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Low Speed Streaks Instability of Turbulent Boundary Layer Flows with Adverse Pressure Gradient

机译:低速条纹的湍流边界层的不稳定性,具有不良压力梯度

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A Direct Numerical Simulation of turbulent flow subjected to an adverse pressure gradient (APG) was performed. As already noticed by many authors in such configurations, a second outer peak of turbulent kinetic energy is observed in the region of APG. In the present configuration, this peak is due to the production of intense vortices which are shown to be related to the instability of low speed streaks. The turbulent boundary layer flow subjected to an adverse pressure gradient (APG) induced by curvature is of crucial importance for many applications including aerodynamics of airfoils, ground vehicles or turbine blades. Significant progress is needed in understanding the near wall turbulence in order to improve the theoretical and numerical models. The available numerical models usually fail to predict flows at the onset of separation as they are based on scalings which are no more valid with pressure gradient. In flows with adverse pressure gradients, a strong secondary peak of turbulent kinetic energy has been observed in many configurations and is not yet fully explained [7]. Therefore, a careful analysis of turbulent structure generation is an opportunity to make progress in designing accurate statistical models for turbulence. Using the numerical solution procedure documented in [4] a database of channel flow with curved wall has been generated at Reynolds number Reτ ≈600. The flow slightly separates at the lower curved wall and is at the onset of separation at the upper wall. Therefore, two different configurations of pressure gradient as well as the effect of wall curvature can be investigated and compared.
机译:进行对受不利压力梯度(APG)进行湍流的直接数值模拟。如在这种配置中的许多作者已经注意到,在APG的区域中观察到湍流动能的第二外峰。在本配置中,该峰值是由于产生强烈涡流的产生,其被示出与低速条纹的不稳定性有关。对由曲率引起的不利压力梯度(APG)进行的湍流边界层流动对于许多应用包括翼型,地面车辆或涡轮叶片的空气动力学的许多应用是至关重要的。理解近壁湍流需要取得重大进展,以改善理论和数值模型。可用的数字模型通常无法在分离的开始时预测流动,因为它们基于缩放,这些缩放不再有压力梯度。在具有不利压力梯度的流动中,在许多配置中观察到湍流动能的强大二次峰值,并且尚未完全解释[7]。因此,对湍流结构的仔细分析是一种在设计准确统计模型中进行湍流的机会。使用在[4]中记录的数值解决方案程序,在Reynolds NumberReτ≈600,在reynolds number rev中生成了弯曲壁的通道流量的数据库。流动在下弯曲壁上略微分开,并且处于上壁的分离的开始。因此,可以研究两种不同的压力梯度配置以及壁曲率的效果和比较。

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