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NUMERICAL INVESTIGATION OF FLOW OVER AN AIRFOIL BY THE LATTICE BOLTZMANN METHOD

机译:用格子Boltzmann方法对翼型流动流动的数值研究

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During the last years the aerodynamics characteristics of airfoils have been studied solving numerically the Navier-Stokes (NS) equations. These calculations require a significant computational cost due to both the second order and the non-linear characteristics of the NS partial differential equations. Therefore, efforts have been devoted to reduce this cost and increase the accuracy of the numerical methods. The Lattice-Boltzmann Method (LBM) has become a great alternative to simulate this problem and a variety of fluid flows. In this method, the convective operator is linear and the pressure is calculated directly by the equation of state without implementing iterative methods. This work represents a preliminary investigation of a laminar flow over airfoils under low Reynolds number conditions (Re=500). Solutions are obtained using a Multi-Block mesh refinement method. In order to validate the computational code, calculations are performed on a SD7003 airfoil at an angle of attack of 4° and 30°, which corresponds to the available numerical and experimental results. The results of this study agree well with previous experimental and numerical studies demonstrating the capabilities of the LBM to simulate accurately laminar flows over airfoils as well as capturing and predicting the laminar separation bubbles.
机译:在过去几年中,研究了翼型的空气动力学特征,在数值上进行了求解了Navier-Stokes(NS)方程。由于NS部分微分方程的二阶和非线性特性,这些计算需要显着的计算成本。因此,已经努力降低了这一成本并提高了数值方法的准确性。 Lattice-Boltzmann方法(LBM)已成为模拟此问题和各种流体流动的替代方案。在该方法中,对流操作者是线性的,并且通过状态方程直接计算压力,而不实现迭代方法。该工作代表了在低雷诺数条件下对翼型的流动流动的初步研究(RE = 500)。使用多块网格细化方法获得解决方案。为了验证计算代码,在4°和30°的攻击角度下对SD7003翼型进行计算,其对应于可用的数值和实验结果。本研究的结果与先前的实验和数值研究一致,证明了LBM的能力,以模拟精确的层流过翼型,以及捕获和预测层流分离气泡。

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