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Energy harvesting from flow-induced vibration of a low-mass square cylinder with different incidence angles

Peng Han, Qiaogao Huang, Guang Pan, Wei Wang, Tianqi Zhang, Denghui Qin

2021AIP Advances30 citationsDOIOpen Access PDF

Abstract

This numerical study investigates the flow-induced vibration responses and energy harvesting characteristics of a low-mass square oscillator. We first test three typical incidence angles of α = 0°, 22.5°, and 45° with reduced velocities Ur ranging from 3.8 to 26. The most interesting phenomenon is that large-amplitude vibrations can be generated at high reduced velocities, regardless of the angle α. We show that this is because of the following mechanisms: (i) For α = 0°, galloping occurs, resulting in high-amplitude and low-frequency vibrations; (ii) for α = 45°, the cylinder undergoes vortex-induced vibrations (VIVs) without the high-amplitude galloping instability. The unsteady vortex shedding effects are enhanced by a very low mass ratio, leading to “VIV forever” in the tested range of Ur with high-level amplitudes; and (iii) for α = 22.5°, the oscillations in the high-Ur range include both VIV and galloping components. Thus, the large amplitude is caused by the galloping instability and enhanced vortex-shedding effects. Due to the existence of large-amplitude vibrations, the low-mass square cylinder demonstrates the potential and necessary robustness for energy harvesting applications. Overall, α = 45° is the most suitable arrangement for the conversion of power. To further improve the efficiency, we test a 45° cylinder under damping ratios ζ ranging from 0.01 to 0.7. The results indicate that the energy harvesting characteristics are sensitive to the damping ratio when ζ < 0.3. Of all the tested cases, ζ = 0.7 provides the highest average efficiency.

Topics & Concepts

Vortex-induced vibrationVibrationAmplitudeVortex sheddingMechanicsPhysicsInstabilityVortexCylinderMechanical energyEnergy harvestingRangingMass ratioAcousticsPower (physics)OpticsTurbulenceEngineeringGeometryThermodynamicsMathematicsReynolds numberAstrophysicsTelecommunicationsFluid Dynamics and Vibration AnalysisVibration and Dynamic AnalysisInnovative Energy Harvesting Technologies
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