The current study is devoted to investigating the duality of the solution for an unsteady stretching cylinder flow subjected to wall normal suction. It is demonstrated by using numerical methods that the dual solutions exist for various values of the curvature parameter regardless of the presence or absence of wall suction.

中文翻译：

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非定常拉伸圆柱体的多种解法

目前的研究致力于研究受壁法向吸力的非定常拉伸圆柱流的解的对偶性。通过数值方法证明，无论壁面吸力是否存在，曲率参数的各种值都存在对偶解。