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Landing Gear Aerodynamic Noise Prediction Using Building-Cube Method

机译:基于Building-Cube方法的起落架气动噪声预测

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Landing gear noise prediction method is developed using Building-Cube Method (BCM). The BCM is a multiblock-structured Cartesian mesh flow solver, which aims to enable practical large-scale computation. The computational domain is composed of assemblage of various sizes of building blocks where small blocks are used to capture flow features in detail. Because of Cartesian-based mesh, easy and fast mesh generation for complicated geometries is achieved. The airframe noise is predicted through the coupling of incompressible Navier-Stokes flow solver and the aeroacoustic analogy-based Curie's equation. In this paper, Curie's equation in noncompact form is introduced to predict the acoustic sound from an object in flow. This approach is applied to JAXA Landing gear Evaluation Geometry model to investigate the influence of the detail components to flows and aerodynamic noises. The position of torque link and the wheel cap geometry are changed to discuss the influence. The present method showed good agreement with the preceding experimental result and proved that difference of the complicated components to far field noise was estimated. The result also shows that the torque link position highly affects the flow acceleration at the axle region between two wheels, which causes the change in SPL at observation point.
机译:起落架噪声预测方法是使用Building-Cube方法(BCM)开发的。 BCM是一种多块结构的笛卡尔网格流求解器,旨在实现实际的大规模计算。计算域由各种大小的构建块组成,其中小块用于详细捕获流量特征。由于基于笛卡尔的网格,可以轻松快速地生成复杂几何形状的网格。机身噪声是通过不可压缩的Navier-Stokes流量求解器和基于航空声学类比的居里方程的耦合来预测的。在本文中,引入了非紧凑形式的居里方程来预测来自流动物体的声音。该方法应用于JAXA起落架评估几何模型,以研究详细部件对流动和空气动力噪声的影响。改变扭矩连杆的位置和轮盖的几何形状以讨论其影响。该方法与前面的实验结果吻合良好,证明了估计的复杂分量与远场噪声的差异。结果还表明,扭矩连杆位置极大地影响了两个车轮之间的轴区域处的流动加速度,从而导致观察点处的SPL发生变化。

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  • 来源
    《Modelling and simulation in engineering》 |2012年第1期|632387.1-632387.16|共16页
  • 作者单位

    Department of Aerospace Engineering, Tohoku University, Aoba 6-6-01, Sendai 980-8579,Japan;

    Department of Aerospace Engineering, Tohoku University, Aoba 6-6-01, Sendai 980-8579,Japan;

    Department of Aerospace Engineering, Tohoku University, Aoba 6-6-01, Sendai 980-8579,Japan;

    Department of Aerospace Engineering, Tohoku University, Aoba 6-6-01, Sendai 980-8579,Japan;

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