Noise generation of fluttering flag in a free stream

IF 0.7 Q4 MECHANICS
Reon Nishikawa, O. Terashima, Y. Konishi, Miyu Okuno
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引用次数: 1

Abstract

Fluttering flag in flow has been investigated for a long time from both a physical and an engineering point of view. Pioneering work on fluttering flag was performed by Fairthorne (1930) and Thoma (1939). Fairthorne measured the drag coefficients of several types of flags in a wind tunnel and found the relationship between the length of the flag and its coefficient. Subsequently, significant work has been conducted to investigate the forces acting on fluttering flags (Emmanuel et al., 2013). Hoerner (1965) and Taneda (1968) investigated the relationship between the drag of a flag and its length, and obtained different relationships from those of Fairthorne. Furthermore, Taneda (1968) found that the frequency of the oscillation of the flag depended on the Reynolds number and the mass ratio of the flag. The traveling waves on a fluttering flag were found and discussed by Sparenberg (1962). These groundbreaking works led to later research on parachutes (Lokerson, 1968), vehicles (Bourrières, 1969), projectiles (Fancett and Calyden, 1972), and rockets (Auman and Wilks, 2005). The fluttering flag remains a subject of interest for researchers. The time-averaged drag coefficients of fluttering flag were investigated and discussed in previous works (e.g., Wilk and Skuta, 2009), and a simple model was presented by Moretti (2003), which was later validated by Ristroph and Zhang (2008). More recently, the unsteady fluid force acting on a fluttering flag was measured, and the drag force and the moment around its strut were discussed from the perspective of its evolution during fluttering mode switches (Emmanuel et al., 2013). In addition, for the improvement of heat transfer, the flow-induced vibration of an inverted flag (Kim et al., 2013) has been studied by numerous researchers (Yu et al., 2017, Ryu et al., 2015, and Chen et al., 2018). Abstract An experimental study on the noise from a fluttering flag was performed in a low-noise wind tunnel. In the experiment, simultaneous measurements of noise from the flag and its motion were performed using microphones and a camera, respectively, to obtain the noise characteristics and their relation. Additionally, simultaneous measurements of noise and its displacement were performed to quantitively discuss their relation using seven laser displacement sensors. The experimental results indicated that a highly periodic noise with significant directivity in the vertical direction is generated from the flag, and the dominant frequency of the noise is linearly proportional to the inlet velocity. Additionally, the constants of proportionality are inversely proportional to the length of the flag and the square root of its thickness. The results also indicated that the downstream edge of the flag rolls up and down when significant periodic sound pressure is generated by the flow near the downstream edge of the flag. Furthermore, near the center of the downstream edge, the flag flutters at the dominant frequency of the emitted noise with high two-dimensionality. Therefore, the fluttering region was observed as the source of significant periodic noise from the flag. It is also found that the vibration of the downstream edge which brought the noise generation was caused by the strong upward or downward flow which occurs periodically.
自由流中飘扬的旗帜产生的噪音
长期以来,人们从物理和工程的角度对流动中的飘动旗进行了研究。费尔索恩(1930)和托马(1939)对飘扬的旗帜进行了开创性的研究。费尔索恩在风洞中测量了几种旗帜的阻力系数,并发现了旗帜长度与其系数之间的关系。随后,开展了大量工作来调查作用在飘扬的旗帜上的力(Emmanuel等人,2013年)。Hoerner(1965)和Taneda(1968)研究了旗帜的阻力与其长度之间的关系,得到了与Fairthorne不同的关系。此外,Taneda(1968)发现旗子振荡的频率取决于旗子的雷诺数和质量比。Sparenberg(1962)发现并讨论了飘扬的旗帜上的行波。这些开创性的工作导致了后来对降落伞(Lokerson, 1968),车辆(bourrires, 1969),射弹(Fancett和Calyden, 1972)和火箭(Auman和Wilks, 2005)的研究。飘扬的国旗仍然是研究人员感兴趣的主题。之前的作品(如Wilk和Skuta, 2009)对飘动旗的时均阻力系数进行了研究和讨论,Moretti(2003)提出了一个简单的模型,Ristroph和Zhang(2008)对该模型进行了验证。最近,测量了作用在飘动旗帜上的非定常流体力,并从飘动模式切换过程中旗杆周围的阻力和力矩的演变角度进行了讨论(Emmanuel et al., 2013)。此外,为了改善传热,许多研究者对倒旗的流激振动进行了研究(Kim et al., 2013) (Yu et al., 2017, Ryu et al., 2015, and Chen et al., 2018)。摘要在低噪声风洞中进行了旗帜飘动噪声的实验研究。在实验中,分别使用麦克风和相机同时测量国旗及其运动的噪声,以获得噪声特性及其关系。此外,利用7个激光位移传感器对噪声和位移进行了同时测量,定量地讨论了它们之间的关系。实验结果表明,旗杆在垂直方向上产生具有明显指向性的高周期性噪声,噪声的主导频率与进口速度成线性比例。此外,比例常数与旗帜的长度及其厚度的平方根成反比。结果还表明,当旗子下游边缘附近的流动产生明显的周期性声压时,旗子下游边缘会上下翻滚。此外,在下游边缘中心附近,旗子以发射噪声的主频率振荡,具有较高的二维性。因此,飘扬区域被认为是旗帜周期性噪声的重要来源。研究还发现,引起噪声产生的下游边缘振动是由周期性发生的强烈向上或向下流动引起的。
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来源期刊
CiteScore
1.00
自引率
12.50%
发文量
2
期刊介绍: Journal of Fluid Science and Technology (JFST) is an international journal published by the Fluids Engineering Division in the Japan Society of Mechanical Engineers (JSME). JSME had been publishing Bulletin of the JSME (1958-1986) and JSME International Journal (1987-2006) by the continuous volume numbers. Considering the recent circumstances of the academic journals in the field of mechanical engineering, JSME reorganized the journal editorial system. Namely, JSME discontinued former International Journals and projected new publications from the divisions belonging to JSME. The Fluids Engineering Division acted quickly among all divisions and launched the premiere issue of JFST in January 2006. JFST aims at contributing to the development of fluid engineering by publishing superior papers of the scientific and technological studies in this field. The editorial committee will make all efforts for promoting strictly fair and speedy review for submitted articles. All JFST papers will be available for free at the website of J-STAGE (http://www.i-product.biz/jsme/eng/), which is hosted by Japan Science and Technology Agency (JST). Thus papers can be accessed worldwide by lead scientists and engineers. In addition, authors can express their results variedly by high-quality color drawings and pictures. JFST invites the submission of original papers on wide variety of fields related to fluid mechanics and fluid engineering. The topics to be treated should be corresponding to the following keywords of the Fluids Engineering Division of the JSME. Basic keywords include: turbulent flow; multiphase flow; non-Newtonian fluids; functional fluids; quantum and molecular dynamics; wave; acoustics; vibration; free surface flows; cavitation; fluid machinery; computational fluid dynamics (CFD); experimental fluid dynamics (EFD); Bio-fluid.
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