首页> 外文会议>ASME Turbine Technical Conference and Exposition >USE OF POD METHOD TO ELUCIDATE THE PHYSICS OF UNSTEADY MICROPULSED-JET FLOW FOR BOUNDARY LAYER FLOW SEPARATION CONTROL
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USE OF POD METHOD TO ELUCIDATE THE PHYSICS OF UNSTEADY MICROPULSED-JET FLOW FOR BOUNDARY LAYER FLOW SEPARATION CONTROL

机译:使用POD方法来阐明非稳压微挤出流动的物理学,用于边界层流动分离控制

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This paper presents a micro pulsed aspirated jet concept to suppress the flow separation in compressors. According to this concept, a kind of pulsed jet and an imitating cascade channel has been established; the characteristic frequency of separation vortex is about 266Hz. The experimental and numerical investigation about the unsteady frequency has been finished, and when the frequency of pulsed jet is close to the characteristic frequency of separation vortex, the control effects are more obvious. Based on the numerical results, the proper orthogonal decomposition (POD) method is introduced to analyze the unsteady control mechanism, and the spatial and temporal structure of unsteady flow field can be decoupled by POD method. The POD analysis results show that the main effect of unsteady pulsed jet is reallocating the energy of each mode, and selectively strengthening or weakening certain modes; the effect of steady jet is overall reducing the energy of high order modes. Based on the reasonable control parameters of pulsed jet, the energy in higher modes will be transferred to the average flow mode, and the translation of modal energy is coming from the reconstructing of spatial flow structures and the ordering of modal evolution characteristic. Finally, the validation of experimental investigation has been finished; and the credibility ofthe analysis is also enhanced.
机译:本文介绍了一个微脉冲吸气喷射概念,以抑制压缩机中的流动分离。根据这一概念,已经建立了一种脉冲射流和模仿级联通道;分离涡流的特征频率约为266Hz。关于不稳定频率的实验性和数值研究已经完成,并且当脉冲射流的频率接近分离涡流的特征频率时,控制效果更加明显。基于数值结果,引入了适当的正交分解(POD)方法以分析不稳定的控制机制,并且不稳定流场的空间和时间结构可以通过POD方法解耦。 POD分析结果表明,非稳态脉冲喷射的主要效果是重新分配每种模式的能量,并选择性地强化或削弱某些模式;稳定喷射的效果总体降低了高阶模式的能量。基于脉冲射流的合理控制参数,较高模式中的能量将被转移到平均流动模式,并且模态能量的翻译来自空间流动结构的重建和模态演化特性的排序。最后,完成了实验调查的验证;并且分析的可信度也得到了增强。

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