J. Bonnet, Gwenael Acher, P. Audier, A. Robert, A. Lebedev, N. Benard, E. Moreau
{"title":"DEVELOPMENT AND CHARACTERIZATION OF A PULSED JET ACTUATOR BASED ON SONIC FLOW CONTROLLED BY PLASMA","authors":"J. Bonnet, Gwenael Acher, P. Audier, A. Robert, A. Lebedev, N. Benard, E. Moreau","doi":"10.1615/tsfp10.430","DOIUrl":null,"url":null,"abstract":"The modulation of a sonic flow in view of high authority actuator design is based on the increase of the temperature at a sonic throat with the help of a plasma discharge. Indeed, for a perfect gas, the flow rate being proportional to the inverse of the square root of the temperature at a constant settling chamber pressure, the jet flow rate should be able to be varied. In view of flow control actuator design, the frequency is then no limited by any mechanical constraint. The discharge can be either continuous or pulsed at high frequencies. The influence of the settling chamber pressure and electrode gap distance have been investigated. For an aerodynamically steady actuation, the jet flow rate can be reduced down to 70% of its nominal value (30% of flow rate reduction), the best effectiveness being obtained with a DC discharge. The temperature increases from 290K to up to 650K for sonic regime. The speed of sound (and then the jet velocity for sonic conditions) is increased by a factor of 1.5 when the plasma is operated Transient phenomena are evidenced by high speed Schlieren. A low velocity version is obtained with a channel added downstream In this case, a modulation of the subsonic (37m/s) jet velocity is observed, with a max velocity of 60 m/s with a large increase of the velocity fluctuations when the plasma is activated. This actuator has several interests when compared to conventional pulsed jets: no mechanical device, high frequency response. The pulsed jet contains high velocity (by a factor of 1.5), high temperature (by a factor of 2) impulses with lower flow rate and high turbulence levels. INTRODUCTION AND EXPERIMENTAL DESIGN In most cases, active flow control requires high frequency actuators. Particularly for high velocity (eventually supersonic) flow control configurations, high frequency and high authority (in terms of flow rate) are required Cattafesta and Sheplak (2011), Gatski and Bonnet (2014). Some recent developments for supersonic flow control can be found in Emerik et al. (2014), Hupadhyay et al. (2016). Usual pressurized flowing jets monitoring through mechanical valves have a high potential but they are limited in terms of frequency (up to typically a few hundred of Hz). In this project, we developed a new flowing jet driven by a plasma discharge. The principle is to increase the temperature at a sonic throat located upstream of the jet exit with the help of a plasma discharge located at the throat (Fig. 1). For a perfect gas, the flow rate being proportional to the inverse of the square root of the temperature at a constant settling chamber pressure, the jet flow rate can be varied. Although using a plasma discharge, the present method is then quite different from the Spark Jet described by Emerik et al. (2014) in which a continuous flow of fresh air is introduced. Indeed, in this operation, the Spark Jet is associated to an extra air for cooling the cavity that is otherwise heated by the spark. Fig.1. Schematic of the plasma pulsed jet actuator. In a first part of the present study we quantify the maximum mass flow reduction that can be obtained by different types of discharges ignited in the vicinity of the sonic throat. In a second part, we will characterize the flow under the plasma activation. Three different power supplies are used (Fig. 2). The first power supply is a DC one, Technix SR15 P 3000. In this case, the discharge is either switched off or switched on and both of the cases are compared. The second power supply is composed of the DC power supply followed by a high voltage switch transistor Behlke, allowing us to pulse the discharge with small duration high current pulses. Finally, the last study deals with a pulse discharge with long duration small amplitude current pulses. As far as the flow itself is concerned, two parameters have been varied, namely the settling chamber pressure and the distance between the electrodes. The aerodynamic effects are observed by considering the flow rate measured by a direct flow meter and the temperature of the jet measured by a 1 mm encapsulated thermocouple. 10 International Symposium on Turbulence and Shear Flow Phenomena (TSFP10), Chicago, USA, July, 2017 2 3A-1 Fig. 2. Schematic of the electrical setup. In the present configuration, a single 0.95mm diameter, 3mm long cylindrical hole is used as shown on Fig. 3. The figure also shows a view of the plasma operating in a steady-state mode. Fig. 3. Schematic of the demonstrator and view during the plasma discharge. In order to be able to provide a lower velocity actuator, we install a secondary tube downstream of the sonic throat. This channel is 3mm in diameter and 20 mm long. Then, the output velocity is subsonic (≈ 40 m/s). This configuration restricts the primary objective of defining an actuator for high speed (including supersonic) flows, but in this configuration it can be used for low velocity applications. The settling chamber pressure can be adjusted from 1.4 up to 5 bar (the theoretical minimum pressure for sonic condition being 1.893 bar). The electrical characterization of the system is not given here, the main focus being on the discharge effect on the flow modulation. Details on the electric data can be found in Acher et al (2016). EXPERIMENTAL RESULTS We performed a parametric study of the different parameters of the device. Both electrical and geometrical parameter effects are investigated with the secondary tube, i.e. for the subsonic jet configuration. In a second part, we present preliminary results of the dynamic of the flow generated by the device in the sonic jet configuration. Parametric study for subsonic jet configuration We introduce the parameter P T Q / = Γ , where Q is the flow rate measured from the settling chamber characteristics, T is the total temperature and P the pressure in the settling chamber. This parameter should be constant when the flow is sonic at the throat (Γ = 2.8 10 m2 under the present conditions). Fig. 3 shows the evolution of this parameter. From the figure, it can be observed that the flow rate follows the isentropic theory for the natural as well as for the plasma actuated flows (Thompson, 1972). Fig. 3. Evolution of the parameter Γ (Gap 3 mm). Figure 4 shows the air jet temperature T measured 2 mm downstream of the subsonic jet exit, and the corresponding thermal power Pth versus discharge power Pd for several pressure values in the DC mode. First, one can observe that both quantities increases nearly linearly with the power injected by the discharge to the flow. Secondly, the jet temperature reaches about 650°K for P = 2 bar and Pd = 200 W. Figure 4. Evolution of the temperature (top) and thermal power (bottom). Gap 3 mm. The thermal conversion efficiency η, defined as the ratio between the thermal power and the discharge electrical power, increases from 32−37% at 1.4 bar (not a sonic condition) to 48−50% at 2.8 bar, with a mean value equal to 41% for P = 2 bar. 10 International Symposium on Turbulence and Shear Flow Phenomena (TSFP10), Chicago, USA, July, 2017 3 3A-1 As shown in Fig. 5, the value of the gap between both electrodes is important if the discharge power is considered. The reduction of the flow rate being the major goal of the study, the results are plotted in Fig. 6 in terms of discharge power and temperature ratios. The results are compared with the theoretical law corresponding to a pure thermal effect T T Q Q / / 0 0 = . First, one can see that a flow rate reduction down to 70% can be achieved. , Moreover, it seems that a better efficiency can be expected for a high current pulse discharge. 1 2 3 4 5 6 7 100 120 140 160 180 200 I=190 mA I=160 mA I=180 mA I=140 mA I=120 mA I=100 mA D is ch ar ge p ow er (W )","PeriodicalId":266791,"journal":{"name":"Proceeding of Tenth International Symposium on Turbulence and Shear Flow Phenomena","volume":"25 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"1900-01-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"3","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"Proceeding of Tenth International Symposium on Turbulence and Shear Flow Phenomena","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1615/tsfp10.430","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 3
Abstract
The modulation of a sonic flow in view of high authority actuator design is based on the increase of the temperature at a sonic throat with the help of a plasma discharge. Indeed, for a perfect gas, the flow rate being proportional to the inverse of the square root of the temperature at a constant settling chamber pressure, the jet flow rate should be able to be varied. In view of flow control actuator design, the frequency is then no limited by any mechanical constraint. The discharge can be either continuous or pulsed at high frequencies. The influence of the settling chamber pressure and electrode gap distance have been investigated. For an aerodynamically steady actuation, the jet flow rate can be reduced down to 70% of its nominal value (30% of flow rate reduction), the best effectiveness being obtained with a DC discharge. The temperature increases from 290K to up to 650K for sonic regime. The speed of sound (and then the jet velocity for sonic conditions) is increased by a factor of 1.5 when the plasma is operated Transient phenomena are evidenced by high speed Schlieren. A low velocity version is obtained with a channel added downstream In this case, a modulation of the subsonic (37m/s) jet velocity is observed, with a max velocity of 60 m/s with a large increase of the velocity fluctuations when the plasma is activated. This actuator has several interests when compared to conventional pulsed jets: no mechanical device, high frequency response. The pulsed jet contains high velocity (by a factor of 1.5), high temperature (by a factor of 2) impulses with lower flow rate and high turbulence levels. INTRODUCTION AND EXPERIMENTAL DESIGN In most cases, active flow control requires high frequency actuators. Particularly for high velocity (eventually supersonic) flow control configurations, high frequency and high authority (in terms of flow rate) are required Cattafesta and Sheplak (2011), Gatski and Bonnet (2014). Some recent developments for supersonic flow control can be found in Emerik et al. (2014), Hupadhyay et al. (2016). Usual pressurized flowing jets monitoring through mechanical valves have a high potential but they are limited in terms of frequency (up to typically a few hundred of Hz). In this project, we developed a new flowing jet driven by a plasma discharge. The principle is to increase the temperature at a sonic throat located upstream of the jet exit with the help of a plasma discharge located at the throat (Fig. 1). For a perfect gas, the flow rate being proportional to the inverse of the square root of the temperature at a constant settling chamber pressure, the jet flow rate can be varied. Although using a plasma discharge, the present method is then quite different from the Spark Jet described by Emerik et al. (2014) in which a continuous flow of fresh air is introduced. Indeed, in this operation, the Spark Jet is associated to an extra air for cooling the cavity that is otherwise heated by the spark. Fig.1. Schematic of the plasma pulsed jet actuator. In a first part of the present study we quantify the maximum mass flow reduction that can be obtained by different types of discharges ignited in the vicinity of the sonic throat. In a second part, we will characterize the flow under the plasma activation. Three different power supplies are used (Fig. 2). The first power supply is a DC one, Technix SR15 P 3000. In this case, the discharge is either switched off or switched on and both of the cases are compared. The second power supply is composed of the DC power supply followed by a high voltage switch transistor Behlke, allowing us to pulse the discharge with small duration high current pulses. Finally, the last study deals with a pulse discharge with long duration small amplitude current pulses. As far as the flow itself is concerned, two parameters have been varied, namely the settling chamber pressure and the distance between the electrodes. The aerodynamic effects are observed by considering the flow rate measured by a direct flow meter and the temperature of the jet measured by a 1 mm encapsulated thermocouple. 10 International Symposium on Turbulence and Shear Flow Phenomena (TSFP10), Chicago, USA, July, 2017 2 3A-1 Fig. 2. Schematic of the electrical setup. In the present configuration, a single 0.95mm diameter, 3mm long cylindrical hole is used as shown on Fig. 3. The figure also shows a view of the plasma operating in a steady-state mode. Fig. 3. Schematic of the demonstrator and view during the plasma discharge. In order to be able to provide a lower velocity actuator, we install a secondary tube downstream of the sonic throat. This channel is 3mm in diameter and 20 mm long. Then, the output velocity is subsonic (≈ 40 m/s). This configuration restricts the primary objective of defining an actuator for high speed (including supersonic) flows, but in this configuration it can be used for low velocity applications. The settling chamber pressure can be adjusted from 1.4 up to 5 bar (the theoretical minimum pressure for sonic condition being 1.893 bar). The electrical characterization of the system is not given here, the main focus being on the discharge effect on the flow modulation. Details on the electric data can be found in Acher et al (2016). EXPERIMENTAL RESULTS We performed a parametric study of the different parameters of the device. Both electrical and geometrical parameter effects are investigated with the secondary tube, i.e. for the subsonic jet configuration. In a second part, we present preliminary results of the dynamic of the flow generated by the device in the sonic jet configuration. Parametric study for subsonic jet configuration We introduce the parameter P T Q / = Γ , where Q is the flow rate measured from the settling chamber characteristics, T is the total temperature and P the pressure in the settling chamber. This parameter should be constant when the flow is sonic at the throat (Γ = 2.8 10 m2 under the present conditions). Fig. 3 shows the evolution of this parameter. From the figure, it can be observed that the flow rate follows the isentropic theory for the natural as well as for the plasma actuated flows (Thompson, 1972). Fig. 3. Evolution of the parameter Γ (Gap 3 mm). Figure 4 shows the air jet temperature T measured 2 mm downstream of the subsonic jet exit, and the corresponding thermal power Pth versus discharge power Pd for several pressure values in the DC mode. First, one can observe that both quantities increases nearly linearly with the power injected by the discharge to the flow. Secondly, the jet temperature reaches about 650°K for P = 2 bar and Pd = 200 W. Figure 4. Evolution of the temperature (top) and thermal power (bottom). Gap 3 mm. The thermal conversion efficiency η, defined as the ratio between the thermal power and the discharge electrical power, increases from 32−37% at 1.4 bar (not a sonic condition) to 48−50% at 2.8 bar, with a mean value equal to 41% for P = 2 bar. 10 International Symposium on Turbulence and Shear Flow Phenomena (TSFP10), Chicago, USA, July, 2017 3 3A-1 As shown in Fig. 5, the value of the gap between both electrodes is important if the discharge power is considered. The reduction of the flow rate being the major goal of the study, the results are plotted in Fig. 6 in terms of discharge power and temperature ratios. The results are compared with the theoretical law corresponding to a pure thermal effect T T Q Q / / 0 0 = . First, one can see that a flow rate reduction down to 70% can be achieved. , Moreover, it seems that a better efficiency can be expected for a high current pulse discharge. 1 2 3 4 5 6 7 100 120 140 160 180 200 I=190 mA I=160 mA I=180 mA I=140 mA I=120 mA I=100 mA D is ch ar ge p ow er (W )
在高功率致动器设计中,对声速流的调制是基于在等离子体放电的帮助下提高声速喉部的温度。事实上,对于一种完美的气体,在恒定的沉降室压力下,流速与温度平方根的反比成正比,射流流速应该是可以变化的。根据流量控制执行器的设计,频率不受任何机械约束的限制。放电可以是连续放电,也可以是高频脉冲放电。研究了沉降室压力和电极间距对沉降过程的影响。对于气动稳定驱动,射流流量可以降低到其标称值的70%(降低30%的流量),直流放电的效果最好。温度从290K增加到高达650K的声波政权。当等离子体运行时,声速(然后是声速条件下的射流速度)增加了1.5倍,高速纹影显示了瞬态现象。在这种情况下,观察到亚音速(37m/s)射流速度的调制,最大速度为60m /s,等离子体被激活时速度波动大幅增加。与传统脉冲射流相比,该致动器具有几个优点:无机械装置,高频响应高。脉冲射流包含高速(1.5倍)、高温(2倍)脉冲,流速较低,湍流程度较高。在大多数情况下,主动流量控制需要高频执行器。特别是对于高速(最终是超音速)的流动控制配置,需要高频率和高权威(在流量方面)Cattafesta和Sheplak (2011), Gatski和Bonnet(2014)。在Emerik et al.(2014)和Hupadhyay et al.(2016)中可以找到一些关于超音速流动控制的最新进展。通常通过机械阀监测的加压流动射流具有很高的潜力,但它们在频率方面受到限制(通常高达几百赫兹)。在这个项目中,我们开发了一种新的等离子体驱动的流动射流。原理是利用位于射流出口上游的声道处的等离子体放电来提高声道处的温度(图1)。对于理想气体,在恒定的沉降室压力下,流速与温度平方根的反比成正比,射流流速可以改变。虽然使用了等离子体放电,但目前的方法与Emerik et al.(2014)所描述的Spark Jet有很大不同,后者引入了连续的新鲜空气流。实际上,在这种操作中,火花射流与额外的空气相关联,用于冷却被火花加热的腔体。图1。等离子体脉冲射流致动器原理图。在本研究的第一部分中,我们量化了在音喉附近点燃不同类型的放电所能获得的最大质量流量减少。在第二部分中,我们将描述等离子体激活下的流动。使用了三种不同的电源(图2)。第一种电源是直流电源,Technix SR15 P 3000。在这种情况下,放电要么关闭,要么打开,并比较这两种情况。第二个电源由直流电源和高压开关晶体管贝尔克组成,使我们能够以小持续时间的大电流脉冲脉冲放电。最后,研究了长持续时间小幅度电流脉冲的脉冲放电。就流动本身而言,两个参数发生了变化,即沉降室压力和电极之间的距离。通过直接流量计测量的流量和1mm封装热电偶测量的射流温度,观察了气动效应。10湍流与剪切流现象国际研讨会(TSFP10),芝加哥,美国,2017年7月2 - 3电气装置示意图。在目前的配置中,如图3所示,使用单个直径0.95mm,长3mm的圆柱形孔。该图还显示了在稳态模式下运行的等离子体的视图。图3所示。演示器的原理图和等离子体放电时的视图。为了能够提供一个较低速度的执行器,我们在音喉下游安装了一个二次管。该通道直径3毫米,长20毫米。此时,输出速度为亚音速(≈40 m/s)。这种配置限制了定义高速(包括超音速)流致动器的主要目标,但在这种配置下,它可以用于低速应用。沉降室压力可从1。