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首页> 外文期刊>Journal of Mechanical Engineering >NUMERICAL INVESTIGATION OF THE WAKE AFFECTED UNSTEADINESS ON FLAT PLATE BOUNDARY LAYER
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NUMERICAL INVESTIGATION OF THE WAKE AFFECTED UNSTEADINESS ON FLAT PLATE BOUNDARY LAYER

机译:平板平板边界层上尾迹非定常影响的数值研究

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The present numerical simulation has been conducted with the aim to observe the unsteady boundarylayer characteristics on a flat plate induced by a von Karman vortex street wake. This flow situation is anidealization of that occurring on turbomachinery blades where unsteady wakes are generated by the precedingrow of blades. In this research, the boundary layer is developed under zero pressure gradients while the vortexstreet is generated by an elliptic cylinder positioned in the free stream. The minor-major axes ratio of theelliptic cylinder is taken as 0.6 with an angle of attack 00. The investigation has been performed for differentcylinder-to-plate relative position and a Reynolds number of 500 based on the focal distance of the ellipticcylinder and free stream velocity. The time dependent, two dimensional flow is simulated numerically. Theconsequent mathematical model is governed by the coupled equations of mass, and momentum and solved byemploying Galerkin weighted residual method of finite element formulation. The development of the flow fieldup to certain time period is considered. Instantaneous streamlines of the disturbed flow field, instantaneousvelocity field, boundary layer integral parameters, and skin friction on different streamwise locations on theplate are presented in this paper. The result shows that the wake vortices strongly affect the boundary layerover the flat plate. DOI: http://dx.doi.org/10.3329/jme.v43i1.15771
机译:进行本数值模拟的目的是观察由冯·卡曼涡街感应引起的平板上的非稳定边界层特性。这种流动状态是涡轮机叶片上发生的流动的理想化,在这种情况下,叶片的前行会产生不稳定的尾流。在这项研究中,边界层是在零压力梯度下形成的,而涡街则是由位于自由流中的椭圆圆柱产生的。椭圆圆柱的短轴与长轴之比为0.6,迎角为00。已根据圆柱和自由流的焦距研究了不同圆柱对板的相对位置和雷诺数500速度。时间相关的二维流动是通过数值模拟的。相应的数学模型由质量和动量的耦合方程控制,并通过采用有限元公式化的Galerkin加权残差法求解。考虑到一定时期内流场的发展。给出了扰动流场的瞬时流线,瞬时速度场,边界层积分参数以及板上不同流向位置的表皮摩擦力。结果表明,尾流涡流强烈影响平板上的边界层。 DOI:http://dx.doi.org/10.3329/jme.v43i1.15771

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