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Eigenanalysis and reduced-order modelling of unsteady partial cavity flows using the boundary element method

机译:非定常局部腔流的本征分析和降阶建模的边界元方法

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This paper presents an efficient reduced-order modelling approach to predict unsteady behaviour of partial cavity flows (PCROM). The boundary element method (BEM) along with the potential flow is used to analyze unsteady partial cavity flows. Partial cavity flow is modelled based on a new non-iterative approach and the PCROM is based on fluid eigenmodes. To construct fluid eigenmodes the spatial iterative scheme to find cavity extent is removed. The eigenvalue problem of the unsteady flows is defined based on the unknown wake singularities. Eigenanalysis and reduced-order modelling of unsteady flows over a NACA 16-006 section are performed using the PCROM. Numerical examples are presented to demonstrate the accuracy of the proposed method. Comparison between the obtained results of the proposed method and those of other and conventional method indicates that the present algorithm works well with sufficient accuracy. Moreover, it is shown that the PCROM is computationally more efficient than the conventional one for unsteady sheet cavitations analysis on hydrofoils.
机译:本文提出了一种有效的降阶建模方法,以预测部分空腔流(PCROM)的非稳态行为。边界元方法(BEM)与势能流一起用于分析不稳定的部分腔体流。基于新的非迭代方法对部分腔体流动进行建模,而PCROM基于流体本征模式。为了构造流体本征模,去除了寻找空腔范围的空间迭代方案。基于未知尾流奇点定义了非恒定流的特征值问题。使用PCROM对NACA 16-006部分上的非恒定流进行特征分析和降阶建模。数值例子表明了该方法的准确性。所提方法与其他方法和常规方法所获得的结果之间的比较表明,本算法能够以足够的精度很好地工作。而且,显示出对于在水翼上进行不稳定的气穴分析,PCROM在计算上比常规的ROM更有效。

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