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EFFECTS OF AXIS RATIO ON THE VORTEX-INDUCED VIBRATION AND ENERGY HARVESTING OF RHOMBUS CYLINDER

机译:轴比对菱形圆柱体涡激振动和能量获取的影响

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The vortex-induced vibrations of a rhombus cylinder are investigated using two-dimensional unsteady Reynolds-Averaged Navier-Stokes simulations at high Reynolds numbers ranging from 10,000 to 120,000. The rhombus cylinder is constrained to oscillate in the transverse direction, which is perpendicular to the flow velocity direction. Three rhombus cylinders with different axis ratio (AR=0.5, 1.0, 1.5) are considered for comparison. The simulation results indicate that the vibration response and the wake modes are dependent on the axis ratio of the rhombus cylinder. The amplitude ratios are functions of the Reynolds numbers. And as the AR increases, higher peak amplitudes can be made over a significant wide band of Re. On the other hand, a narrow lock-in area is observed for AR=0.5 and AR=1.5 when 30,000<Re<50,000, but the frequency ratio of AR=1.0 monotonically increases at a nearly constant slope in the whole Re range. The vortex shedding mode is always 2S mode in the whole Re range for AR=0.5. However, the wake patterns become diverse with the increasing of Re for AR=1.0 and 1.5. In addition, the mechanical power output of each oscillating rhombus cylinder is calculated to evaluate the efficiency of energy transfer in this paper. The theoretical mechanical power P between water and a transversely oscillating cylinder is achieved. On the base of analysis and comparison, the rhombus cylinder with AR=1.0 is more suitable for harvesting energy from fluid.
机译:使用二维非定常雷诺数平均Navier-Stokes模拟研究了在10,000到120,000的高雷诺数下菱形圆柱体的涡激振动。菱形圆柱体被约束为在垂直于流速方向的横向方向上振荡。为了进行比较,考虑了三个具有不同轴比(AR = 0.5、1.0、1.5)的菱形圆柱体。仿真结果表明,振动响应和尾波模式取决于菱形圆柱的轴比。振幅比是雷诺数的函数。并且随着AR的增加,可以在相当大的Re带宽上实现更高的峰值幅度。另一方面,当30,000 <Re <50,000时,AR = 0.5和AR = 1.5观察到狭窄的锁定区域,但在整个Re范围内,AR = 1.0的频率比以几乎恒定的斜率单调增加。在AR = 0.5的整个Re范围内,涡旋脱落模式始终为2S模式。然而,对于AR = 1.0和1.5,随着Re的增加,唤醒模式变得多样化。此外,本文还计算了每个摆动菱形圆柱体的机械功率,以评估能量传递的效率。达到了水和横向振荡筒之间的理论机械功率P。在分析比较的基础上,AR = 1.0的菱形圆柱体更适合于从流体中收集能量。

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