Pseudospectral Modelling For Flow past a Long Flexible Cylinder

M. Chern, Jhe-Ming Lin
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Abstract

Extended Abstract The current study aims to simulate the complex oscillation of a long flexible cylinder. This fluid-structure interaction problem is important in ocean engineering, civil engineering and so on. For instance, a riser in ocean has to interact with the current. Another example is a cable of a bridge, which vibrates due to coming wind. An in-house numerical model was developed using pseudopsectral methods [1] coupled with the direct-forcing immersed boundary (DFIB) method [2] to investigate this phenomenon. The model was validated first by simulations of flow through a fixed cylinder in a free stream. Drag coefficients obtained by the proposed model and other publications were compared and good agreement was found. The preciseness and convergence analysis are presented in the validation section. A solid body can be identified more precisely using the adopted PSME-DFIB model. The proposed numerical model was used to simulate the flow-induced vibration of an elastically mounted rigid cylinder. The variation of vibration frequency and maximum amplitude with respect to Reynolds number and reduced velocity was investigated in the lock-in region and compared against published literature. When solids move through grids, the coordinate transformation can eliminate noise in the resultant force, as determined by the numerical integral. In addition, the in-house PSME-DFIB model was used to investigate the flow-induced vibration of an infinitely long flexible cylinder at various wavelengths, cylinder tensions at low Reynolds numbers. A short-wavelength cylinder was considered due to the feasibility of simulations. The effects of cylinder vibration on the flow patterns were also explored in detail. Given the initial displacement, the cylinder vibration was produced a stable standing wave response in the early stage, and gradually turned into
长柔性圆柱体流动的伪谱模拟
本研究的目的是模拟一个长柔性圆柱的复杂振荡。流固耦合问题在海洋工程、土木工程等领域具有重要意义。例如,海洋中的立管必须与洋流相互作用。另一个例子是一座桥的缆绳,它会因为来风而振动。利用伪谱方法[1]和直接强迫浸入边界(DFIB)方法[2]建立了内部数值模型来研究这一现象。该模型首先通过自由流中固定圆柱的流动模拟进行了验证。将该模型得到的阻力系数与其他文献得到的阻力系数进行了比较,结果吻合较好。验证部分给出了算法的精确性和收敛性分析。采用pme - dfib模型可以更精确地识别实体。采用所建立的数值模型对弹性安装刚性圆柱的流激振动进行了数值模拟。研究了锁紧区振动频率和最大振幅随雷诺数和减速速度的变化,并与已发表的文献进行了比较。当固体穿过网格时,坐标变换可以消除合力中的噪声,这是由数值积分决定的。此外,利用自制的pme - dfib模型研究了无限长柔性圆柱体在不同波长下的流激振动和低雷诺数下的圆柱体张力。考虑到模拟的可行性,我们考虑了短波长的圆柱体。还详细探讨了圆柱振动对流态的影响。在给定初始位移的情况下,圆柱振动在初期产生稳定的驻波响应,并逐渐转变为
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