论文标题
在高雷诺数处的自由振动液体的无稳定气态动力和频率锁定
Unsteady cavitation dynamics and frequency lock-in of a freely vibrating hydrofoil at high Reynolds number
论文作者
论文摘要
我们研究了不稳定的部分空化对高雷诺数字上自由振动液压截面的流体结构相互作用的影响。我们考虑一个弹性安装的NACA66液压截面,该部分可以在横向流动方向上自由振动。研究了与横向振动相结合的空气流动动力学,以低攻击角度进行了研究。在数值研究中,我们采用了最近开发的统一的变分流体结构相互作用框架,基于基于均匀的混合物的空化和混合URANS-LES湍流建模。我们首先针对湍流流动流的实验数据验证了数值实现。对于自由振荡的液体,我们观察到在非循环流动中不存在的不稳定的部分空洞条件下进行大振动。我们将频率锁定现象确定为持续的大振动振动的主要来源,从而,不稳定的升力强迫将其锁定在水翼固有频率的亚谐波中。在空腔塌陷和脱落期间,我们发现了周期性的顺时针涡度,导致了不稳定的升力产生。我们通过生长的腔和不良压力梯度之间的相互作用来确定该流动不稳定的起源。观察到流动诱导的结构振动对腔动力学产生影响。在频率锁定状态下,在液压层吸气表面上看到了大型连贯的洞穴结构,经历了整个空腔生长循环循环周期。对于锁后状态,空腔长度较短,并且观察到附着的腔体进行高频局部局部振荡。在此制度中,腔体脱落主要仅限于腔尾端和完全腔脱离的频率和脱落事件的频率。
We investigate the influence of unsteady partial cavitation on the fluid-structure interaction of a freely vibrating hydrofoil section at high Reynolds numbers. We consider an elastically-mounted NACA66 hydrofoil section that is free to vibrate in the transverse flow direction. Cavitating flow dynamics coupled with the transverse vibration are studied at low angles of attack. For the numerical study, we employ a recently developed unified variational fluid-structure interaction framework based on homogeneous mixture-based cavitation with hybrid URANS-LES turbulence modeling. We first validate the numerical implementation against experimental data for turbulent cavitating flow. For freely oscillating hydrofoil, we observe large-amplitude vibrations during unsteady partial cavitating conditions that are absent in the non-cavitating flow. We identify a frequency lock-in phenomenon as the main source of sustained large-amplitude vibration whereby the unsteady lift forces lock into a sub-harmonic of the hydrofoil natural frequency. During cavity collapse and shedding, we find a periodic generation of clockwise vorticity, leading to unsteady lift generation. We determine the origin of this flow unsteadiness near the trailing edge of the hydrofoil via the interplay between the growing cavity and adverse pressure gradient. The flow-induced structural vibration is observed to have a consequent impact on the cavity dynamics. In the frequency lock-in regime, large coherent cavitating structures are seen over the hydrofoil suction surface undergoing a full cavity growth-detachment-collapse cycle. For the post-lock-in regime, cavity length is shorter and the attached cavity is observed to undergo high frequency spatially localized oscillations. In this regime, cavity shedding is primarily limited to the cavity trailing end and frequency of a complete cavity detachment and shedding event is reduced.