排序方式: 共有14条查询结果,搜索用时 15 毫秒
1.
等离子体激励器通过产生的等离子加速气流,可以实现对流动的控制。单级等离子体激励器由于受到等离子体放电的物理限制,其控制作用较小;为了提高等离子体流动控制的效果,关于多级等离子体激励器的研究得到发展。采用图像采集和粒子示踪测速系统(PIV),对传统多级等离子体激励器和多级双极性等离子体激励器的放电现象以及气流加速进行研究,并通过流场速度分布计算等离子体激励器对空气产生的推力和吸力。结果表明:随着电压的升高,传统多级等离子体激励器产生的推力和吸力会逐渐减弱;而多级双极性等离子体激励器产生的推力和吸力均呈逐渐增强的趋势。 相似文献
2.
3.
介质阻挡放电(DBD)均匀稳定、易于敷设,是机翼/翼型等离子体流动控制(PFC)中最常用的激励方式。射频介质阻挡放电激励频率高、放电功率大,且能在流场中产生明显的加热,应用潜力大。采用射频电源驱动DBD激励器产生等离子体,分析放电的体积力、热特性和诱导流场特性,开展了射频介质阻挡放电改善NACA 0015翼型气动性能的实验,研究了占空比、调制频率、载波频率和电源功率等参数对流动控制效果的影响规律。结果表明:射频等离子体激励的体积力效应随激励电压的增大而增加;射频等离子体激励产生的热量在诱导的流场中进行传导,加速流场;当来流速度为20m/s,Re=3.36×10~5时,在翼型前缘施加激励,使翼型临界失速迎角推迟1°,最大升力系数增大6.43%,且在过失速迎角下仍具有流动控制效果,使升力下降变缓;调制频率越大,控制效果越好;存在最佳占空比、载波频率和功率,占空比对流场控制效果的影响最显著,最佳占空比、载波频率和功率分别为20%,460kHz和50W。射频等离子体激励以体积力效应、热效应和诱导壁面射流改善失速流场,使得NACA0015翼型气动性能极大改善,流动分离得到有效控制。 相似文献
4.
飞行器表面在一定气象条件下会产生积冰,积冰会使飞行器气动性能下降,是危害飞行安全的重要因素之一。常见的气热及电热防冰系统已经广泛运用于现有飞行器上。近些年,在纳秒脉冲阻挡介质放电(NSDBD)等离子体激励器的相关研究中发现NSDBD等离子体激励器可对周围流场进行快速加热,考虑到这种热效应可能作为飞机防冰的一种新方式。本文用数值方法对NSDBD等离子体激励器防冰特性开展了研究。首先,建立了基于Messinger模型的积冰模型,对典型积冰条件进行了验证计算;其次,耦合唯象学等离子体模型与非定常雷诺平均Navier-Stokes方程,计算等离子体对空气流场的影响;最后,将NSDBD等离子体激励器布置在NACA0012翼型前缘防冰区,结合积冰模型与唯象学等离子模型,对其防冰特性进行了研究。计算结果表明等离子体加热的热气流会覆盖在翼型表面防冰区。在相同的霜冰条件下,开启等离子体激励器时机翼前缘没有出现积冰,说明等离体子激励器应用于机翼防冰是有效的。针对不同的激励器参数对防冰特性的影响规律进行了研究,总体上防冰效果与峰值电压、激励器频率有关,从防冰效果和能耗方面考量,在给定计算条件下,存在最优电压值和最优激励器频率值。激励器分布方式对防冰特性的影响与其具体流场有关,需要具体分析。 相似文献
5.
In order to promote an in-depth understanding of the mechanism of leading-edge flow separation control over an airfoil using a symmetrical Dielectric Barrier Discharge(DBD) plasma actuator excited by a steady-mode excitation, an experimental investigation of an SC(2)-0714 supercritical airfoil with a symmetrical DBD plasma actuator was performed in a closed chamber and a low-speed wind tunnel. The plasma actuator was mounted at the leading edge of the airfoil.Time-resolved Particle Image Velocimetry(PIV) results of the near-wall region in quiescent air suggested that the symmetrical DBD plasma actuator could induce some coherent structures in the separated shear layer, and these structures were linked to a dominant frequency of f0= 39 Hz when the peak-to-peak voltage of the plasma actuator was 9.8 kV. In addition, an analysis of flow structures without and with plasma actuation around the upper side of the airfoil at an angle of attack of18° for a wind speed of 3 m/s(Reynolds number Re = 20000) indicated that the dynamic process of leading-edge flow separation control over an airfoil could be divided into three stages. Initially, this plasma actuator could reinforce the shedding vortices in the separated shear layer. Then, these vortical structures could deflect the separated flow towards the wall by promoting the mixing between the outside flow with a high kinetic energy and the flow near the surface. After that, the plasma actuator induced a series of rolling vortices in the vicinity of the suction side of the airfoil, and these vortical structures could transfer momentum from the leading edge of the airfoil to the separated region, resulting in a reattachment of the separated flow around the airfoil. 相似文献
6.
7.
介质阻挡放电等离子体对NACA0015翼型流动控制的PIV实验研究 总被引:1,自引:0,他引:1
采用粒子图像测速(Particle Image Velocimetry,PIV)技术,研究了介质阻挡放电等离子体激励对NA-CA0015翼型表面流动分离的控制特性。通过风洞实验,研究了电极电压、电极位置和布置方式等参数对翼型分离控制的影响规律,并初步分析了等离子体流动控制机理。结果表明等离子体激励在失速迎角附近可以有效抑制翼型的流动分离,实现气流的完全再附着;在来流速度为20m/s时,将气流再附着的迎角提高了5°。 相似文献
8.
增升装置是传统构型飞机的重要组成部分,对飞行器气动性能有重要影响。将高效、简便、节能的介质阻挡放电(Dielectric Barrier Discharge,DBD)等离子体激励器布置在增升装置附近,通过对流场进行控制来达到提高增升装置气动性能的作用。选取二维翼型GAW-1及其29%襟翼作为研究对象,在分析基础流场的基础上,固定激励器放电频率等参数不变,将单级介质阻挡放电激励器放置在几个不同位置,用数值模拟的方法研究其对翼型总体气动特性的影响。仿真结果表明,主翼上表面后缘处的激励器增升效果最好,增升达12.8%且将失速迎角推迟约2°,主翼下表面后缘的升阻比增加可达15%。 相似文献
9.
10.
《中国航空学报》2021,34(2):441-453
A Dielectric Barrier Discharge (DBD) plasma actuator can create a body force which locally accelerates the base flow leading to an attenuation of broadband disturbance to delay the transition. In this study, numerical simulation on an NLF0416 airfoil is conducted to investigate transition delay and drag reduction by a DBD plasma actuator. To simulate plasma’s effect more accurately, boundary-layer data is acquired from Reynolds Averaged Navier Stocks (RANS) equations instead of laminar boundary layer equations, although RANS equations need a much finer boundary-layer grid, and the linear stability analysis method is used to analyze the boundary layer and get the transition point. In this study, the influences of different actuation intensities and positions are investigated, and results show that if the actuation intensity is stronger and the actuation position is closer to the base transition point, more drag reduction can be obtained. However, the efficiency of plasma transition delay is really low. For example, when the actuation voltage is 16 kV, the actuation frequency is 1 kHz, and the main Mach number is 0.1, the saved power due to drag reduction is about 5.09 W, but the power consumed is about 32.61 W, and the efficiency is just 15.6%. 相似文献