为提高克拉克- y型翼型升阻比而优化吹吸位置的参数化研究

IF 0.7 Q4 MECHANICS
M. Ohashi, Y. Morita, Shiho Hirokawa, K. Fukagata, N. Tokugawa
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引用次数: 7

摘要

为提高Clark-Y型翼型的性能,对具有均匀吹气(UB)和均匀吸力(US)的翼型进行了reynolds -average Navier-Stokes模拟(RANS)。首先,控制效果的情况下,与单一UB或US应用在翼型表面在不同的控制位置进行了调查。UB/US的量级为自由流速度的0.14%,控制区域设置在上下表面的四个不同位置。基于弦长和攻角的雷诺数分别为1.5×106和0◦。发现单UB/US控制可以减小/增大摩擦阻力。下表面的UB或上表面的US提高了升阻比,而上表面的UB或下表面的US使升阻比恶化。在等流量的UB和US联合控制中,设定吹吸量为自由流速度的0.14%或0.26%。吹/吸位置和流动条件与只有UB或US的情况相同。仿真结果表明,下表面UB和上表面US的联合控制提高了升阻比。尤其值得一提的是,后表面下部的UB和后表面上部的US的组合能最大程度地提高升阻比。相比之下,前上表面的UB和后下表面的US的组合控制被认为是最有效的减少摩擦阻力的情况。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Parametric study toward optimization of blowing and suction locations for improving lift-to-drag ratio on a Clark-Y airfoil
Reynolds-averaged Navier–Stokes simulations (RANS) of flows around a Clark-Y airfoil with uniform blowing (UB) and uniform suction (US) are performed aiming at improvement of the airfoil performance. First, the control effect in the case with single UB or US applied on the airfoil surface is investigated at the various control locations. The magnitudeof UB/US is 0.14% of the free-stream velocity, and the control region is set at four diff erent locations on the upper and lower surfaces. The Reynolds number based on the chord length and the angle of attack are 1.5×106 and 0◦, respectively. It is found that the friction drag is decreased/increased by single UB/US control. It is also found that UB on the lower surface or US on the upper surface improves the lift-to-drag ratio, while UB on the upper surface or US on the lower surface worsens it. In the combined control of UB and US having the equal flow rate, the magnitude of blowing and suction is set at 0.14% or 0.26% of the free-stream velocity. The locations of blowing/suction and flow conditions are the same as those in the cases with either UB or US only. The simulationresult suggests that the lift-to-drag ratio is improved by the combined control of UB on the lower surface and US on the upper surface. In particular, the lift-to-drag ratio is most improved by a combination of UB on the lower rear surface and US on the upper rear surface. In contrast, a combined control of UB on the upper front surface and US on the lower rear surface is identified as the most eff ec ive case for the friction drag reduction only.
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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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