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SERIES SOLUTIONS FOR UNSTEADY STAGNATION POINT FLOWS OF A NON-NEWTONIAN FLUID OVER A SHRINKING SHEET

机译:板上非牛顿流体非稳定驻点流的级数解。

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摘要

Series solutions for unsteady stagnation point flows of a Jeffrey fluid bounded by a shrinking sheet are constructed in this paper. Both two-dimensional and axisymmetric situations are analyzed. The resulting nonlinear problems are solved by a homotopy analysis approach. The significant features of the obtained series solutions are discussed by graphs.
机译:本文构造了以收缩片为边界的Jeffrey流体的非稳态停滞点流的级数解。分析了二维和轴对称情况。由此产生的非线性问题通过同伦分析方法得以解决。通过图形讨论了所获得的级数解的显着特征。

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