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A Successive Gappy Proper Orthogonal Decomposition Approach and Its Application to Inverse Airfoil Design

机译:连续Gappy正确正交分解方法及其在逆机翼设计中的应用

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The gappy proper orthogonal decomposition (POD) is essentially a sample-dependent method that approximates unknown target airfoils by means of an appropriate sample interpolation. However, when airfoil samples significantly differ from targets, the method error is unacceptable. In this wok, we propose a successive sample-approximating gappy proper orthogonal decomposition (SSAGPOD) method for inverse airfoil design. For comparison, both the standard Gappy POD and SSAGPOD are applied to subsonic and transonic airfoil design cases in which airfoil samples are remarkably different from the targets. The results show that the SSAGPOD method, using the sample-approximating strategy, provides more accurate approximations than that of the standard Gappy POD.
机译:适当的正交正交分解(POD)本质上是一种依赖于样本的方法,该方法通过适当的样本插值近似未知的目标机翼。但是,当机翼样品与目标样品明显不同时,方法误差是不可接受的。在此炒锅中,我们提出了一种用于逆翼型设计的连续样本近似间隙正确正交分解(SSAGPOD)方法。为了进行比较,标准的Gappy POD和SSAGPOD都适用于亚音速和跨音速机翼设计案例,在这些案例中,机翼样本与目标明显不同。结果表明,使用样本近似策略的SSAGPOD方法比标准Gappy POD能够提供更准确的近似值。

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