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A proper orthogonal decomposition method for nonlinear flows with deforming meshes

机译:变形网格非线性流的一种合适的正交分解方法

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This paper presents a proper orthogonal decomposition (POD) method that uses dynamic basis functions. The dynamic functions are of a prescribed form and do not explicitly depend on time but rather on parameters associated with flow unsteadiness. This POD method has been developed for modeling nonlinear flows with deforming meshes but can also be applied to fixed meshes. The method is illustrated for subsonic and transonic flows in channels with fixed and deforming meshes. This method properly captured flow nonlinearities and shock motion for cases in which the classical POD method failed.
机译:本文提出了一种使用动态基函数的适当正交分解(POD)方法。动态函数具有规定的形式,并且不明确取决于时间,而是取决于与流量不稳定相关的参数。该POD方法已经开发出来,可以对具有变形网格的非线性流进行建模,但也可以应用于固定网格。说明了该方法用于具有固定和变形网格的通道中的亚音速和跨音速流动。对于经典POD方法失败的情况,此方法可以正确捕获流量非线性和冲击运动。

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