目前的研究提供了方形圆筒的横向运动具有质量阻尼比的行动的详细说明,M * Zeta = 2.48。使用OpenFoam软件的非定常雷诺Navier-Stokes(URANS)流场的数值模拟来进行FIV的计算。数值模拟的第一部分由隔离的方圆柱组成,用于验证先前研究的解决方案。使用细胞总数的FIV的计算,N = 101,662显示了一种相当的幅度曲线图案。涡旋诱导的振动(VIV)和疾驰的共存是针对单个隔离的圆柱体观察到的。在工作的第二部分中引入了下游平板。模拟气缸和平板之间的不同间隙分离(0.1& = g / d& = 3)。基于针对减小的速度4的幅度曲线4& = U-R.识别出四个方案。根据功率估计,最佳间隙分离为G / D = 0.1。利用的功率高于单个隔离的方圆柱,同时保持远程收获目的的稳健性。

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